Previsão de Preço Cronos - Projeção CRO
Previsão de Preço Cronos até $0.113969 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.03818 | $0.113969 |
| 2027 | $0.036755 | $0.096556 |
| 2028 | $0.066332 | $0.162469 |
| 2029 | $0.145713 | $0.479332 |
| 2030 | $0.123923 | $0.358299 |
| 2031 | $0.146515 | $0.327086 |
| 2032 | $0.223645 | $0.606728 |
| 2033 | $0.5197031 | $1.61 |
| 2034 | $0.417816 | $0.93596 |
| 2035 | $0.493988 | $1.10 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Cronos hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.46, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Crypto.com Coin para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Cronos'
'name_with_ticker' => 'Cronos <small>CRO</small>'
'name_lang' => 'Crypto.com Coin'
'name_lang_with_ticker' => 'Crypto.com Coin <small>CRO</small>'
'name_with_lang' => 'Crypto.com Coin/Cronos'
'name_with_lang_with_ticker' => 'Crypto.com Coin/Cronos <small>CRO</small>'
'image' => '/uploads/coins/crypto-com-chain.png?1717092182'
'price_for_sd' => 0.1105
'ticker' => 'CRO'
'marketcap' => '$4.27B'
'low24h' => '$0.1047'
'high24h' => '$0.1108'
'volume24h' => '$24.67M'
'current_supply' => '38.59B'
'max_supply' => '98.29B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.007534 ETH'
'price' => '$0.1105'
'change_24h_pct' => '5.5411%'
'ath_price' => '$0.9654'
'ath_days' => 1504
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 de nov. de 2021'
'ath_pct' => '-88.56%'
'fdv' => '$10.87B'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '38.65%'
'change_30d_pct_is_increased' => true
'max_price' => '$5.44'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.111453'
'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' => '$0.097669'
'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' => '$0.03818'
'current_year_max_price_prediction' => '$0.113969'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.123923'
'grand_prediction_max_price' => '$0.358299'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.11260206847279
107 => 0.11302248372192
108 => 0.11396970074514
109 => 0.10587583499066
110 => 0.109509743091
111 => 0.11164432364882
112 => 0.10200021103192
113 => 0.11145369055057
114 => 0.1057349387951
115 => 0.10379390855652
116 => 0.10640725006148
117 => 0.10538882833544
118 => 0.10451324913912
119 => 0.10402466090322
120 => 0.10594361048048
121 => 0.10585408918906
122 => 0.1027143152286
123 => 0.098618608090735
124 => 0.099993261843205
125 => 0.099493837247485
126 => 0.09768385808554
127 => 0.098903565502973
128 => 0.093532591316395
129 => 0.084292109387333
130 => 0.090396654793288
131 => 0.090161636435626
201 => 0.090043129522459
202 => 0.094630526677792
203 => 0.094189554290566
204 => 0.093389185089737
205 => 0.09766915867751
206 => 0.096106910744204
207 => 0.10092139076275
208 => 0.104092518684
209 => 0.10328821806793
210 => 0.10627067920526
211 => 0.10002493108925
212 => 0.10209951807747
213 => 0.10252708758049
214 => 0.0976163444678
215 => 0.094261702826714
216 => 0.094037986474968
217 => 0.088221500167418
218 => 0.091328620203874
219 => 0.094062757254592
220 => 0.092753317784904
221 => 0.092338788367193
222 => 0.09445652926182
223 => 0.094621095866557
224 => 0.090868959838572
225 => 0.091649147733485
226 => 0.094902660950717
227 => 0.091567167548066
228 => 0.085086848716469
301 => 0.083479640048815
302 => 0.083265208785817
303 => 0.078906331409814
304 => 0.083587041417155
305 => 0.081543786063721
306 => 0.087998405243261
307 => 0.084311561384725
308 => 0.084152628914785
309 => 0.083912379176146
310 => 0.080160513355663
311 => 0.080981933526837
312 => 0.083712459281644
313 => 0.084686741632533
314 => 0.084585116001276
315 => 0.083699078215812
316 => 0.08410470177675
317 => 0.082798046958353
318 => 0.082336639946309
319 => 0.0808803124963
320 => 0.078739913465514
321 => 0.079037549078575
322 => 0.074796858532716
323 => 0.07248630525285
324 => 0.071846774557586
325 => 0.070991567384051
326 => 0.071943372483456
327 => 0.074784845189214
328 => 0.071357426254007
329 => 0.065481356895077
330 => 0.065834518675884
331 => 0.066627968342683
401 => 0.065149380137798
402 => 0.063750020490377
403 => 0.064966650170173
404 => 0.062476882119941
405 => 0.066928844916546
406 => 0.066808431799379
407 => 0.068467848222421
408 => 0.069505515366402
409 => 0.067114028548253
410 => 0.066512576080757
411 => 0.066855190740733
412 => 0.061192533594907
413 => 0.068005088324452
414 => 0.068064003580651
415 => 0.067559535388589
416 => 0.071187010468042
417 => 0.078842114323538
418 => 0.075961956327261
419 => 0.074846672097867
420 => 0.07272651596252
421 => 0.075551498130455
422 => 0.075334583576544
423 => 0.074353613701359
424 => 0.073760320060035
425 => 0.074853481785551
426 => 0.073624865224758
427 => 0.073404171930315
428 => 0.072067010682658
429 => 0.071589704954206
430 => 0.071236326794948
501 => 0.070847292163825
502 => 0.071705405618691
503 => 0.069760807635739
504 => 0.067415813099589
505 => 0.067220852177101
506 => 0.067759156425231
507 => 0.067520996867471
508 => 0.067219711960765
509 => 0.0666444770238
510 => 0.066473817105953
511 => 0.067028379046536
512 => 0.066402310948587
513 => 0.067326108530804
514 => 0.067074886704493
515 => 0.065671582004443
516 => 0.063922544778238
517 => 0.063906974678195
518 => 0.063530147476805
519 => 0.063050201379486
520 => 0.062916691354891
521 => 0.064864189011997
522 => 0.068895450878506
523 => 0.068104017714189
524 => 0.068675909284741
525 => 0.071489049789965
526 => 0.072383262562489
527 => 0.071748571517141
528 => 0.070879767268231
529 => 0.070917990245927
530 => 0.073886957369385
531 => 0.074072128207066
601 => 0.074539995175509
602 => 0.075141336449148
603 => 0.071850982536315
604 => 0.070763014872529
605 => 0.070247475435279
606 => 0.068659813507421
607 => 0.07037197078077
608 => 0.069374370059474
609 => 0.06950898047967
610 => 0.069421315266926
611 => 0.06946918640098
612 => 0.066927600502213
613 => 0.067853620821902
614 => 0.066313932435824
615 => 0.064252462524999
616 => 0.064245551755014
617 => 0.064750093595206
618 => 0.064449972365935
619 => 0.063642353854791
620 => 0.063757072252447
621 => 0.062752018376609
622 => 0.063879103990062
623 => 0.06391142477255
624 => 0.063477435418602
625 => 0.065213866313969
626 => 0.065925283468594
627 => 0.065639622378873
628 => 0.065905240725025
629 => 0.068136905335273
630 => 0.068500764041097
701 => 0.068662366043067
702 => 0.06844584076859
703 => 0.065946031457376
704 => 0.066056908630339
705 => 0.065243365503301
706 => 0.064556007290018
707 => 0.06458349801383
708 => 0.064936889485771
709 => 0.066480170769873
710 => 0.069727915250864
711 => 0.069851164779848
712 => 0.070000546804418
713 => 0.069392935037101
714 => 0.069209673514016
715 => 0.069451442766777
716 => 0.070671124835545
717 => 0.073808478256868
718 => 0.072699528020983
719 => 0.07179793421737
720 => 0.072588875051083
721 => 0.072467115909332
722 => 0.071439346218885
723 => 0.071410500146767
724 => 0.069437881512952
725 => 0.068708649318384
726 => 0.068099248314518
727 => 0.067433798327114
728 => 0.067039297268495
729 => 0.067645430192058
730 => 0.067784059963231
731 => 0.066458739732469
801 => 0.066278103482243
802 => 0.067360388591707
803 => 0.066884115266688
804 => 0.06737397419248
805 => 0.067487625665196
806 => 0.067469325160474
807 => 0.06697204110951
808 => 0.067288995134371
809 => 0.066539304377034
810 => 0.065724128278341
811 => 0.065204096714641
812 => 0.064750300203135
813 => 0.065002092882526
814 => 0.064104497956022
815 => 0.063817339274017
816 => 0.067181618242439
817 => 0.069666847288507
818 => 0.069630711073918
819 => 0.06941074116109
820 => 0.069083910489895
821 => 0.070647215136245
822 => 0.07010259105672
823 => 0.070498850579439
824 => 0.070599715258931
825 => 0.070905002265255
826 => 0.07101411612971
827 => 0.070684298246873
828 => 0.06957738914821
829 => 0.066819076916099
830 => 0.065535075126129
831 => 0.065111333148698
901 => 0.065126735364777
902 => 0.064701873486797
903 => 0.064827014350836
904 => 0.064658354601249
905 => 0.064338953838706
906 => 0.064982370785487
907 => 0.06505651859476
908 => 0.064906337391121
909 => 0.064941710501217
910 => 0.063698274278319
911 => 0.063792810033745
912 => 0.063266422934513
913 => 0.063167731699099
914 => 0.061837070950009
915 => 0.059479612550638
916 => 0.060785873347914
917 => 0.059208093992868
918 => 0.058610565043854
919 => 0.06143917415367
920 => 0.061155260252449
921 => 0.060669323067964
922 => 0.059950520693928
923 => 0.059683909901338
924 => 0.058064067124282
925 => 0.057968358171488
926 => 0.058771195991232
927 => 0.058400713961383
928 => 0.057880416878958
929 => 0.055995953588086
930 => 0.053877192924792
1001 => 0.053941144991162
1002 => 0.054615083337212
1003 => 0.056574649971322
1004 => 0.055809013386528
1005 => 0.055253535259593
1006 => 0.055149510904029
1007 => 0.05645159350365
1008 => 0.058294313176851
1009 => 0.059158876018988
1010 => 0.058302120499594
1011 => 0.057317925889907
1012 => 0.05737782925548
1013 => 0.057776339509456
1014 => 0.057818217302518
1015 => 0.057177607788452
1016 => 0.05735793561427
1017 => 0.057084001157331
1018 => 0.055402865900739
1019 => 0.055372459494885
1020 => 0.054959881790949
1021 => 0.054947389102042
1022 => 0.054245491505316
1023 => 0.054147291179545
1024 => 0.052753630899107
1025 => 0.053670942316083
1026 => 0.053055657978586
1027 => 0.052128279351076
1028 => 0.051968398926143
1029 => 0.051963592727508
1030 => 0.052915803219895
1031 => 0.053659815182076
1101 => 0.053066361113063
1102 => 0.052931243125173
1103 => 0.05437394973836
1104 => 0.054190352171269
1105 => 0.054031357862245
1106 => 0.058129317841242
1107 => 0.054885462750061
1108 => 0.053470956777531
1109 => 0.051720237029126
1110 => 0.052290280207102
1111 => 0.052410396680378
1112 => 0.048200231276418
1113 => 0.046492167696374
1114 => 0.045906024642721
1115 => 0.045568691028498
1116 => 0.045722418192468
1117 => 0.044184960634553
1118 => 0.045218157540673
1119 => 0.043886849253571
1120 => 0.043663651086786
1121 => 0.046044195221575
1122 => 0.046375434030993
1123 => 0.044962266362181
1124 => 0.045869748776623
1125 => 0.045540683038197
1126 => 0.043909670713067
1127 => 0.043847378039161
1128 => 0.043028993387266
1129 => 0.041748379877545
1130 => 0.041163105140155
1201 => 0.040858288975334
1202 => 0.040984062065687
1203 => 0.040920467342485
1204 => 0.040505468756457
1205 => 0.040944254575656
1206 => 0.039823338126421
1207 => 0.039376980164498
1208 => 0.039175370628524
1209 => 0.038180492762285
1210 => 0.039763785871667
1211 => 0.040075714560016
1212 => 0.040388257844241
1213 => 0.043108733751056
1214 => 0.042972826462737
1215 => 0.04420136215961
1216 => 0.044153623521562
1217 => 0.043803225239855
1218 => 0.042324952527052
1219 => 0.042914165682698
1220 => 0.041100659173675
1221 => 0.042459461556691
1222 => 0.041839360894027
1223 => 0.042249804898879
1224 => 0.041511789569911
1225 => 0.041920237724868
1226 => 0.040149684423815
1227 => 0.038496366663649
1228 => 0.039161709993694
1229 => 0.039885014284692
1230 => 0.041453322282081
1231 => 0.040519250977096
]
'min_raw' => 0.038180492762285
'max_raw' => 0.11396970074514
'avg_raw' => 0.07607509675371
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.03818'
'max' => '$0.113969'
'avg' => '$0.076075'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.072327507237715
'max_diff' => 0.0034617007451355
'year' => 2026
]
1 => [
'items' => [
101 => 0.040855178339515
102 => 0.039729877908972
103 => 0.037408061694586
104 => 0.037421202922211
105 => 0.037064042081143
106 => 0.036755402968124
107 => 0.040626540302796
108 => 0.040145103181604
109 => 0.039377996137918
110 => 0.040404799399514
111 => 0.040676302479439
112 => 0.040684031790436
113 => 0.041433160944469
114 => 0.041832971308265
115 => 0.041903439617761
116 => 0.043082210527637
117 => 0.043477318988264
118 => 0.045104714819741
119 => 0.041799050192216
120 => 0.041730972204565
121 => 0.040419248627116
122 => 0.039587332796768
123 => 0.040476210615755
124 => 0.041263635019454
125 => 0.040443716098275
126 => 0.040550780199948
127 => 0.039450106038103
128 => 0.03984354525943
129 => 0.040182428118823
130 => 0.03999531692248
131 => 0.03971520240527
201 => 0.041199075198021
202 => 0.041115349279709
203 => 0.042497165738407
204 => 0.043574390482605
205 => 0.045504969801163
206 => 0.043490309638871
207 => 0.043416887415009
208 => 0.044134601430562
209 => 0.043477209109987
210 => 0.043892658364179
211 => 0.045438034503493
212 => 0.045470685866145
213 => 0.044923733472821
214 => 0.04489045136998
215 => 0.044995499560122
216 => 0.0456107700909
217 => 0.045395775662092
218 => 0.045644572658101
219 => 0.045955697111326
220 => 0.047242639763896
221 => 0.047552917280506
222 => 0.04679910377559
223 => 0.046867164694992
224 => 0.04658521775151
225 => 0.046312860536891
226 => 0.046925079780777
227 => 0.048043922482179
228 => 0.048036962219802
301 => 0.048296511979333
302 => 0.048458209329294
303 => 0.047764085933565
304 => 0.04731223712657
305 => 0.047485504711059
306 => 0.047762563351933
307 => 0.047395658327926
308 => 0.045130950552817
309 => 0.045817918221693
310 => 0.045703573210589
311 => 0.045540732009949
312 => 0.046231483313167
313 => 0.046164858664873
314 => 0.044169191785092
315 => 0.04429694790381
316 => 0.044176961057812
317 => 0.044564663104229
318 => 0.043456271927151
319 => 0.043797205588092
320 => 0.044011035984179
321 => 0.044136983730197
322 => 0.044591993351993
323 => 0.044538603224576
324 => 0.044588674546709
325 => 0.045263333697745
326 => 0.048675528168619
327 => 0.048861246385086
328 => 0.047946701963956
329 => 0.048312044421607
330 => 0.047610666794531
331 => 0.048081506294409
401 => 0.048403642722198
402 => 0.046947970148289
403 => 0.046861774665699
404 => 0.046157502203662
405 => 0.046535938332729
406 => 0.045933819240863
407 => 0.046081558204775
408 => 0.045668467182025
409 => 0.046411948777373
410 => 0.047243276726333
411 => 0.047453302996375
412 => 0.046900814301888
413 => 0.046500776076299
414 => 0.045798440732949
415 => 0.046966440061504
416 => 0.047307998659308
417 => 0.046964645999596
418 => 0.046885083685936
419 => 0.046734313245318
420 => 0.046917070347651
421 => 0.047306138457831
422 => 0.04712266112203
423 => 0.047243851134781
424 => 0.046781999776773
425 => 0.047764315717291
426 => 0.04932446983804
427 => 0.049329485988649
428 => 0.049146007663837
429 => 0.04907093228642
430 => 0.049259192182073
501 => 0.049361315452639
502 => 0.04997011343422
503 => 0.050623377924037
504 => 0.053671878256388
505 => 0.052815871561835
506 => 0.055520682412793
507 => 0.057659836620169
508 => 0.058301275433084
509 => 0.05771118190723
510 => 0.05569250383151
511 => 0.055593457854503
512 => 0.058610215163529
513 => 0.057757843047491
514 => 0.057656456096514
515 => 0.056577870234074
516 => 0.057215448064234
517 => 0.057076000440075
518 => 0.05685587554333
519 => 0.058072329629218
520 => 0.060349423084395
521 => 0.059994516714959
522 => 0.059729595573807
523 => 0.058568788250665
524 => 0.059267853534898
525 => 0.059018929776896
526 => 0.060088464212193
527 => 0.059454895705812
528 => 0.057751385490381
529 => 0.058022675107031
530 => 0.057981670227233
531 => 0.058825547747835
601 => 0.058572236662478
602 => 0.05793220717232
603 => 0.060341640226517
604 => 0.060185185045948
605 => 0.060407002721361
606 => 0.060504653722017
607 => 0.061971233163134
608 => 0.062572043834852
609 => 0.062708438376004
610 => 0.063279162045771
611 => 0.062694238251182
612 => 0.065034350473133
613 => 0.066590388551396
614 => 0.068397806852287
615 => 0.071038930778128
616 => 0.072032017806006
617 => 0.071852625523197
618 => 0.073855095541039
619 => 0.077453489650694
620 => 0.072579963854783
621 => 0.077711798351722
622 => 0.07608711879987
623 => 0.072235032809165
624 => 0.071987003884474
625 => 0.074595681241017
626 => 0.080381476541939
627 => 0.078932200441006
628 => 0.080383847038451
629 => 0.078690424173782
630 => 0.078606331455262
701 => 0.080301601269705
702 => 0.084262691595498
703 => 0.082380926060964
704 => 0.079682953739371
705 => 0.081675094516537
706 => 0.079949317811431
707 => 0.076060659880342
708 => 0.078931092206885
709 => 0.077011715855331
710 => 0.077571891914374
711 => 0.081606135519653
712 => 0.081120724655781
713 => 0.081748891261467
714 => 0.080640193644414
715 => 0.079604495244519
716 => 0.077671287269143
717 => 0.077098959693635
718 => 0.077257130445316
719 => 0.077098881312066
720 => 0.076017269216941
721 => 0.07578369518798
722 => 0.075394394906599
723 => 0.075515055342263
724 => 0.074783056919452
725 => 0.076164489181888
726 => 0.076420895182936
727 => 0.077426186381647
728 => 0.077530559048822
729 => 0.080330280727807
730 => 0.078788241074434
731 => 0.079822774407215
801 => 0.079730236008526
802 => 0.07231851919313
803 => 0.07333978837616
804 => 0.074928562733031
805 => 0.074212822038794
806 => 0.073200932154671
807 => 0.072383776819138
808 => 0.071145702927384
809 => 0.072888268154925
810 => 0.07517955612799
811 => 0.07758866989302
812 => 0.080483062230318
813 => 0.079837067555074
814 => 0.077534561241572
815 => 0.077637849992814
816 => 0.078276340410365
817 => 0.077449437306664
818 => 0.077205567438317
819 => 0.07824283643533
820 => 0.07824997953684
821 => 0.077298527581454
822 => 0.076241162846913
823 => 0.076236732450067
824 => 0.076048584608487
825 => 0.078723895256826
826 => 0.080195045608997
827 => 0.080363710625996
828 => 0.080183693109501
829 => 0.08025297470696
830 => 0.079396944731618
831 => 0.081353575407447
901 => 0.083149173206306
902 => 0.08266791463886
903 => 0.081946439631322
904 => 0.081371750036873
905 => 0.082532536034306
906 => 0.082480848061087
907 => 0.083133490225978
908 => 0.083103882607535
909 => 0.082884423594595
910 => 0.082667922476433
911 => 0.083526324937772
912 => 0.083279118814428
913 => 0.083031528711694
914 => 0.082534948856513
915 => 0.082602442306151
916 => 0.081881091871445
917 => 0.081547362153599
918 => 0.076528867926767
919 => 0.075187762285328
920 => 0.075609701420847
921 => 0.075748614739905
922 => 0.075164963846077
923 => 0.076001769300213
924 => 0.075871354056582
925 => 0.076378723479184
926 => 0.076061741091362
927 => 0.076074750159126
928 => 0.077006927773941
929 => 0.077277542901288
930 => 0.077139905863387
1001 => 0.077236302126811
1002 => 0.079457713331103
1003 => 0.079141899694584
1004 => 0.078974129994583
1005 => 0.079020603348042
1006 => 0.079588221538331
1007 => 0.079747123640808
1008 => 0.079073844266761
1009 => 0.079391366711743
1010 => 0.08074333698288
1011 => 0.081216450062888
1012 => 0.082726399907111
1013 => 0.082084946376067
1014 => 0.083262362093757
1015 => 0.08688133659934
1016 => 0.089772423848387
1017 => 0.087113660534929
1018 => 0.092422774090064
1019 => 0.096556680539843
1020 => 0.096398014324919
1021 => 0.095677172116421
1022 => 0.090970829528937
1023 => 0.086639982912319
1024 => 0.09026292000458
1025 => 0.090272155616292
1026 => 0.089960942107043
1027 => 0.08802802172943
1028 => 0.08989368066775
1029 => 0.090041769899196
1030 => 0.089958879309691
1031 => 0.088476913788147
1101 => 0.086214226349759
1102 => 0.086656350059112
1103 => 0.08738055771411
1104 => 0.086009481537654
1105 => 0.085571339622841
1106 => 0.086385928802388
1107 => 0.089010704865285
1108 => 0.088514506154886
1109 => 0.088501548401262
1110 => 0.090624496905345
1111 => 0.089104923937383
1112 => 0.086661926654963
1113 => 0.086045037621976
1114 => 0.08385549714112
1115 => 0.085367820550123
1116 => 0.085422246377276
1117 => 0.084593962301735
1118 => 0.086729137342759
1119 => 0.086709461328865
1120 => 0.088736492251452
1121 => 0.092611414057391
1122 => 0.091465409006053
1123 => 0.090132729816343
1124 => 0.09027762899545
1125 => 0.091866815348609
1126 => 0.090905957001893
1127 => 0.091251488362714
1128 => 0.091866292345511
1129 => 0.092237218853056
1130 => 0.090224258379249
1201 => 0.089754941001775
1202 => 0.088794882355479
1203 => 0.088544420975004
1204 => 0.089326368710131
1205 => 0.089120353108546
1206 => 0.085417672097251
1207 => 0.085030721330048
1208 => 0.085042588557639
1209 => 0.084069582455001
1210 => 0.082585514600256
1211 => 0.086485556313439
1212 => 0.086172328382822
1213 => 0.085826548989336
1214 => 0.085868904992048
1215 => 0.087561780915063
1216 => 0.086579827387431
1217 => 0.089190511779659
1218 => 0.088653833552973
1219 => 0.088103391554845
1220 => 0.088027303703831
1221 => 0.087815430496056
1222 => 0.087088838432048
1223 => 0.086211434853344
1224 => 0.085632097011288
1225 => 0.078991082997391
1226 => 0.080223616569369
1227 => 0.08164153409496
1228 => 0.082130993542846
1229 => 0.081293739287674
1230 => 0.087121898333167
1231 => 0.088186759152316
]
'min_raw' => 0.036755402968124
'max_raw' => 0.096556680539843
'avg_raw' => 0.066656041753983
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.036755'
'max' => '$0.096556'
'avg' => '$0.066656'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0014250897941607
'max_diff' => -0.017413020205293
'year' => 2027
]
2 => [
'items' => [
101 => 0.08496122627196
102 => 0.084357860767685
103 => 0.087161454875178
104 => 0.085470544902919
105 => 0.086231961559891
106 => 0.084586195220161
107 => 0.087930265363748
108 => 0.087904789152104
109 => 0.086603870336999
110 => 0.087703398011218
111 => 0.087512328019775
112 => 0.086043593881543
113 => 0.087976826855664
114 => 0.087977785715099
115 => 0.086725679639975
116 => 0.085263493865494
117 => 0.085002089584304
118 => 0.084805156573151
119 => 0.086183528111361
120 => 0.087419371722464
121 => 0.089718970291113
122 => 0.090297144008386
123 => 0.092553794518106
124 => 0.091210069013887
125 => 0.091805725125749
126 => 0.092452394095876
127 => 0.092762430980619
128 => 0.092257242514427
129 => 0.095762749630428
130 => 0.096058721836982
131 => 0.096157958757689
201 => 0.094975921481687
202 => 0.096025847242046
203 => 0.095534621748661
204 => 0.096812654016078
205 => 0.097013065794344
206 => 0.096843324148008
207 => 0.096906938009714
208 => 0.093915606100039
209 => 0.093760489759989
210 => 0.091645467456859
211 => 0.09250735467884
212 => 0.090896097828676
213 => 0.091407043973648
214 => 0.091632264165878
215 => 0.09151462191859
216 => 0.092556084489206
217 => 0.091670628547436
218 => 0.089333764734671
219 => 0.086996264244923
220 => 0.086966918830361
221 => 0.086351496211721
222 => 0.085906658378719
223 => 0.085992349926826
224 => 0.086294338119276
225 => 0.08588910627599
226 => 0.085975583035531
227 => 0.087411673435546
228 => 0.087699671123541
229 => 0.086720942451774
301 => 0.082791205604754
302 => 0.081826838325497
303 => 0.082520006401592
304 => 0.08218871670696
305 => 0.066332708948852
306 => 0.070057842776132
307 => 0.067844494749554
308 => 0.068864507351447
309 => 0.066605252160004
310 => 0.067683487155071
311 => 0.067484376522319
312 => 0.073474281481862
313 => 0.073380757354764
314 => 0.073425522405219
315 => 0.071288769912268
316 => 0.074692674652691
317 => 0.076369560528279
318 => 0.076059213581581
319 => 0.076137321221902
320 => 0.074795173178184
321 => 0.073438517332073
322 => 0.071933777210898
323 => 0.074729398364541
324 => 0.0744185730151
325 => 0.075131494535286
326 => 0.076944654688551
327 => 0.077211649408644
328 => 0.077570493020044
329 => 0.077441873129585
330 => 0.080506120734883
331 => 0.080135020131325
401 => 0.08102926581297
402 => 0.079189734599243
403 => 0.077108130421004
404 => 0.07750377532252
405 => 0.077465671536928
406 => 0.076980566612862
407 => 0.076542635577922
408 => 0.07581360379105
409 => 0.078120368241116
410 => 0.07802671781709
411 => 0.079542809325364
412 => 0.079274825424749
413 => 0.07748516334966
414 => 0.077549081480789
415 => 0.077978961630634
416 => 0.079466781737532
417 => 0.079908468043777
418 => 0.079703861348568
419 => 0.08018815021962
420 => 0.080570912397251
421 => 0.08023621925602
422 => 0.084974768330481
423 => 0.083006992384276
424 => 0.083966072688759
425 => 0.084194807690149
426 => 0.083608907793868
427 => 0.083735968501869
428 => 0.08392843085252
429 => 0.085097024557682
430 => 0.088163752575342
501 => 0.089521985538439
502 => 0.093608296421952
503 => 0.08940920319837
504 => 0.089160046384057
505 => 0.089896114368945
506 => 0.092295211437503
507 => 0.09423945427584
508 => 0.094884471791377
509 => 0.094969721504134
510 => 0.096179817243234
511 => 0.096873421553937
512 => 0.09603287979183
513 => 0.095320608656835
514 => 0.09276934186163
515 => 0.093064657940044
516 => 0.095099092869451
517 => 0.097972852034857
518 => 0.10043883636246
519 => 0.099575334599162
520 => 0.10616324351586
521 => 0.10681640777575
522 => 0.10672616159437
523 => 0.10821416698228
524 => 0.1052607793143
525 => 0.10399814886704
526 => 0.095474609760841
527 => 0.097869376579041
528 => 0.10135031078902
529 => 0.10088959609349
530 => 0.098361648624571
531 => 0.10043691868762
601 => 0.099750769505078
602 => 0.099209575176455
603 => 0.10168889131156
604 => 0.098962781376318
605 => 0.10132311575705
606 => 0.098295962499229
607 => 0.099579279002481
608 => 0.0988508064882
609 => 0.099322217483173
610 => 0.09656635843907
611 => 0.098053353084572
612 => 0.096504494573033
613 => 0.096503760212431
614 => 0.096469569074943
615 => 0.098291794245079
616 => 0.098351216942457
617 => 0.097004589788497
618 => 0.096810519777342
619 => 0.097528098324794
620 => 0.096688001779847
621 => 0.097081077665723
622 => 0.096699907647998
623 => 0.096614098248339
624 => 0.095930354352591
625 => 0.095635778682373
626 => 0.095751289392945
627 => 0.095356991787909
628 => 0.095119413218507
629 => 0.096422308717724
630 => 0.095726224211146
701 => 0.096315623783833
702 => 0.0956439285826
703 => 0.093315540371458
704 => 0.091976459688972
705 => 0.087578350199826
706 => 0.08882564859511
707 => 0.089652608721606
708 => 0.089379298404732
709 => 0.08996647472243
710 => 0.090002522579488
711 => 0.089811625573051
712 => 0.089590591295017
713 => 0.089483004032432
714 => 0.090284871343147
715 => 0.090750382306629
716 => 0.089735605233599
717 => 0.089497857163629
718 => 0.090523852811839
719 => 0.091149709564549
720 => 0.095770684188028
721 => 0.095428347462369
722 => 0.096287545463583
723 => 0.096190812954114
724 => 0.097091389340361
725 => 0.098563451119898
726 => 0.095570337927153
727 => 0.096089838883347
728 => 0.095962469245917
729 => 0.097353057549261
730 => 0.097357398814156
731 => 0.096523671661264
801 => 0.096975648676525
802 => 0.096723367505947
803 => 0.097179273679027
804 => 0.095423775346685
805 => 0.097561782821142
806 => 0.098773895289001
807 => 0.098790725471794
808 => 0.099365257161639
809 => 0.099949014633154
810 => 0.10106948626517
811 => 0.099917765287474
812 => 0.097845931366384
813 => 0.097995511083504
814 => 0.096780795613623
815 => 0.096801215200128
816 => 0.096692213847053
817 => 0.097019335112871
818 => 0.095495560068907
819 => 0.095853187026047
820 => 0.095352507191791
821 => 0.096088750503168
822 => 0.095296674405505
823 => 0.095962407824421
824 => 0.096249716298613
825 => 0.09730989075369
826 => 0.095140085776489
827 => 0.090715706545093
828 => 0.091645764699945
829 => 0.090270135634427
830 => 0.09039745534183
831 => 0.090654661413565
901 => 0.089820972382482
902 => 0.089980013977052
903 => 0.089974331892135
904 => 0.089925366754035
905 => 0.089708492038452
906 => 0.089393980793502
907 => 0.090646896791927
908 => 0.090859791634729
909 => 0.091333030498189
910 => 0.092741068354857
911 => 0.092600372169157
912 => 0.092829853485463
913 => 0.092328897060449
914 => 0.090420693273608
915 => 0.090524317919879
916 => 0.08923211692041
917 => 0.091299986013369
918 => 0.090810287317618
919 => 0.090494575382788
920 => 0.09040843045632
921 => 0.091819958566489
922 => 0.092242309900044
923 => 0.091979128891916
924 => 0.09143933696603
925 => 0.092475897038889
926 => 0.092753236785428
927 => 0.092815322926782
928 => 0.094651908635209
929 => 0.092917967665961
930 => 0.09333534449115
1001 => 0.096591599335806
1002 => 0.093638625524156
1003 => 0.095202881611361
1004 => 0.095126319415888
1005 => 0.095926539898563
1006 => 0.095060677979623
1007 => 0.095071411375835
1008 => 0.095781952952819
1009 => 0.094784125454793
1010 => 0.094537049333803
1011 => 0.094195715442247
1012 => 0.094941005507009
1013 => 0.095387773194263
1014 => 0.098988392638826
1015 => 0.10131455700821
1016 => 0.10121357207811
1017 => 0.10213638530333
1018 => 0.10172064949337
1019 => 0.10037812889744
1020 => 0.10266964785175
1021 => 0.10194451537338
1022 => 0.10200429441386
1023 => 0.10200206943499
1024 => 0.10248421914092
1025 => 0.1021425718859
1026 => 0.10146915007687
1027 => 0.10191619890098
1028 => 0.10324377408571
1029 => 0.10736460819411
1030 => 0.10967068155495
1031 => 0.10722577968219
1101 => 0.10891224025548
1102 => 0.10790096485885
1103 => 0.10771718603645
1104 => 0.10877640790493
1105 => 0.10983748380108
1106 => 0.10976989785365
1107 => 0.1089996112399
1108 => 0.10856449587709
1109 => 0.11185933517862
1110 => 0.11428691664987
1111 => 0.11412137186824
1112 => 0.11485203269629
1113 => 0.11699727548594
1114 => 0.11719340960157
1115 => 0.11716870121109
1116 => 0.11668256234103
1117 => 0.11879483246241
1118 => 0.12055692535953
1119 => 0.11657003523851
1120 => 0.11808819080437
1121 => 0.1187697397498
1122 => 0.11977045580816
1123 => 0.12145883153809
1124 => 0.12329285540034
1125 => 0.12355220648351
1126 => 0.1233681844789
1127 => 0.12215859644054
1128 => 0.12416540723507
1129 => 0.125340949933
1130 => 0.1260409587078
1201 => 0.12781606449034
1202 => 0.11877394876406
1203 => 0.11237348983069
1204 => 0.1113739657445
1205 => 0.11340653727811
1206 => 0.11394251018208
1207 => 0.11372646017654
1208 => 0.10652216174276
1209 => 0.11133603660421
1210 => 0.11651536119303
1211 => 0.11671432014395
1212 => 0.11930719832768
1213 => 0.12015154574997
1214 => 0.12223915254419
1215 => 0.12210857217081
1216 => 0.12261687120413
1217 => 0.12250002205888
1218 => 0.12636687404769
1219 => 0.13063258602443
1220 => 0.13048487798281
1221 => 0.12987163141654
1222 => 0.13078240714153
1223 => 0.135185079043
1224 => 0.13477975156569
1225 => 0.13517349268418
1226 => 0.14036449097973
1227 => 0.14711352717484
1228 => 0.14397792227006
1229 => 0.15078128266744
1230 => 0.15506363740695
1231 => 0.16246952712518
]
'min_raw' => 0.066332708948852
'max_raw' => 0.16246952712518
'avg_raw' => 0.11440111803702
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.066332'
'max' => '$0.162469'
'avg' => '$0.1144011'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.029577305980728
'max_diff' => 0.065912846585342
'year' => 2028
]
3 => [
'items' => [
101 => 0.16154227325769
102 => 0.16442533177807
103 => 0.15988229531114
104 => 0.14945056528392
105 => 0.14779970407606
106 => 0.15110477002067
107 => 0.15922995214187
108 => 0.1508488791206
109 => 0.15254435927727
110 => 0.15205606087809
111 => 0.15203004153153
112 => 0.15302309416132
113 => 0.15158261952767
114 => 0.14571386673379
115 => 0.14840348155445
116 => 0.14736489210628
117 => 0.14851728453099
118 => 0.1547362711644
119 => 0.15198670893165
120 => 0.14909026847574
121 => 0.15272304757904
122 => 0.15734882373588
123 => 0.1570593509773
124 => 0.15649765283544
125 => 0.15966391585157
126 => 0.1648936547262
127 => 0.16630723212921
128 => 0.1673507060688
129 => 0.16749458349544
130 => 0.16897661040908
131 => 0.16100737817556
201 => 0.17365475439455
202 => 0.17583860689086
203 => 0.17542813313296
204 => 0.17785539327204
205 => 0.17714123176548
206 => 0.17610652379098
207 => 0.17995424740445
208 => 0.17554314277689
209 => 0.16928213510068
210 => 0.16584722246083
211 => 0.17037059251149
212 => 0.17313285675757
213 => 0.17495853771122
214 => 0.17551098766469
215 => 0.16162600698835
216 => 0.15414277250014
217 => 0.15893944001163
218 => 0.16479170542395
219 => 0.16097486854571
220 => 0.16112448132511
221 => 0.15568267498382
222 => 0.16527318453579
223 => 0.16387592796295
224 => 0.17112489753455
225 => 0.16939487276967
226 => 0.17530612605193
227 => 0.17374949495504
228 => 0.18021098360816
301 => 0.18278864636972
302 => 0.18711694332753
303 => 0.19030085618904
304 => 0.19217051071987
305 => 0.19205826367474
306 => 0.19946676638406
307 => 0.19509823116974
308 => 0.18961032135586
309 => 0.18951106238146
310 => 0.19235332863835
311 => 0.19830993897513
312 => 0.1998544013703
313 => 0.20071754514977
314 => 0.19939561040526
315 => 0.19465387852586
316 => 0.19260642274146
317 => 0.19435091439028
318 => 0.19221755100965
319 => 0.19590033472065
320 => 0.200957583356
321 => 0.19991328151133
322 => 0.20340422600759
323 => 0.20701698630314
324 => 0.212183395785
325 => 0.21353408653515
326 => 0.21576672698297
327 => 0.21806484738796
328 => 0.21880294172597
329 => 0.22021219283443
330 => 0.22020476538547
331 => 0.22445163845438
401 => 0.2291360709641
402 => 0.23090433579165
403 => 0.23497036325993
404 => 0.2280074337111
405 => 0.23328889575826
406 => 0.23805290672836
407 => 0.23237305645268
408 => 0.24020140682232
409 => 0.24050536392775
410 => 0.24509475534523
411 => 0.2404425279226
412 => 0.23768005012948
413 => 0.24565522000953
414 => 0.24951415349899
415 => 0.24835181132693
416 => 0.23950633000557
417 => 0.23435788047601
418 => 0.22088339499538
419 => 0.23684450510164
420 => 0.24461869624243
421 => 0.23948619672863
422 => 0.24207473094372
423 => 0.25619693428624
424 => 0.26157375497412
425 => 0.26045541385785
426 => 0.26064439509704
427 => 0.26354562994402
428 => 0.27641130299474
429 => 0.26870189347878
430 => 0.27459544818767
501 => 0.27772136835447
502 => 0.28062489721482
503 => 0.27349474800352
504 => 0.26421852864232
505 => 0.26128036058143
506 => 0.23897587080249
507 => 0.23781482524601
508 => 0.23716309519187
509 => 0.2330540293896
510 => 0.22982542923686
511 => 0.22725792652516
512 => 0.22052003268846
513 => 0.22279387406539
514 => 0.21205507759743
515 => 0.21892537901805
516 => 0.20178600055787
517 => 0.21606018423889
518 => 0.2082913950288
519 => 0.21350792804246
520 => 0.2134897280502
521 => 0.20388443686876
522 => 0.19834430537261
523 => 0.2018746927871
524 => 0.20565954833793
525 => 0.20627362841727
526 => 0.21118079243376
527 => 0.21255027643163
528 => 0.208400675983
529 => 0.20143082503519
530 => 0.20304976244499
531 => 0.19831149765768
601 => 0.19000787087263
602 => 0.19597168059707
603 => 0.19800798744719
604 => 0.19890733655805
605 => 0.19074167329294
606 => 0.18817584460986
607 => 0.18680981894838
608 => 0.20037674044767
609 => 0.20111996703299
610 => 0.19731751474082
611 => 0.21450495966475
612 => 0.21061491153481
613 => 0.21496104838088
614 => 0.20290286084395
615 => 0.20336349984636
616 => 0.19765496062535
617 => 0.20085136114439
618 => 0.19859224828233
619 => 0.2005931235699
620 => 0.20179243996734
621 => 0.20750004247324
622 => 0.21612535589126
623 => 0.20664751699063
624 => 0.20251788685647
625 => 0.20507988616578
626 => 0.2119028279428
627 => 0.22223993399493
628 => 0.21612015915842
629 => 0.21883601131035
630 => 0.21942930418569
701 => 0.21491680878763
702 => 0.22240631613682
703 => 0.22642000396989
704 => 0.23053721717096
705 => 0.23411207803176
706 => 0.228892711679
707 => 0.23447818184323
708 => 0.22997727885907
709 => 0.22593950358748
710 => 0.22594562722585
711 => 0.2234126718155
712 => 0.21850475153502
713 => 0.21759965573429
714 => 0.22230807839067
715 => 0.2260837874718
716 => 0.22639477295615
717 => 0.2284851995064
718 => 0.22972229240573
719 => 0.24184748456543
720 => 0.24672433715691
721 => 0.25268766019168
722 => 0.2550107105882
723 => 0.26200225942204
724 => 0.25635601591288
725 => 0.25513441561313
726 => 0.23817520506042
727 => 0.24095227483836
728 => 0.24539863150021
729 => 0.23824852384408
730 => 0.24278362142397
731 => 0.24367894575275
801 => 0.23800556592195
802 => 0.24103596322185
803 => 0.23298812644349
804 => 0.21630077674083
805 => 0.22242489392737
806 => 0.22693430553222
807 => 0.22049881916566
808 => 0.23203417939
809 => 0.22529546008511
810 => 0.22315960958103
811 => 0.21482689527893
812 => 0.21875961567393
813 => 0.22407867631931
814 => 0.22079211524764
815 => 0.22761222295098
816 => 0.23727131431519
817 => 0.24415495803017
818 => 0.24468339872006
819 => 0.24025767697964
820 => 0.24734992431324
821 => 0.24740158359228
822 => 0.2394014996273
823 => 0.23450149274341
824 => 0.23338820086968
825 => 0.23616942224397
826 => 0.23954633843415
827 => 0.24487079406647
828 => 0.24808825109213
829 => 0.25647767260768
830 => 0.25874760952622
831 => 0.26124158199783
901 => 0.26457429833253
902 => 0.26857607878326
903 => 0.25982041097855
904 => 0.26016828998303
905 => 0.25201513335376
906 => 0.24330231621445
907 => 0.2499142583552
908 => 0.25855849315442
909 => 0.25657549614045
910 => 0.25635236846743
911 => 0.256727607323
912 => 0.25523249233309
913 => 0.24847014264529
914 => 0.24507413296662
915 => 0.24945585186657
916 => 0.25178454045402
917 => 0.25539613337017
918 => 0.25495092831178
919 => 0.26425400380702
920 => 0.26786889763407
921 => 0.26694405310308
922 => 0.26711424675441
923 => 0.27365883935845
924 => 0.28093777233227
925 => 0.28775545360205
926 => 0.2946906918159
927 => 0.28632999146215
928 => 0.28208494343883
929 => 0.28646474941738
930 => 0.28414076271493
1001 => 0.29749507964645
1002 => 0.29841970357634
1003 => 0.31177305483874
1004 => 0.32444697527425
1005 => 0.31648671292558
1006 => 0.32399288178229
1007 => 0.33211141538775
1008 => 0.34777338389728
1009 => 0.34249898389797
1010 => 0.33845887615888
1011 => 0.33464099386709
1012 => 0.34258540084455
1013 => 0.35280575350604
1014 => 0.35500711958001
1015 => 0.35857417360639
1016 => 0.35482385245626
1017 => 0.35934070119727
1018 => 0.37528716205694
1019 => 0.37097828756935
1020 => 0.36485899311084
1021 => 0.37744719244517
1022 => 0.38200281284888
1023 => 0.41397654263902
1024 => 0.45434469726798
1025 => 0.43763201618
1026 => 0.42725791571384
1027 => 0.42969607540034
1028 => 0.44443715892256
1029 => 0.44917152709129
1030 => 0.4363018823741
1031 => 0.44084765845773
1101 => 0.46589533160935
1102 => 0.47933260462963
1103 => 0.46108298300156
1104 => 0.41073300072018
1105 => 0.3643080175975
1106 => 0.37662201366587
1107 => 0.37522598865951
1108 => 0.40213658870007
1109 => 0.37087552233786
1110 => 0.37140187852193
1111 => 0.39886896127251
1112 => 0.39154121449966
1113 => 0.37967120319455
1114 => 0.36439468181617
1115 => 0.33615461914103
1116 => 0.31114160809726
1117 => 0.36019788290652
1118 => 0.3580824871337
1119 => 0.35501908057056
1120 => 0.36183636038161
1121 => 0.39493913602543
1122 => 0.39417600990361
1123 => 0.38932139086697
1124 => 0.39300357661961
1125 => 0.37902569822901
1126 => 0.38262811576064
1127 => 0.36430066364298
1128 => 0.37258543742218
1129 => 0.37964573548139
1130 => 0.38106319484627
1201 => 0.38425680317263
1202 => 0.35696776968575
1203 => 0.36921974455743
1204 => 0.37641663193974
1205 => 0.34390083292144
1206 => 0.37577389913941
1207 => 0.35649272832536
1208 => 0.3499484093576
1209 => 0.35875947269922
1210 => 0.35532579274595
1211 => 0.35237371635458
1212 => 0.35072640700509
1213 => 0.3571962794816
1214 => 0.3568944521974
1215 => 0.34630848507769
1216 => 0.33249952250925
1217 => 0.33713426361097
1218 => 0.33545041871778
1219 => 0.32934794760458
1220 => 0.33346027631971
1221 => 0.31535166186022
1222 => 0.28419673188654
1223 => 0.30477863292846
1224 => 0.30398625212715
1225 => 0.30358669779552
1226 => 0.31905342758656
1227 => 0.31756665839532
1228 => 0.31486815775473
1229 => 0.32929838752412
1230 => 0.32403115954432
1231 => 0.34026351506309
]
'min_raw' => 0.14571386673379
'max_raw' => 0.47933260462963
'avg_raw' => 0.31252323568171
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.145713'
'max' => '$0.479332'
'avg' => '$0.312523'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.079381157784933
'max_diff' => 0.31686307750445
'year' => 2029
]
4 => [
'items' => [
101 => 0.35095519425069
102 => 0.34824343856912
103 => 0.35829901452243
104 => 0.33724103868509
105 => 0.3442356535589
106 => 0.34567723399028
107 => 0.32912032072872
108 => 0.31780991222219
109 => 0.31705563692291
110 => 0.2974449472429
111 => 0.307920819378
112 => 0.31713915333585
113 => 0.31272428674165
114 => 0.31132667186832
115 => 0.3184667831505
116 => 0.31902163094805
117 => 0.30637104236392
118 => 0.3090015003226
119 => 0.31997094728754
120 => 0.30872509840379
121 => 0.28687625102165
122 => 0.28145743478693
123 => 0.28073446481262
124 => 0.26603820541232
125 => 0.28181954599881
126 => 0.27493056791917
127 => 0.29669276713011
128 => 0.28426231565384
129 => 0.28372646373512
130 => 0.2829164449676
131 => 0.27026676740694
201 => 0.27303624286378
202 => 0.28224240108533
203 => 0.28552726205357
204 => 0.28518462414251
205 => 0.28219728588764
206 => 0.28356487404307
207 => 0.27915939609512
208 => 0.27760373013961
209 => 0.27269362046437
210 => 0.26547711569418
211 => 0.26648061494387
212 => 0.25218283069295
213 => 0.2443926389922
214 => 0.24223641660251
215 => 0.23935302590828
216 => 0.24256210325384
217 => 0.25214232686659
218 => 0.24058654463179
219 => 0.2207749665341
220 => 0.22196567613506
221 => 0.22464084708355
222 => 0.21965568371905
223 => 0.2149376449676
224 => 0.21903959687541
225 => 0.21064517006399
226 => 0.22565527345886
227 => 0.22524929222736
228 => 0.2308441305544
301 => 0.23434269777794
302 => 0.22627963300227
303 => 0.22425179401604
304 => 0.22540694326274
305 => 0.20631489934149
306 => 0.22928390324954
307 => 0.22948254014914
308 => 0.22778169041876
309 => 0.24001197591136
310 => 0.26582169302245
311 => 0.25611103925179
312 => 0.25235078060573
313 => 0.24520252617083
314 => 0.25472715078398
315 => 0.25399580822098
316 => 0.25068839979767
317 => 0.2486880688635
318 => 0.25237373994319
319 => 0.24823137342921
320 => 0.24748729057868
321 => 0.24297895807459
322 => 0.24136968848669
323 => 0.24017824935068
324 => 0.23886659193032
325 => 0.24175978135497
326 => 0.23520343348795
327 => 0.22729712068703
328 => 0.22663979632512
329 => 0.22845472668089
330 => 0.22765175510414
331 => 0.22663595200614
401 => 0.22469650725454
402 => 0.22412111542642
403 => 0.22599085972738
404 => 0.22388002742446
405 => 0.2269946754704
406 => 0.22614766354324
407 => 0.22141632377142
408 => 0.21551932264939
409 => 0.21546682697002
410 => 0.2141963277513
411 => 0.21257815597542
412 => 0.21212801760613
413 => 0.218694141927
414 => 0.23228582276366
415 => 0.22961745059406
416 => 0.23154562295237
417 => 0.24103032257293
418 => 0.24404522336744
419 => 0.24190531819534
420 => 0.23897608401216
421 => 0.23910495545011
422 => 0.24911503539351
423 => 0.24973935180097
424 => 0.2513167979505
425 => 0.25334426203888
426 => 0.24225060409659
427 => 0.23858244515866
428 => 0.23684426795216
429 => 0.23149135491537
430 => 0.23726401270147
501 => 0.23390053221936
502 => 0.23435438064925
503 => 0.2340588112639
504 => 0.23422021213461
505 => 0.22565107782906
506 => 0.22877321998956
507 => 0.22358205309829
508 => 0.21663166336671
509 => 0.21660836322321
510 => 0.21830946126341
511 => 0.21729758158513
512 => 0.21457463938868
513 => 0.21496142047576
514 => 0.21157281116275
515 => 0.21537285899911
516 => 0.21548183077383
517 => 0.21401860536683
518 => 0.2198731033643
519 => 0.22227169597067
520 => 0.22130856966246
521 => 0.22220412046139
522 => 0.22972833350469
523 => 0.23095510853518
524 => 0.23149996096751
525 => 0.2307699308873
526 => 0.22234164926343
527 => 0.22271547939327
528 => 0.2199725619407
529 => 0.21765508573479
530 => 0.21774777262947
531 => 0.21893925665012
601 => 0.22414253724793
602 => 0.23509253451587
603 => 0.23550807890784
604 => 0.2360117308332
605 => 0.23396312533759
606 => 0.2333452463176
607 => 0.23416038823308
608 => 0.23827263148341
609 => 0.24885043758642
610 => 0.2451115344417
611 => 0.24207174798555
612 => 0.24473846022814
613 => 0.24432794078078
614 => 0.24086274351284
615 => 0.24076548696673
616 => 0.23411466551899
617 => 0.23165600826164
618 => 0.22960137023008
619 => 0.22735775913732
620 => 0.226027671275
621 => 0.22807129074564
622 => 0.22853869069797
623 => 0.22407028100905
624 => 0.2234612532798
625 => 0.22711025308909
626 => 0.22550446432144
627 => 0.22715605789061
628 => 0.22753924176577
629 => 0.22747754033639
630 => 0.22580091243931
701 => 0.22686954506315
702 => 0.22434191033305
703 => 0.22159348720253
704 => 0.21984016447807
705 => 0.21831015785646
706 => 0.21915909445464
707 => 0.21613279049185
708 => 0.21516461494669
709 => 0.22650751637518
710 => 0.23488663961715
711 => 0.23476480384672
712 => 0.23402315992781
713 => 0.23292122750129
714 => 0.2381920182629
715 => 0.23635578015434
716 => 0.23769179680114
717 => 0.2380318691102
718 => 0.23906116556648
719 => 0.23942905057858
720 => 0.23831704655944
721 => 0.23458502525137
722 => 0.2252851829816
723 => 0.22095608130058
724 => 0.21952740563895
725 => 0.21957933528581
726 => 0.21814688380129
727 => 0.21856880496145
728 => 0.21800015684027
729 => 0.21692327486951
730 => 0.21909260002752
731 => 0.21934259454331
801 => 0.21883624812993
802 => 0.21895551104029
803 => 0.21476317900084
804 => 0.21508191290054
805 => 0.2133071620443
806 => 0.2129744176537
807 => 0.20848800203438
808 => 0.20053966644841
809 => 0.20494381592664
810 => 0.19962422267407
811 => 0.19760961210433
812 => 0.20714646520526
813 => 0.20618922966505
814 => 0.20455085852051
815 => 0.20212736613127
816 => 0.20122846922988
817 => 0.19576705621323
818 => 0.1954443667967
819 => 0.19815119055831
820 => 0.19690208452844
821 => 0.19514786658907
822 => 0.18879426703486
823 => 0.18165071753142
824 => 0.18186633638818
825 => 0.18413856657476
826 => 0.19074538229424
827 => 0.18816398509356
828 => 0.18629115180636
829 => 0.18594042642883
830 => 0.19033048882195
831 => 0.19654334685473
901 => 0.19945828083884
902 => 0.19656966978845
903 => 0.19325138894761
904 => 0.19345335732696
905 => 0.19479696247134
906 => 0.19493815637446
907 => 0.19277829667186
908 => 0.19338628452669
909 => 0.19246269537963
910 => 0.18679463048891
911 => 0.18669211316867
912 => 0.18530107863459
913 => 0.18525895866173
914 => 0.18289246190945
915 => 0.18256137265498
916 => 0.17786254971723
917 => 0.1809553292042
918 => 0.17888085510255
919 => 0.17575413331239
920 => 0.17521508529724
921 => 0.17519888086298
922 => 0.17840932501928
923 => 0.18091781329503
924 => 0.17891694146771
925 => 0.1784613817379
926 => 0.18332556781082
927 => 0.182706555795
928 => 0.1821704953815
929 => 0.19598705356112
930 => 0.18505016964247
1001 => 0.18028106399843
1002 => 0.17437839013533
1003 => 0.17630033050902
1004 => 0.17670531158494
1005 => 0.16251044498113
1006 => 0.15675158936782
1007 => 0.15477536713922
1008 => 0.15363802330699
1009 => 0.1541563251732
1010 => 0.14897267967483
1011 => 0.15245617517932
1012 => 0.14796757634038
1013 => 0.14721504813787
1014 => 0.15524121889259
1015 => 0.1563580136649
1016 => 0.15159342020529
1017 => 0.15465306052397
1018 => 0.15354359241224
1019 => 0.14804452048441
1020 => 0.14783449638521
1021 => 0.14507525539355
1022 => 0.14075757753595
1023 => 0.13878428289626
1024 => 0.13775657391498
1025 => 0.1381806266703
1026 => 0.13796621262098
1027 => 0.13656701591391
1028 => 0.13804641293839
1029 => 0.13426716486991
1030 => 0.13276223783757
1031 => 0.1320824972111
1101 => 0.12872819702492
1102 => 0.1340663802852
1103 => 0.13511806963613
1104 => 0.13617183113997
1105 => 0.14534410559736
1106 => 0.14488588468605
1107 => 0.14902797856168
1108 => 0.1488670244105
1109 => 0.1476856321397
1110 => 0.14270153247878
1111 => 0.14468810577058
1112 => 0.13857374196043
1113 => 0.14315503906332
1114 => 0.14106432638511
1115 => 0.14244816700375
1116 => 0.13995989679555
1117 => 0.14133700826693
1118 => 0.13536746419634
1119 => 0.12979318793698
1120 => 0.13203643942702
1121 => 0.13447511034361
1122 => 0.13976277025258
1123 => 0.13661348363304
1124 => 0.13774608618914
1125 => 0.1339520572216
1126 => 0.12612389175076
1127 => 0.12616819831719
1128 => 0.12496400560536
1129 => 0.12392340728732
1130 => 0.13697521708534
1201 => 0.13535201821838
1202 => 0.13276566326289
1203 => 0.13622760214847
1204 => 0.13714299373818
1205 => 0.13716905364985
1206 => 0.1396947948952
1207 => 0.1410427834506
1208 => 0.14128037227601
1209 => 0.14525468069781
1210 => 0.14658681645841
1211 => 0.15207369512538
1212 => 0.14092841603955
1213 => 0.14069888635113
1214 => 0.13627631872814
1215 => 0.13347145642362
1216 => 0.1364683700498
1217 => 0.13912322640309
1218 => 0.13635881251542
1219 => 0.13671978660919
1220 => 0.13300878682591
1221 => 0.13433529462966
1222 => 0.13547786185015
1223 => 0.134847003388
1224 => 0.13390257773625
1225 => 0.1389055584577
1226 => 0.13862327067856
1227 => 0.1432821613444
1228 => 0.14691409977889
1229 => 0.15342318274016
1230 => 0.14663061534391
1231 => 0.14638306718998
]
'min_raw' => 0.12392340728732
'max_raw' => 0.35829901452243
'avg_raw' => 0.24111121090487
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.123923'
'max' => '$0.358299'
'avg' => '$0.241111'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.021790459446468
'max_diff' => -0.1210335901072
'year' => 2030
]
5 => [
'items' => [
101 => 0.14880289010261
102 => 0.14658644599613
103 => 0.14798716216238
104 => 0.15319750571079
105 => 0.15330759205961
106 => 0.15146350387853
107 => 0.15135129094512
108 => 0.15170546825241
109 => 0.15377989580374
110 => 0.15305502707659
111 => 0.15389386351908
112 => 0.15494284133515
113 => 0.15928185833975
114 => 0.16032798064989
115 => 0.15778644578849
116 => 0.15801591793011
117 => 0.15706531412525
118 => 0.15614704276079
119 => 0.15821118268534
120 => 0.16198343896822
121 => 0.16195997195766
122 => 0.16283506209311
123 => 0.16338023599785
124 => 0.161039950507
125 => 0.15951651070714
126 => 0.1601006944654
127 => 0.16103481701672
128 => 0.1597977711118
129 => 0.15216215073117
130 => 0.15447831018933
131 => 0.15409278800108
201 => 0.15354375752392
202 => 0.15587267376943
203 => 0.15564804411612
204 => 0.14891951389793
205 => 0.14935025257184
206 => 0.14894570854334
207 => 0.15025287306133
208 => 0.14651585482241
209 => 0.1476653364635
210 => 0.14838628057307
211 => 0.14881092219216
212 => 0.1503450188998
213 => 0.15016501035763
214 => 0.15033382931607
215 => 0.15260848974699
216 => 0.16411294163735
217 => 0.1647391035706
218 => 0.16165565320331
219 => 0.16288743080667
220 => 0.16052268716837
221 => 0.16211015541517
222 => 0.16319626087231
223 => 0.15828835915756
224 => 0.15799774507003
225 => 0.15562324129354
226 => 0.15689916512426
227 => 0.15486907856742
228 => 0.15536719079905
301 => 0.15397442557475
302 => 0.1564811256817
303 => 0.15928400590308
304 => 0.15999212413609
305 => 0.1581293699291
306 => 0.15678061312175
307 => 0.15441264047616
308 => 0.15835063175949
309 => 0.15950222041885
310 => 0.15834458295451
311 => 0.15807633305914
312 => 0.15756799999214
313 => 0.15818417832235
314 => 0.15949594861969
315 => 0.15887734197206
316 => 0.15928594256127
317 => 0.15772877846231
318 => 0.16104072523888
319 => 0.16630089378346
320 => 0.16631780608546
321 => 0.16569919610331
322 => 0.16544607422675
323 => 0.16608080560883
324 => 0.16642512134556
325 => 0.16847772624538
326 => 0.17068025308227
327 => 0.18095848479229
328 => 0.17807239845712
329 => 0.18719185708499
330 => 0.19440416484613
331 => 0.19656682058771
401 => 0.19457727906628
402 => 0.18777116499438
403 => 0.18743722456773
404 => 0.19760843245838
405 => 0.19473460035844
406 => 0.19439276717461
407 => 0.19075623963494
408 => 0.19290587780358
409 => 0.19243572040281
410 => 0.1916935539448
411 => 0.19579491382549
412 => 0.20347229339121
413 => 0.20227570178788
414 => 0.20138250166428
415 => 0.19746875872933
416 => 0.1998257061423
417 => 0.1989864423129
418 => 0.20259245233401
419 => 0.20045633188041
420 => 0.19471282825379
421 => 0.19562750013717
422 => 0.19548924932206
423 => 0.19833444130041
424 => 0.19748038529052
425 => 0.19532248117902
426 => 0.20344605294249
427 => 0.20291855337785
428 => 0.20366642715732
429 => 0.20399566432381
430 => 0.20894033930284
501 => 0.2109660144298
502 => 0.21142587814805
503 => 0.21335011284733
504 => 0.2113780014358
505 => 0.21926785317352
506 => 0.22451414419349
507 => 0.23060798118486
508 => 0.23951271489822
509 => 0.24286097714783
510 => 0.24225614354157
511 => 0.24900761101472
512 => 0.26113984798727
513 => 0.24470841550766
514 => 0.26201075380733
515 => 0.25653303326675
516 => 0.24354545640504
517 => 0.24270920956862
518 => 0.25150454740824
519 => 0.27101176021663
520 => 0.2661254246571
521 => 0.27101975251112
522 => 0.26531025909188
523 => 0.26502673462022
524 => 0.27074245515957
525 => 0.28409754774748
526 => 0.27775304386713
527 => 0.26865664181846
528 => 0.2753732835355
529 => 0.26955470688436
530 => 0.25644382517226
531 => 0.26612168816839
601 => 0.25965037679255
602 => 0.26153904948585
603 => 0.27514078346295
604 => 0.2735041868451
605 => 0.27562209441336
606 => 0.27188404299067
607 => 0.26839211352527
608 => 0.26187416786402
609 => 0.25994452548456
610 => 0.26047780921698
611 => 0.25994426121563
612 => 0.25629753052117
613 => 0.25551001937491
614 => 0.25419746629615
615 => 0.25460428137924
616 => 0.25213629759023
617 => 0.25679389291156
618 => 0.25765838364579
619 => 0.26104779310943
620 => 0.26139969284388
621 => 0.2708391499549
622 => 0.26564005560178
623 => 0.26912805696207
624 => 0.26881605729006
625 => 0.24382693657741
626 => 0.24727021693073
627 => 0.25262688059961
628 => 0.25021371087757
629 => 0.24680205348535
630 => 0.24404695721964
701 => 0.23987270465403
702 => 0.2457478849807
703 => 0.25347312235451
704 => 0.26159561761226
705 => 0.27135426345748
706 => 0.26917624730799
707 => 0.26141318651616
708 => 0.26176143175236
709 => 0.26391414677311
710 => 0.26112618522645
711 => 0.26030396093887
712 => 0.26380118578211
713 => 0.26382526924756
714 => 0.26061738255173
715 => 0.25705240352637
716 => 0.25703746613409
717 => 0.25640311255014
718 => 0.26542310918524
719 => 0.27038319531002
720 => 0.27095186119065
721 => 0.27034491956536
722 => 0.27057850730828
723 => 0.26769234248031
724 => 0.27428925941146
725 => 0.28034324275495
726 => 0.2787206458944
727 => 0.27628814253471
728 => 0.27435053644348
729 => 0.27826420747732
730 => 0.27808993786687
731 => 0.28029036649182
801 => 0.2801905423391
802 => 0.27945062095484
803 => 0.27872067231933
804 => 0.28161483614948
805 => 0.28078136344524
806 => 0.27994659612769
807 => 0.27827234247585
808 => 0.27849990135354
809 => 0.27606781799985
810 => 0.27494262495587
811 => 0.25802242129003
812 => 0.25350078998691
813 => 0.25492338724116
814 => 0.25539174319498
815 => 0.25342392345724
816 => 0.25624527146975
817 => 0.25580556737055
818 => 0.25751619880225
819 => 0.25644747055071
820 => 0.25649133153094
821 => 0.25963423344185
822 => 0.26054663123744
823 => 0.26008257835465
824 => 0.26040758508696
825 => 0.2678972280562
826 => 0.26683244033127
827 => 0.26626679307441
828 => 0.26642348123027
829 => 0.26833724558866
830 => 0.26887299512136
831 => 0.26660298670489
901 => 0.26767353579686
902 => 0.27223179795755
903 => 0.27382693173849
904 => 0.27891783305962
905 => 0.27675512769485
906 => 0.28072486699159
907 => 0.29292649220589
908 => 0.30267399471532
909 => 0.29370978857507
910 => 0.31160983559667
911 => 0.32554758981224
912 => 0.3250126355909
913 => 0.32258226575735
914 => 0.3067145031373
915 => 0.29211275139932
916 => 0.30432773675127
917 => 0.30435887526097
918 => 0.3033095971863
919 => 0.29679262118099
920 => 0.30308282054768
921 => 0.30358211373076
922 => 0.30330264232101
923 => 0.29830609209759
924 => 0.29067728342328
925 => 0.29216793437745
926 => 0.29460965104884
927 => 0.28998697199444
928 => 0.28850974593855
929 => 0.2912561902302
930 => 0.30010580598227
1001 => 0.29843283738667
1002 => 0.29838914941564
1003 => 0.30554681851669
1004 => 0.30042347216201
1005 => 0.29218673625971
1006 => 0.29010685181518
1007 => 0.28272466321514
1008 => 0.28782356717564
1009 => 0.28800706765177
1010 => 0.28521445006214
1011 => 0.29241334178611
1012 => 0.29234700273154
1013 => 0.29918127900982
1014 => 0.31224584841694
1015 => 0.30838201237484
1016 => 0.30388879144204
1017 => 0.30437732914094
1018 => 0.30973538188406
1019 => 0.30649578088312
1020 => 0.30766076399036
1021 => 0.3097336185426
1022 => 0.31098422316005
1023 => 0.3041973863822
1024 => 0.30261505007735
1025 => 0.29937814532221
1026 => 0.29853369729128
1027 => 0.30117008867411
1028 => 0.30047549268982
1029 => 0.2879916451473
1030 => 0.28668701361964
1031 => 0.28672702480601
1101 => 0.28344646679784
1102 => 0.27844282841126
1103 => 0.29159209133948
1104 => 0.29053602150252
1105 => 0.28937020213584
1106 => 0.28951300835619
1107 => 0.29522065772346
1108 => 0.29190993284724
1109 => 0.3007120375478
1110 => 0.29890258943685
1111 => 0.29704673580953
1112 => 0.29679020030755
1113 => 0.29607585499502
1114 => 0.29362609912218
1115 => 0.29066787169822
1116 => 0.28871459371565
1117 => 0.266323951307
1118 => 0.27047952429767
1119 => 0.27526013223104
1120 => 0.27691037893256
1121 => 0.27408751775602
1122 => 0.29373756288697
1123 => 0.29732781548494
1124 => 0.28645270617931
1125 => 0.28441841725601
1126 => 0.29387093053011
1127 => 0.28816990950307
1128 => 0.29073707892247
1129 => 0.28518826280433
1130 => 0.29646302876896
1201 => 0.29637713394271
1202 => 0.29199099533033
1203 => 0.29569812965053
1204 => 0.2950539238343
1205 => 0.29010198414351
1206 => 0.29662001408977
1207 => 0.2966232469513
1208 => 0.29240168389977
1209 => 0.28747182247456
1210 => 0.28659047968986
1211 => 0.28592650629333
1212 => 0.29057378216923
1213 => 0.29474051518791
1214 => 0.30249377231496
1215 => 0.30444312536955
1216 => 0.31205158011737
1217 => 0.30752111576398
1218 => 0.3095294119325
1219 => 0.31170970151427
1220 => 0.31275501251727
1221 => 0.31105173433237
1222 => 0.32287079632066
1223 => 0.32386868727917
1224 => 0.32420327148584
1225 => 0.32021795028259
1226 => 0.32375784828712
1227 => 0.3221016472399
1228 => 0.32641062225886
1229 => 0.32708632456159
1230 => 0.32651402874998
1231 => 0.3267285073261
]
'min_raw' => 0.14651585482241
'max_raw' => 0.32708632456159
'avg_raw' => 0.236801089692
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.146515'
'max' => '$0.327086'
'avg' => '$0.236801'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.022592447535091
'max_diff' => -0.031212689960842
'year' => 2031
]
6 => [
'items' => [
101 => 0.31664302294451
102 => 0.31612003737415
103 => 0.30898909201301
104 => 0.31189500495696
105 => 0.30646253999227
106 => 0.30818523059317
107 => 0.30894457619564
108 => 0.30854793714539
109 => 0.31205930091482
110 => 0.30907392438658
111 => 0.30119502488722
112 => 0.29331397878697
113 => 0.29321503867294
114 => 0.29114009834676
115 => 0.28964029653521
116 => 0.28992921157244
117 => 0.29094738584743
118 => 0.2895811183954
119 => 0.28987268082781
120 => 0.29471455987609
121 => 0.29568556418852
122 => 0.29238571213901
123 => 0.27913632999381
124 => 0.27588489838183
125 => 0.27822196294583
126 => 0.27710499661047
127 => 0.2236453594229
128 => 0.23620490820211
129 => 0.22874245079948
130 => 0.23218149450177
131 => 0.22456425788766
201 => 0.22819960245349
202 => 0.22752828705371
203 => 0.24772366982662
204 => 0.24740834670246
205 => 0.24755927519546
206 => 0.24035506498218
207 => 0.25183156746756
208 => 0.25748530527354
209 => 0.25643894887501
210 => 0.25670229423766
211 => 0.25217714840248
212 => 0.24760308849863
213 => 0.24252975212249
214 => 0.25195538402603
215 => 0.25090741465926
216 => 0.25331107933915
217 => 0.25942427538669
218 => 0.26032446672646
219 => 0.26153433301595
220 => 0.26110068207532
221 => 0.27143200681551
222 => 0.2701808152212
223 => 0.27319582697111
224 => 0.26699371905206
225 => 0.25997544523216
226 => 0.26130938964067
227 => 0.26118092006723
228 => 0.25954535494679
229 => 0.25806883988712
301 => 0.25561085831831
302 => 0.26338827571486
303 => 0.26307252677179
304 => 0.26818413514206
305 => 0.2672806087111
306 => 0.26124663807473
307 => 0.26146214251645
308 => 0.26291151345492
309 => 0.26792780282161
310 => 0.26941697904067
311 => 0.26872713328259
312 => 0.27035994702331
313 => 0.2716504564288
314 => 0.27052201513561
315 => 0.28649836417508
316 => 0.27986387018673
317 => 0.28309747639414
318 => 0.28386867242109
319 => 0.28189327001456
320 => 0.28232166406268
321 => 0.28297056431519
322 => 0.28691055958075
323 => 0.2972502472044
324 => 0.30182962446828
325 => 0.31560690690916
326 => 0.30144937093453
327 => 0.3006093213395
328 => 0.30309102594117
329 => 0.31117974920743
330 => 0.31773489967958
331 => 0.3199096212669
401 => 0.3201970466254
402 => 0.32427696889596
403 => 0.32661550425541
404 => 0.32378155901971
405 => 0.32138008715889
406 => 0.3127783130351
407 => 0.31377399181178
408 => 0.32063323121599
409 => 0.33032231088161
410 => 0.33863654921164
411 => 0.33572519272893
412 => 0.35793678759468
413 => 0.36013897649939
414 => 0.35983470519805
415 => 0.36485161925263
416 => 0.35489406653107
417 => 0.35063701982411
418 => 0.32189931263306
419 => 0.3299734361579
420 => 0.34170964887791
421 => 0.34015631711587
422 => 0.33163316572874
423 => 0.33863008363703
424 => 0.3363166837627
425 => 0.33449200929876
426 => 0.34285119674859
427 => 0.33365992677101
428 => 0.34161795892892
429 => 0.3314117003711
430 => 0.33573849156011
501 => 0.33328239561788
502 => 0.3348717907003
503 => 0.32558021952517
504 => 0.33059372579113
505 => 0.32537164118163
506 => 0.32536916523359
507 => 0.3252538874264
508 => 0.33139764681121
509 => 0.33159799458418
510 => 0.3270577471161
511 => 0.32640342652395
512 => 0.32882279269642
513 => 0.32599034854147
514 => 0.32731563133438
515 => 0.32603049000718
516 => 0.32574117762521
517 => 0.32343588734322
518 => 0.32244270490446
519 => 0.32283215732986
520 => 0.3215027554255
521 => 0.32070174269155
522 => 0.32509454583242
523 => 0.32274764831943
524 => 0.3247348501293
525 => 0.32247018286209
526 => 0.31461985944535
527 => 0.31010505543272
528 => 0.29527652222386
529 => 0.29948187584715
530 => 0.30227002965015
531 => 0.30134854483489
601 => 0.30332825078535
602 => 0.3034497886522
603 => 0.302806166067
604 => 0.30206093356649
605 => 0.30169819559918
606 => 0.30440174722184
607 => 0.30597124993616
608 => 0.30254985818497
609 => 0.30174827396802
610 => 0.30520748992869
611 => 0.30731760966638
612 => 0.32289754823558
613 => 0.32174333606383
614 => 0.32464018211221
615 => 0.32431404170289
616 => 0.32735039786536
617 => 0.33231355693114
618 => 0.32222206682931
619 => 0.32397360057352
620 => 0.32354416494826
621 => 0.32823263050076
622 => 0.32824726737845
623 => 0.3254362980735
624 => 0.32696017013648
625 => 0.32610958655617
626 => 0.32764670604906
627 => 0.32172792085659
628 => 0.32893636232764
629 => 0.33302308414001
630 => 0.33307982827634
701 => 0.33501690198118
702 => 0.33698508105304
703 => 0.3407628293892
704 => 0.33687972170232
705 => 0.32989438898654
706 => 0.33039870744613
707 => 0.3263032094307
708 => 0.32637205549225
709 => 0.32600454982013
710 => 0.32710746200671
711 => 0.32196994805941
712 => 0.32317571231413
713 => 0.32148763529658
714 => 0.32396993102375
715 => 0.3212993911595
716 => 0.3235439578614
717 => 0.32451263844137
718 => 0.32808709063568
719 => 0.3207714416641
720 => 0.30585433818515
721 => 0.30899009418883
722 => 0.30435206475108
723 => 0.30478133203376
724 => 0.30564852026217
725 => 0.30283767948757
726 => 0.30337389932759
727 => 0.30335474178158
728 => 0.30318965239984
729 => 0.30245844415455
730 => 0.30139804753372
731 => 0.30562234129821
801 => 0.30634013112456
802 => 0.3079356889932
803 => 0.31268298693302
804 => 0.31220861991984
805 => 0.31298233219964
806 => 0.31129332263705
807 => 0.30485968034318
808 => 0.30520905807292
809 => 0.30085231218462
810 => 0.30782427720554
811 => 0.30617322386314
812 => 0.30510877903256
813 => 0.30481833539852
814 => 0.30957740097171
815 => 0.31100138798042
816 => 0.3101140548368
817 => 0.30829410867161
818 => 0.31178894332757
819 => 0.31272401364626
820 => 0.31293334140655
821 => 0.31912551834884
822 => 0.31327941531112
823 => 0.31468663041757
824 => 0.32566532097078
825 => 0.31570916359475
826 => 0.32098316220564
827 => 0.3207250274182
828 => 0.32342302664515
829 => 0.32050371273289
830 => 0.3205399011276
831 => 0.32293554166283
901 => 0.31957129658715
902 => 0.31873826219492
903 => 0.31758743114837
904 => 0.32010022863621
905 => 0.32160653708611
906 => 0.33374627693068
907 => 0.34158910250966
908 => 0.3412486247673
909 => 0.34435995398488
910 => 0.34295827167585
911 => 0.33843186975488
912 => 0.34615788589807
913 => 0.34371305112012
914 => 0.34391460032874
915 => 0.34390709865713
916 => 0.3455327000533
917 => 0.34438081247993
918 => 0.34211032383399
919 => 0.34361758015643
920 => 0.3480935925801
921 => 0.36198727248399
922 => 0.36976235982499
923 => 0.36151920246338
924 => 0.36720522203114
925 => 0.36379563642641
926 => 0.36317601329565
927 => 0.36674725377775
928 => 0.37032474524356
929 => 0.37009687450311
930 => 0.36749979940515
1001 => 0.36603277758065
1002 => 0.3771415583241
1003 => 0.38532631874273
1004 => 0.38476817295351
1005 => 0.3872316469484
1006 => 0.39446448278976
1007 => 0.39512576265425
1008 => 0.39504245659067
1009 => 0.39340340544912
1010 => 0.40052507163737
1011 => 0.4064660908654
1012 => 0.3930240124666
1013 => 0.39814257995113
1014 => 0.40044046980489
1015 => 0.40381445386339
1016 => 0.40950693051548
1017 => 0.41569047001451
1018 => 0.41656489029873
1019 => 0.41594444726221
1020 => 0.41186623674014
1021 => 0.41863233944494
1022 => 0.42259576372478
1023 => 0.42495589218208
1024 => 0.43094078526184
1025 => 0.40045466079033
1026 => 0.37887506663069
1027 => 0.37550510138954
1028 => 0.38235805822475
1029 => 0.38416512829089
1030 => 0.3834367006131
1031 => 0.35914690545556
1101 => 0.37537722064493
1102 => 0.39283967510503
1103 => 0.39351047909892
1104 => 0.40225254892435
1105 => 0.40509932520906
1106 => 0.41213783726781
1107 => 0.41169757642216
1108 => 0.41341134210128
1109 => 0.41301737704993
1110 => 0.4260547385052
1111 => 0.44043688425728
1112 => 0.4399388762823
1113 => 0.43787127266862
1114 => 0.44094201661375
1115 => 0.45578593231429
1116 => 0.45441934242549
1117 => 0.45574686809661
1118 => 0.47324868127398
1119 => 0.49600352800846
1120 => 0.48543161715103
1121 => 0.50836962172624
1122 => 0.52280787971496
1123 => 0.54777735396271
1124 => 0.54465105280964
1125 => 0.55437148589982
1126 => 0.5390543212669
1127 => 0.50388301516
1128 => 0.49831702133824
1129 => 0.50946028192283
1130 => 0.53685490072658
1201 => 0.50859752788753
1202 => 0.51431395761039
1203 => 0.51266762546564
1204 => 0.5125798994221
1205 => 0.51592804569613
1206 => 0.51107138489809
1207 => 0.49128447511025
1208 => 0.50035269926103
1209 => 0.49685102242452
1210 => 0.50073639394193
1211 => 0.52170414157224
1212 => 0.51243380053621
1213 => 0.50266824931609
1214 => 0.51491641769541
1215 => 0.53051254496958
1216 => 0.52953656735369
1217 => 0.52764276285189
1218 => 0.53831803967219
1219 => 0.5559504694167
1220 => 0.5607164443238
1221 => 0.56423458956415
1222 => 0.56471968235325
1223 => 0.5697164395644
1224 => 0.54284761669507
1225 => 0.58548912862902
1226 => 0.59285213979201
1227 => 0.59146819885891
1228 => 0.59965187588371
1229 => 0.59724403050317
1230 => 0.59375544032613
1231 => 0.60672830912845
]
'min_raw' => 0.2236453594229
'max_raw' => 0.60672830912845
'avg_raw' => 0.41518683427568
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.223645'
'max' => '$0.606728'
'avg' => '$0.415186'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.077129504600492
'max_diff' => 0.27964198456687
'year' => 2032
]
7 => [
'items' => [
101 => 0.59185596190312
102 => 0.5707465373932
103 => 0.55916548960999
104 => 0.5744163475474
105 => 0.58372951430818
106 => 0.58988492510841
107 => 0.59174754869735
108 => 0.54493336692869
109 => 0.51970311938892
110 => 0.53587541879654
111 => 0.5556067402263
112 => 0.54273800820827
113 => 0.54324243813964
114 => 0.52489500812521
115 => 0.55723008066767
116 => 0.552519132579
117 => 0.57695953959655
118 => 0.57112664031529
119 => 0.59105684346696
120 => 0.58580855304329
121 => 0.60759391316401
122 => 0.61628468313125
123 => 0.63087783851657
124 => 0.64161262302285
125 => 0.64791629380864
126 => 0.64753784505914
127 => 0.67251612918876
128 => 0.6577873077123
129 => 0.63928443662118
130 => 0.63894977805895
131 => 0.64853267718475
201 => 0.66861580481245
202 => 0.67382306760869
203 => 0.67673321712393
204 => 0.6722762218383
205 => 0.65628914174975
206 => 0.64938600162385
207 => 0.65526767701434
208 => 0.6480748934299
209 => 0.66049165583527
210 => 0.67754252269519
211 => 0.67402158611505
212 => 0.68579154921414
213 => 0.69797222278547
214 => 0.71539113306075
215 => 0.71994508122708
216 => 0.7274725843749
217 => 0.73522085776998
218 => 0.73770939436265
219 => 0.74246078286562
220 => 0.74243574070286
221 => 0.7567543697619
222 => 0.77254826102505
223 => 0.77851008934747
224 => 0.79221898483773
225 => 0.76874298172765
226 => 0.78654979975953
227 => 0.80261199535785
228 => 0.78346198359894
301 => 0.80985581342812
302 => 0.81088062603068
303 => 0.82635407961582
304 => 0.81066877005227
305 => 0.80135488330271
306 => 0.8282437253619
307 => 0.84125438904375
308 => 0.83733547125848
309 => 0.80751231341176
310 => 0.79015395636956
311 => 0.7447237878131
312 => 0.79853778490546
313 => 0.82474901311333
314 => 0.80744443266287
315 => 0.81617185649475
316 => 0.8637858510448
317 => 0.88191417739161
318 => 0.87814361223804
319 => 0.87878077568021
320 => 0.88856249152455
321 => 0.93194000646768
322 => 0.90594719403083
323 => 0.9258177252067
324 => 0.93635698329385
325 => 0.94614643356443
326 => 0.92210663768741
327 => 0.89083121646616
328 => 0.88092497771252
329 => 0.80572383317308
330 => 0.80180928701778
331 => 0.79961193363793
401 => 0.78575793139974
402 => 0.77487248057112
403 => 0.76621596592132
404 => 0.74349868642615
405 => 0.75116510138303
406 => 0.71495849933245
407 => 0.73812220024122
408 => 0.68033558912951
409 => 0.72846199600176
410 => 0.70226898078041
411 => 0.71985688604266
412 => 0.71979552349808
413 => 0.68741061365983
414 => 0.66873167352094
415 => 0.68063462117267
416 => 0.69339552591247
417 => 0.69546593977367
418 => 0.71201078586252
419 => 0.71662809677564
420 => 0.70263742914725
421 => 0.67913809005723
422 => 0.68459645056498
423 => 0.66862106001947
424 => 0.64062480257299
425 => 0.66073220343881
426 => 0.66759775415441
427 => 0.67062997247222
428 => 0.6430988686655
429 => 0.63444799812008
430 => 0.62984234722953
501 => 0.67558417027658
502 => 0.67809001059942
503 => 0.66526977721764
504 => 0.72321844776773
505 => 0.71010287890317
506 => 0.72475618271727
507 => 0.68410116156073
508 => 0.68565423811816
509 => 0.66640749957704
510 => 0.67718438709253
511 => 0.66956763035188
512 => 0.67631372108056
513 => 0.68035730004815
514 => 0.69960088038887
515 => 0.72868172677787
516 => 0.69672653120282
517 => 0.68280319488394
518 => 0.69144115442835
519 => 0.71444517899213
520 => 0.74929745376061
521 => 0.72866420563027
522 => 0.73782089077524
523 => 0.73982121912685
524 => 0.72460702583991
525 => 0.7498584227684
526 => 0.76339085152436
527 => 0.77727232328641
528 => 0.78932521626739
529 => 0.77172775820454
530 => 0.79055956082831
531 => 0.77538445217421
601 => 0.76177081093759
602 => 0.76179145721188
603 => 0.75325142120058
604 => 0.73670402531491
605 => 0.73365243163099
606 => 0.74952720734853
607 => 0.76225727412715
608 => 0.76330578339994
609 => 0.77035380246303
610 => 0.7745247475442
611 => 0.81540567946451
612 => 0.83184832846767
613 => 0.85195408842531
614 => 0.85978641502736
615 => 0.88335891005501
616 => 0.86432220585574
617 => 0.86020349515574
618 => 0.80302433272301
619 => 0.81238741736813
620 => 0.82737861928826
621 => 0.80327153212107
622 => 0.81856193024208
623 => 0.82158057872608
624 => 0.80245238252382
625 => 0.81266957859601
626 => 0.78553573501577
627 => 0.72927317041968
628 => 0.7499210590863
629 => 0.76512485514911
630 => 0.74342716355295
701 => 0.78231943592245
702 => 0.75959937330365
703 => 0.75239820420883
704 => 0.72430387616778
705 => 0.7375633175533
706 => 0.75549690188412
707 => 0.74441603177063
708 => 0.76741050105715
709 => 0.79997680196783
710 => 0.82318548735353
711 => 0.82496716203405
712 => 0.8100455321922
713 => 0.83395753924233
714 => 0.83413171210835
715 => 0.8071588704724
716 => 0.79063815515578
717 => 0.78688461387596
718 => 0.79626169591806
719 => 0.80764720462201
720 => 0.825598978528
721 => 0.83644685952567
722 => 0.86473237989606
723 => 0.87238563069887
724 => 0.88079423301049
725 => 0.89203071881574
726 => 0.90552300100076
727 => 0.87600265569598
728 => 0.87717555404775
729 => 0.84968661723694
730 => 0.82031074594229
731 => 0.84260337050088
801 => 0.87174801164766
802 => 0.86506219876662
803 => 0.86430990823874
804 => 0.86557505223865
805 => 0.86053416766458
806 => 0.83773443355997
807 => 0.82628454982652
808 => 0.84105782101954
809 => 0.84890915717598
810 => 0.86108589484614
811 => 0.85958485490855
812 => 0.89095082346074
813 => 0.90313869038247
814 => 0.90002051247566
815 => 0.90059433225366
816 => 0.92265988314704
817 => 0.94720131386714
818 => 0.97018760226352
819 => 0.99357024210438
820 => 0.96538155713626
821 => 0.95106908134584
822 => 0.96583590299081
823 => 0.95800041956792
824 => 1.0030254314712
825 => 1.006142865606
826 => 1.0511646216884
827 => 1.0938956293016
828 => 1.0670570490253
829 => 1.0923646213896
830 => 1.1197368242584
831 => 1.172542244572
901 => 1.1547592367274
902 => 1.1411377314138
903 => 1.128265474711
904 => 1.1550505974963
905 => 1.1895092300567
906 => 1.1969312894696
907 => 1.2089578611633
908 => 1.1963133915666
909 => 1.2115422624532
910 => 1.2653068685879
911 => 1.250779197417
912 => 1.2301475689146
913 => 1.2725895618503
914 => 1.2879491541047
915 => 1.3957508164267
916 => 1.5318548681728
917 => 1.4755068970425
918 => 1.4405298930243
919 => 1.4487503186342
920 => 1.498450910919
921 => 1.5144131637429
922 => 1.471022258049
923 => 1.4863486594908
924 => 1.5707986382942
925 => 1.6161033424426
926 => 1.5545734689756
927 => 1.3848149883904
928 => 1.2282899165035
929 => 1.2698074139838
930 => 1.2651006182075
1001 => 1.3558315850823
1002 => 1.2504327172642
1003 => 1.2522073638878
1004 => 1.3448145510718
1005 => 1.3201085412202
1006 => 1.2800879693673
1007 => 1.2285821109675
1008 => 1.133368768
1009 => 1.0490356549133
1010 => 1.2144323104324
1011 => 1.2073001058921
1012 => 1.1969716167843
1013 => 1.2199565516345
1014 => 1.3315648708797
1015 => 1.3289919378802
1016 => 1.3126242508595
1017 => 1.3250389972065
1018 => 1.2779116043083
1019 => 1.290057406529
1020 => 1.2282651221324
1021 => 1.2561978153534
1022 => 1.2800021031943
1023 => 1.2847811664069
1024 => 1.2955486398498
1025 => 1.2035417581893
1026 => 1.2448501468747
1027 => 1.2691149551548
1028 => 1.159485668584
1029 => 1.2669479366444
1030 => 1.2019401230764
1031 => 1.1798754947669
1101 => 1.2095826099919
1102 => 1.1980057182976
1103 => 1.1880525866367
1104 => 1.1824985681534
1105 => 1.2043121949201
1106 => 1.2032945631585
1107 => 1.1676032359258
1108 => 1.1210453545153
1109 => 1.136671707727
1110 => 1.1309945071073
1111 => 1.1104195996882
1112 => 1.1242846030649
1113 => 1.0632301451117
1114 => 0.95818912353765
1115 => 1.0275824398829
1116 => 1.0249108726891
1117 => 1.023563747364
1118 => 1.0757109067071
1119 => 1.0706981605759
1120 => 1.0615999772628
1121 => 1.1102525044168
1122 => 1.0924936775368
1123 => 1.1472221974752
1124 => 1.1832699403254
1125 => 1.1741270667163
1126 => 1.2080301431007
1127 => 1.1370317073442
1128 => 1.1606145397397
1129 => 1.165474928812
1130 => 1.1096521397839
1201 => 1.0715183078366
1202 => 1.0689752160033
1203 => 1.0028564065725
1204 => 1.038176540878
1205 => 1.0692567974204
1206 => 1.0543717664619
1207 => 1.0496596103381
1208 => 1.0737329940327
1209 => 1.0756037021203
1210 => 1.0329513594731
1211 => 1.0418201321335
1212 => 1.0788043884381
1213 => 1.0408882237664
1214 => 0.96722330937972
1215 => 0.94895339211469
1216 => 0.94651584837015
1217 => 0.89696638374199
1218 => 0.95017427534735
1219 => 0.92694760477877
1220 => 1.0003203788067
1221 => 0.95841024378801
1222 => 0.95660358163208
1223 => 0.95387254680368
1224 => 0.91122327573562
1225 => 0.92056075559695
1226 => 0.95159996079435
1227 => 0.96267509889046
1228 => 0.9615198712511
1229 => 0.95144785175551
1230 => 0.9560587707035
1231 => 0.94120539422134
]
'min_raw' => 0.51970311938892
'max_raw' => 1.6161033424426
'avg_raw' => 1.0679032309157
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.5197031'
'max' => '$1.61'
'avg' => '$1.06'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.29605775996602
'max_diff' => 1.0093750333141
'year' => 2033
]
8 => [
'items' => [
101 => 0.93596035783919
102 => 0.91940558025621
103 => 0.89507463058326
104 => 0.89845799836567
105 => 0.85025202052427
106 => 0.82398684531138
107 => 0.8167169909819
108 => 0.80699543794439
109 => 0.81781506626555
110 => 0.8501154590458
111 => 0.81115433244222
112 => 0.74435821368564
113 => 0.74837277423796
114 => 0.75739229986529
115 => 0.74058447352889
116 => 0.72467727647542
117 => 0.73850729372172
118 => 0.71020489764689
119 => 0.76081250921464
120 => 0.75944371514793
121 => 0.77830710318668
122 => 0.790102766843
123 => 0.76291758100664
124 => 0.75608058028535
125 => 0.75997524662055
126 => 0.69560508757612
127 => 0.77304668789673
128 => 0.77371640607214
129 => 0.76798187245662
130 => 0.80921713388618
131 => 0.89623639710313
201 => 0.86349624993916
202 => 0.85081827538109
203 => 0.82671743647864
204 => 0.85883037334993
205 => 0.85636460083807
206 => 0.84521344242298
207 => 0.8384691870198
208 => 0.85089568439032
209 => 0.83692940647763
210 => 0.83442067919686
211 => 0.8192205213976
212 => 0.81379475662638
213 => 0.80977773639569
214 => 0.80535539182595
215 => 0.81510998196718
216 => 0.79300479738394
217 => 0.76634811177451
218 => 0.76413189679542
219 => 0.7702510612043
220 => 0.76754378647158
221 => 0.76411893540556
222 => 0.75757996201785
223 => 0.75563998829677
224 => 0.76194396174882
225 => 0.75482714326594
226 => 0.76532839661059
227 => 0.7624726367617
228 => 0.7465205943894
301 => 0.726638443391
302 => 0.72646145054289
303 => 0.72217787372355
304 => 0.71672209460403
305 => 0.7152044216643
306 => 0.73734256824429
307 => 0.78316786912592
308 => 0.77417126605634
309 => 0.78067223378308
310 => 0.81265056075437
311 => 0.82281550927671
312 => 0.81560066958556
313 => 0.80572455202438
314 => 0.80615905107492
315 => 0.83990873448557
316 => 0.84201366084169
317 => 0.84733213066862
318 => 0.85416786739562
319 => 0.81676482510873
320 => 0.80439737114681
321 => 0.79853698533943
322 => 0.78048926530744
323 => 0.79995218406737
324 => 0.78861197479124
325 => 0.7901421564593
326 => 0.78914562364058
327 => 0.78968979794485
328 => 0.76079836335582
329 => 0.77132488363097
330 => 0.75382250202136
331 => 0.73038877778062
401 => 0.73031021972004
402 => 0.73604559052943
403 => 0.73263396754692
404 => 0.72345337782185
405 => 0.72475743726114
406 => 0.71333250437717
407 => 0.72614463096834
408 => 0.72651203691498
409 => 0.72157867029613
410 => 0.74131751904258
411 => 0.74940454147937
412 => 0.74615729388789
413 => 0.74917670593185
414 => 0.77454511553111
415 => 0.7786812731971
416 => 0.78051828121309
417 => 0.77805693382859
418 => 0.74964039388988
419 => 0.75090078827262
420 => 0.74165285057689
421 => 0.73383931774766
422 => 0.73415181808425
423 => 0.73816898964664
424 => 0.7557122134636
425 => 0.79263089375686
426 => 0.79403193068679
427 => 0.79573002831699
428 => 0.78882301185947
429 => 0.78673978960464
430 => 0.78948809748405
501 => 0.80335281271021
502 => 0.83901662450535
503 => 0.82641065151105
504 => 0.81616179924302
505 => 0.82515280575281
506 => 0.82376871077447
507 => 0.81208555625329
508 => 0.81175764901783
509 => 0.78933394016124
510 => 0.78104440556011
511 => 0.77411704998649
512 => 0.7665525585433
513 => 0.76206807445172
514 => 0.76895828017795
515 => 0.77053415175006
516 => 0.75546859650947
517 => 0.75341521699932
518 => 0.76571807462138
519 => 0.76030404567867
520 => 0.7658725087077
521 => 0.76716443989583
522 => 0.76695640921884
523 => 0.76130354120539
524 => 0.76490651070621
525 => 0.75638441373987
526 => 0.74711791326654
527 => 0.74120646328794
528 => 0.73604793914155
529 => 0.73891018815315
530 => 0.72870679305283
531 => 0.72544252160646
601 => 0.76368590570871
602 => 0.79193670473071
603 => 0.79152592692439
604 => 0.78902542267186
605 => 0.78531018056138
606 => 0.80308101960901
607 => 0.79689001462396
608 => 0.80139448802636
609 => 0.80254106555943
610 => 0.80601141042496
611 => 0.80725176042816
612 => 0.80350256124001
613 => 0.79091979083844
614 => 0.75956472333165
615 => 0.74496885476585
616 => 0.74015197502572
617 => 0.74032705945572
618 => 0.73549744926509
619 => 0.73691998591418
620 => 0.73500274907187
621 => 0.73137196632194
622 => 0.73868599754962
623 => 0.7395288715137
624 => 0.73782168922899
625 => 0.73822379245794
626 => 0.72408905228768
627 => 0.72516368588378
628 => 0.71917998946285
629 => 0.71805811851846
630 => 0.70293185502638
701 => 0.67613348666322
702 => 0.69098238411697
703 => 0.67304700406378
704 => 0.66625460387228
705 => 0.69840876994388
706 => 0.69518138348803
707 => 0.68965750078679
708 => 0.68148652699363
709 => 0.67845583333162
710 => 0.66004229804228
711 => 0.658954328145
712 => 0.66808057344167
713 => 0.66386912525218
714 => 0.65795465699399
715 => 0.63653305250284
716 => 0.61244807660529
717 => 0.61317505063487
718 => 0.62083603335098
719 => 0.64311137382233
720 => 0.63440801293287
721 => 0.62809362474801
722 => 0.62691112965079
723 => 0.64171253151358
724 => 0.66265961613899
725 => 0.67248751958063
726 => 0.66274836574783
727 => 0.65156055021799
728 => 0.65224150070995
729 => 0.65677155926173
730 => 0.65724760436395
731 => 0.64996548658004
801 => 0.65201536008096
802 => 0.6489014147887
803 => 0.629791138278
804 => 0.62944549397527
805 => 0.6247555239247
806 => 0.62461351349548
807 => 0.61663470447162
808 => 0.61551841393428
809 => 0.59967600433831
810 => 0.61010352630961
811 => 0.60310929204073
812 => 0.59256733122446
813 => 0.59074989320623
814 => 0.59069525882479
815 => 0.60151949544379
816 => 0.60997703880254
817 => 0.60323095974033
818 => 0.60169500830512
819 => 0.61809495125659
820 => 0.61600790902721
821 => 0.61420054391656
822 => 0.66078403446042
823 => 0.62390956673985
824 => 0.60783019409265
825 => 0.58792891705169
826 => 0.59440887320718
827 => 0.5957742951795
828 => 0.54791531137081
829 => 0.52849892760008
830 => 0.52183595638095
831 => 0.51800132224375
901 => 0.51974881317238
902 => 0.50227179046405
903 => 0.51401663876732
904 => 0.49888301439787
905 => 0.49634581302326
906 => 0.52340660809215
907 => 0.52717195963912
908 => 0.51110780013673
909 => 0.52142359108845
910 => 0.51768294188914
911 => 0.49914243695155
912 => 0.49843432603765
913 => 0.48913135239023
914 => 0.47457400004268
915 => 0.46792089939393
916 => 0.4644559068112
917 => 0.4658856302822
918 => 0.465162718345
919 => 0.46044522895833
920 => 0.46543311931455
921 => 0.45269112059299
922 => 0.4476171540328
923 => 0.4453253610527
924 => 0.43401610378523
925 => 0.45201416134731
926 => 0.45556000542059
927 => 0.45911283590206
928 => 0.49003779962291
929 => 0.48849287582846
930 => 0.50245823452191
1001 => 0.50191556636373
1002 => 0.49793241984054
1003 => 0.48112817985503
1004 => 0.48782605040648
1005 => 0.46721104592931
1006 => 0.48265720896765
1007 => 0.47560822520414
1008 => 0.48027394046657
1009 => 0.47188456373414
1010 => 0.47652759120674
1011 => 0.45640085659251
1012 => 0.43760679500053
1013 => 0.445170074018
1014 => 0.45339222327586
1015 => 0.47121993783157
1016 => 0.46060189811764
1017 => 0.4644205467113
1018 => 0.45162871315659
1019 => 0.42523550672661
1020 => 0.42538488940871
1021 => 0.42132486960671
1022 => 0.41781641972519
1023 => 0.46182150770749
1024 => 0.4563487793994
1025 => 0.44762870309342
1026 => 0.45930087175103
1027 => 0.46238717840632
1028 => 0.46247504121796
1029 => 0.47099075416827
1030 => 0.47553559169638
1031 => 0.47633663900916
1101 => 0.48973629733063
1102 => 0.49422768605422
1103 => 0.51272708056156
1104 => 0.47514999398513
1105 => 0.47437611861538
1106 => 0.45946512310067
1107 => 0.45000833401172
1108 => 0.46011263754022
1109 => 0.46906367109149
1110 => 0.45974325666401
1111 => 0.46096030602356
1112 => 0.4484484111605
1113 => 0.45292082483467
1114 => 0.45677306999005
1115 => 0.45464608663975
1116 => 0.4514618896172
1117 => 0.46832978841653
1118 => 0.46737803546044
1119 => 0.4830858106137
1120 => 0.49533114461943
1121 => 0.51727697227299
1122 => 0.49437535705463
1123 => 0.4935407311704
1124 => 0.50169933306698
1125 => 0.49422643701478
1126 => 0.49894904936417
1127 => 0.51651608641221
1128 => 0.51688725022326
1129 => 0.5106697781706
1130 => 0.51029144443115
1201 => 0.51148557795055
1202 => 0.51847965527179
1203 => 0.51603570974946
1204 => 0.51886390538103
1205 => 0.52240060732517
1206 => 0.53702990609669
1207 => 0.54055698050325
1208 => 0.53198801827373
1209 => 0.53276169962045
1210 => 0.52955667252334
1211 => 0.5264606565064
1212 => 0.53342004837565
1213 => 0.5461384738039
1214 => 0.5460593531394
1215 => 0.54900978062789
1216 => 0.55084787251056
1217 => 0.54295743658465
1218 => 0.53782105293625
1219 => 0.53979066926363
1220 => 0.54294012866377
1221 => 0.53876934202752
1222 => 0.51302531481225
1223 => 0.52083440813453
1224 => 0.51953459316055
1225 => 0.5176834985747
1226 => 0.52553560229619
1227 => 0.52477824773692
1228 => 0.5020925383353
1229 => 0.50354480384759
1230 => 0.50218085541116
1231 => 0.50658805184686
]
'min_raw' => 0.41781641972519
'max_raw' => 0.93596035783919
'avg_raw' => 0.67688838878219
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.417816'
'max' => '$0.93596'
'avg' => '$0.676888'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.10188669966373
'max_diff' => -0.68014298460337
'year' => 2034
]
9 => [
'items' => [
101 => 0.49398843394407
102 => 0.49786399155125
103 => 0.50029470495137
104 => 0.50172641381767
105 => 0.50689872797469
106 => 0.50629181660698
107 => 0.50686100151193
108 => 0.51453017796647
109 => 0.55331824073002
110 => 0.5554293894052
111 => 0.54503332121225
112 => 0.54918634540195
113 => 0.54121344712427
114 => 0.54656570715185
115 => 0.55022758753006
116 => 0.53368025424003
117 => 0.5327004285539
118 => 0.5246946232889
119 => 0.52899648956633
120 => 0.52215191100382
121 => 0.52383133116986
122 => 0.51913552597638
123 => 0.52758704039916
124 => 0.53703714675639
125 => 0.53942461681824
126 => 0.53314421095601
127 => 0.52859678321284
128 => 0.52061299811166
129 => 0.53389021066518
130 => 0.53777287223155
131 => 0.53386981669687
201 => 0.53296539344604
202 => 0.53125151301997
203 => 0.53332900128046
204 => 0.53775172642282
205 => 0.53566605092059
206 => 0.53704367633468
207 => 0.53179358885732
208 => 0.54296004864726
209 => 0.56069507414858
210 => 0.56075209515553
211 => 0.55866640841074
212 => 0.55781299033152
213 => 0.55995303150173
214 => 0.56111391604749
215 => 0.56803441677551
216 => 0.5754603897816
217 => 0.61011416559514
218 => 0.60038352401602
219 => 0.63113041548015
220 => 0.6554472146441
221 => 0.66273875946861
222 => 0.65603088132375
223 => 0.63308359254265
224 => 0.63195768907923
225 => 0.66625062661362
226 => 0.65656130104411
227 => 0.6554087865988
228 => 0.64314798010454
301 => 0.65039563527307
302 => 0.64881046677103
303 => 0.64630820074145
304 => 0.66013622192698
305 => 0.68602104315032
306 => 0.68198665101635
307 => 0.6789751644384
308 => 0.6657797068844
309 => 0.67372631964405
310 => 0.67089668304768
311 => 0.68305459759744
312 => 0.67585251834895
313 => 0.65648789487321
314 => 0.65957177498835
315 => 0.65910565271285
316 => 0.66869841611283
317 => 0.66581890664718
318 => 0.65854338227521
319 => 0.68593257164542
320 => 0.68415407003439
321 => 0.68667557869675
322 => 0.68778562479017
323 => 0.70445694170816
324 => 0.71128664682683
325 => 0.71283710945958
326 => 0.71932480109396
327 => 0.71267568978156
328 => 0.73927687576716
329 => 0.75696511222535
330 => 0.77751090909985
331 => 0.80753384052309
401 => 0.81882274046587
402 => 0.81678350173423
403 => 0.83954654569235
404 => 0.88045122969105
405 => 0.82505150788004
406 => 0.88338754946807
407 => 0.86491903222329
408 => 0.82113051007035
409 => 0.81831104547646
410 => 0.84796514107363
411 => 0.91373507100721
412 => 0.89726044951522
413 => 0.9137620175861
414 => 0.89451206189902
415 => 0.89355613934779
416 => 0.91282709020509
417 => 0.95785471728799
418 => 0.93646377949627
419 => 0.90579462489869
420 => 0.92844025138864
421 => 0.90882251396925
422 => 0.8646182609044
423 => 0.89724785168265
424 => 0.87542937356648
425 => 0.88179716541487
426 => 0.92765636116138
427 => 0.92213846140078
428 => 0.92927913463476
429 => 0.91667603328074
430 => 0.90490274928942
501 => 0.88292704042407
502 => 0.8764211164184
503 => 0.87821911975494
504 => 0.87642022541724
505 => 0.86412501827427
506 => 0.86146986946238
507 => 0.85704450511783
508 => 0.85841611057338
509 => 0.85009513091962
510 => 0.86579853872838
511 => 0.86871322959565
512 => 0.88014086024333
513 => 0.88132731476688
514 => 0.91315310345855
515 => 0.89562399385783
516 => 0.9073840339685
517 => 0.90633210529121
518 => 0.82207954012382
519 => 0.83368880023721
520 => 0.85174916578713
521 => 0.84361299558714
522 => 0.83211035449497
523 => 0.82282135508044
524 => 0.80874757111848
525 => 0.82855615178186
526 => 0.85460232894649
527 => 0.88198788880251
528 => 0.91488984459656
529 => 0.90754651108432
530 => 0.88137280962507
531 => 0.88254694275263
601 => 0.88980497174286
602 => 0.88040516473904
603 => 0.87763297814759
604 => 0.88942411587501
605 => 0.88950531496025
606 => 0.87868970099773
607 => 0.86667012531486
608 => 0.86661976285388
609 => 0.86448099545644
610 => 0.89489254386773
611 => 0.91161582053959
612 => 0.91353311725911
613 => 0.91148677119414
614 => 0.91227432857798
615 => 0.90254342235488
616 => 0.92478538837028
617 => 0.94519681588847
618 => 0.93972611728705
619 => 0.93152476237789
620 => 0.92499198816197
621 => 0.93818720329633
622 => 0.93759964113759
623 => 0.94501853987564
624 => 0.94468197577525
625 => 0.94218727916854
626 => 0.93972620638052
627 => 0.94948408179794
628 => 0.94667397038441
629 => 0.94385949409168
630 => 0.93821463101185
701 => 0.93898186165564
702 => 0.93078192282604
703 => 0.92698825591979
704 => 0.8699406079295
705 => 0.85469561230083
706 => 0.85949199826611
707 => 0.86107109306399
708 => 0.85443645142939
709 => 0.8639488232338
710 => 0.86246633016418
711 => 0.86823384346864
712 => 0.86463055155234
713 => 0.86477843190946
714 => 0.87537494513249
715 => 0.87845115800193
716 => 0.87688657130845
717 => 0.87798235419767
718 => 0.90323420837865
719 => 0.89964420222296
720 => 0.89773708300422
721 => 0.89826536806129
722 => 0.90471775821039
723 => 0.9065240751647
724 => 0.89887058330166
725 => 0.90248001430858
726 => 0.91784851343105
727 => 0.92322661834219
728 => 0.94039094758176
729 => 0.93309923544917
730 => 0.94648348864645
731 => 0.98762211994674
801 => 1.0204865052062
802 => 0.99026305834343
803 => 1.0506143166182
804 => 1.0976064280588
805 => 1.0958027925523
806 => 1.0876086309755
807 => 1.0341093614502
808 => 0.98487853600383
809 => 1.026062211941
810 => 1.0261671976004
811 => 1.0226294833134
812 => 1.0006570437108
813 => 1.0218648900433
814 => 1.0235482918696
815 => 1.0226060344995
816 => 1.0057598165733
817 => 0.98003875550142
818 => 0.98506458926734
819 => 0.99329700750016
820 => 0.97771132232309
821 => 0.97273075153905
822 => 0.98199058021894
823 => 1.0118276775875
824 => 1.0061871471645
825 => 1.00603985012
826 => 1.0301724312267
827 => 1.0128987112912
828 => 0.98512798112608
829 => 0.97811550550845
830 => 0.95322594123546
831 => 0.9704172519324
901 => 0.97103593659928
902 => 0.96162043142151
903 => 0.98589199747944
904 => 0.9856683307253
905 => 1.0087105703515
906 => 1.0527586782467
907 => 1.0397314852663
908 => 1.0245822771847
909 => 1.0262294161452
910 => 1.0442944650559
911 => 1.0333719240995
912 => 1.0372997459821
913 => 1.044288519827
914 => 1.0485050206092
915 => 1.0256227265709
916 => 1.0202877692439
917 => 1.0093743188685
918 => 1.0065272033747
919 => 1.0154159809889
920 => 1.0130741021327
921 => 0.9709839385487
922 => 0.96658528226671
923 => 0.96672018277504
924 => 0.95565955240928
925 => 0.93878943624604
926 => 0.98312309426074
927 => 0.97956248107301
928 => 0.97563183968333
929 => 0.97611332082564
930 => 0.99535705916274
1001 => 0.98419471909514
1002 => 1.0138716296364
1003 => 1.0077709489987
1004 => 1.0015138089226
1005 => 1.000648881567
1006 => 0.99824041647178
1007 => 0.98998089351001
1008 => 0.98000702321328
1009 => 0.97342141012153
1010 => 0.89792979597606
1011 => 0.91194060044694
1012 => 0.92805875386568
1013 => 0.93362267583638
1014 => 0.92410520229381
1015 => 0.99035670137515
1016 => 1.0024614886726
1017 => 0.96579529837281
1018 => 0.95893655123839
1019 => 0.99080635969543
1020 => 0.9715849692702
1021 => 0.98024036020174
1022 => 0.96153213925347
1023 => 0.99954579988223
1024 => 0.99925619947853
1025 => 0.98446802691648
1026 => 0.99696688910089
1027 => 0.99479490421446
1028 => 0.97809909381357
1029 => 1.0000750868517
1030 => 1.0000859866701
1031 => 0.98585269210171
1101 => 0.96923132011467
1102 => 0.96625981138267
1103 => 0.96402117871914
1104 => 0.97968979379719
1105 => 0.99373822508168
1106 => 1.0198788728006
1107 => 1.0264512527237
1108 => 1.0521036891113
1109 => 1.0368289122369
1110 => 1.0436000229839
1111 => 1.0509510215318
1112 => 1.0544753605596
1113 => 1.0487326392402
1114 => 1.0885814319142
1115 => 1.0919458909514
1116 => 1.0930739649641
1117 => 1.0796371762811
1118 => 1.0915721895511
1119 => 1.0859881920882
1120 => 1.1005162022076
1121 => 1.1027943796973
1122 => 1.1008648444121
1123 => 1.1015879739059
1124 => 1.0675840591673
1125 => 1.0658207768032
1126 => 1.0417782966514
1127 => 1.0515757850263
1128 => 1.0332598501152
1129 => 1.0390680217505
1130 => 1.0416282084651
1201 => 1.0402909122147
1202 => 1.0521297203189
1203 => 1.0420643149217
1204 => 1.0155000551724
1205 => 0.98892855800829
1206 => 0.98859497450606
1207 => 0.98159916832864
1208 => 0.97654248180818
1209 => 0.97751657902761
1210 => 0.98094942468239
1211 => 0.97634295857815
1212 => 0.97732598167525
1213 => 0.99365071493573
1214 => 0.99692452376845
1215 => 0.98579884219519
1216 => 0.94112762525035
1217 => 0.93016519656283
1218 => 0.93804477290901
1219 => 0.93427884292524
1220 => 0.75403594371467
1221 => 0.79638133930348
1222 => 0.77122114315837
1223 => 0.782816119107
1224 => 0.75713407404405
1225 => 0.7693908920594
1226 => 0.76712750531929
1227 => 0.83521764833475
1228 => 0.83415451440649
1229 => 0.83466338035815
1230 => 0.81037388264218
1231 => 0.84906771203545
]
'min_raw' => 0.49398843394407
'max_raw' => 1.1027943796973
'avg_raw' => 0.79839140682069
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.493988'
'max' => '$1.10'
'avg' => '$0.798391'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.076172014218876
'max_diff' => 0.16683402185812
'year' => 2035
]
10 => [
'items' => [
101 => 0.86812968377967
102 => 0.86460182012777
103 => 0.86548970740411
104 => 0.85023286228521
105 => 0.83481109996871
106 => 0.81770599216752
107 => 0.84948516820692
108 => 0.84595186631996
109 => 0.85405598960675
110 => 0.87466705689072
111 => 0.87770211484211
112 => 0.88178126350731
113 => 0.88031917908441
114 => 0.91515196175605
115 => 0.91093348194041
116 => 0.92109880455662
117 => 0.9001879646902
118 => 0.8765253645062
119 => 0.88102285121249
120 => 0.88058970707617
121 => 0.87507528508112
122 => 0.87009711147045
123 => 0.86180985500041
124 => 0.88803196075481
125 => 0.88696739114837
126 => 0.90420153564985
127 => 0.90115523320567
128 => 0.88081127992674
129 => 0.88153786819805
130 => 0.88642452350896
131 => 0.9033372933349
201 => 0.90835815492842
202 => 0.90603229179156
203 => 0.91153743731781
204 => 0.9158884798789
205 => 0.91208386127366
206 => 0.96594923749332
207 => 0.94358057780599
208 => 0.95448290689746
209 => 0.95708304814552
210 => 0.95042284101369
211 => 0.95186720145644
212 => 0.95405501396256
213 => 0.96733898308209
214 => 1.0021999617992
215 => 1.0176396519662
216 => 1.0640907216148
217 => 1.0163576006287
218 => 1.0135253147687
219 => 1.0218925551003
220 => 1.0491642503291
221 => 1.071265397812
222 => 1.0785976234778
223 => 1.0795666981414
224 => 1.0933224409277
225 => 1.1012069761634
226 => 1.0916521319415
227 => 1.0835554018973
228 => 1.0545539198823
229 => 1.057910920394
301 => 1.081037324942
302 => 1.1137047335046
303 => 1.1417367685159
304 => 1.13192092687
305 => 1.2068088697239
306 => 1.2142337033681
307 => 1.2132078314321
308 => 1.2301227074369
309 => 1.196550123222
310 => 1.1821971930319
311 => 1.0853060068347
312 => 1.112528478016
313 => 1.1520979385977
314 => 1.1468607721118
315 => 1.1181243721427
316 => 1.1417149693797
317 => 1.1339151801869
318 => 1.1277631628371
319 => 1.155946746944
320 => 1.1249577385006
321 => 1.1517887995331
322 => 1.1173776862272
323 => 1.1319657648078
324 => 1.1236848658595
325 => 1.1290436223479
326 => 1.0977164414141
327 => 1.1146198278216
328 => 1.0970132049664
329 => 1.0970048571347
330 => 1.0966161899594
331 => 1.1173303036688
401 => 1.1180057901732
402 => 1.1026980288446
403 => 1.100491941285
404 => 1.1086490032502
405 => 1.0990992200269
406 => 1.1035675034915
407 => 1.0992345597811
408 => 1.0982591228861
409 => 1.0904866757502
410 => 1.0871380918161
411 => 1.0884511578591
412 => 1.0839689865226
413 => 1.0812683161652
414 => 1.0960789586504
415 => 1.0881662298302
416 => 1.0948662194742
417 => 1.0872307356687
418 => 1.0607628221771
419 => 1.045540845235
420 => 0.99554541022619
421 => 1.0097240535755
422 => 1.019124508785
423 => 1.0160176583944
424 => 1.022692375225
425 => 1.0231021486286
426 => 1.0209321301463
427 => 1.0184195267403
428 => 1.017196530358
429 => 1.0263117434097
430 => 1.0316034313902
501 => 1.0200679702272
502 => 1.0173653730749
503 => 1.029028361201
504 => 1.0361427772205
505 => 1.0886716278631
506 => 1.0847801209416
507 => 1.094547039645
508 => 1.0934474344846
509 => 1.103684721278
510 => 1.120418358585
511 => 1.0863941951413
512 => 1.0922996134481
513 => 1.0908517412553
514 => 1.1066592302037
515 => 1.1067085794588
516 => 1.0972312001916
517 => 1.1023690412452
518 => 1.0995012393184
519 => 1.1046837450069
520 => 1.0847281474941
521 => 1.1090319111911
522 => 1.1228105791073
523 => 1.1230018959247
524 => 1.1295328751627
525 => 1.1361687283173
526 => 1.1489056705867
527 => 1.1358135019104
528 => 1.1122619649588
529 => 1.1139623098557
530 => 1.1001540523582
531 => 1.1003861716614
601 => 1.0991471006294
602 => 1.1028656460693
603 => 1.0855441591062
604 => 1.0896094774748
605 => 1.0839180079523
606 => 1.0922872413049
607 => 1.0832833297014
608 => 1.0908510430475
609 => 1.094117017254
610 => 1.1061685323874
611 => 1.0815033111174
612 => 1.0312092552592
613 => 1.0417816755571
614 => 1.0261442354908
615 => 1.0275915401049
616 => 1.0305153257621
617 => 1.0210383798439
618 => 1.0228462824722
619 => 1.0227816914683
620 => 1.0222250810916
621 => 1.0197597614413
622 => 1.0161845601996
623 => 1.0304270615574
624 => 1.0328471400714
625 => 1.0382266748238
626 => 1.0542325212737
627 => 1.0526331597695
628 => 1.0552417847397
629 => 1.0495471710765
630 => 1.0278556969002
701 => 1.0290336483088
702 => 1.0143445753681
703 => 1.0378510422032
704 => 1.0322844005864
705 => 1.028695550523
706 => 1.0277162995327
707 => 1.04376182138
708 => 1.0485628929995
709 => 1.0455711873542
710 => 1.0394351117936
711 => 1.0512181908378
712 => 1.0543708457018
713 => 1.0550766088604
714 => 1.0759539657453
715 => 1.0562434211917
716 => 1.0609879451717
717 => 1.0980033668796
718 => 1.0644354871696
719 => 1.082217141705
720 => 1.0813468222468
721 => 1.0904433150087
722 => 1.0806006443336
723 => 1.0807226560329
724 => 1.0887997253558
725 => 1.077456938199
726 => 1.074648304585
727 => 1.0707681973631
728 => 1.0792402695313
729 => 1.0843188936372
730 => 1.1252488740927
731 => 1.1516915081009
801 => 1.1505435636211
802 => 1.1610336273042
803 => 1.156307757537
804 => 1.1410466774372
805 => 1.1670954802772
806 => 1.1588525491304
807 => 1.159532086359
808 => 1.1595067939494
809 => 1.1649876225524
810 => 1.1611039531766
811 => 1.1534488421863
812 => 1.1585306621107
813 => 1.1736218505023
814 => 1.2204653623241
815 => 1.2466796121335
816 => 1.21888723157
817 => 1.2380580435279
818 => 1.2265623876119
819 => 1.2244732849658
820 => 1.2365139715873
821 => 1.2485757338367
822 => 1.2478074517259
823 => 1.2390512317111
824 => 1.2341050652056
825 => 1.2715590950725
826 => 1.2991545862656
827 => 1.2972727587687
828 => 1.3055785333368
829 => 1.3299645443564
830 => 1.3321940955886
831 => 1.331913223379
901 => 1.3263870480204
902 => 1.3503982427929
903 => 1.3704288039089
904 => 1.3251078980914
905 => 1.3423655057325
906 => 1.350113001808
907 => 1.3614886246253
908 => 1.3806812070938
909 => 1.4015294422357
910 => 1.404477611274
911 => 1.4023857442585
912 => 1.3886357727517
913 => 1.4114481604152
914 => 1.4248111220921
915 => 1.4327684599648
916 => 1.4529469448351
917 => 1.3501608477062
918 => 1.2774037393578
919 => 1.2660416662638
920 => 1.2891468886919
921 => 1.2952395515855
922 => 1.2927836068126
923 => 1.2108888665796
924 => 1.265610507405
925 => 1.3244863918068
926 => 1.3267480543063
927 => 1.3562225530746
928 => 1.365820658074
929 => 1.3895514928933
930 => 1.3880671227142
1001 => 1.3938452033526
1002 => 1.3925169226763
1003 => 1.4364732970622
1004 => 1.4849637055947
1005 => 1.4832846369373
1006 => 1.4763135669982
1007 => 1.4866667946017
1008 => 1.5367140927552
1009 => 1.5321065395329
1010 => 1.5365823850179
1011 => 1.595590970083
1012 => 1.672310524541
1013 => 1.6366665889779
1014 => 1.7140036728836
1015 => 1.7626832677395
1016 => 1.8468695934788
1017 => 1.8363290508699
1018 => 1.8691021696924
1019 => 1.8174592797222
1020 => 1.6988767656006
1021 => 1.6801106288253
1022 => 1.7176809098838
1023 => 1.8100437798119
1024 => 1.7147720744182
1025 => 1.7340454163372
1026 => 1.728494692568
1027 => 1.7281989180874
1028 => 1.7394874270104
1029 => 1.7231128560485
1030 => 1.6563999082209
1031 => 1.6869740590684
1101 => 1.6751679111349
1102 => 1.6882677124738
1103 => 1.7589619375308
1104 => 1.7277063354933
1105 => 1.6947810977456
1106 => 1.7360766525763
1107 => 1.788660084568
1108 => 1.7853695078955
1109 => 1.7789844137964
1110 => 1.8149768549201
1111 => 1.8744258228607
1112 => 1.8904946400097
1113 => 1.9023563123166
1114 => 1.9039918365231
1115 => 1.920838752323
1116 => 1.8302486400977
1117 => 1.9740174747183
1118 => 1.9988423809234
1119 => 1.9941763274438
1120 => 2.0217681658989
1121 => 2.013649947088
1122 => 2.0018879217406
1123 => 2.0456268546444
1124 => 1.99548369762
1125 => 1.9243117990719
1126 => 1.8852654879079
1127 => 1.9366848202247
1128 => 1.9680848121833
1129 => 1.9888382094533
1130 => 1.9951181749276
1201 => 1.8372808926328
1202 => 1.7522153515328
1203 => 1.8067413880995
1204 => 1.8732669158968
1205 => 1.8298790874318
1206 => 1.8315798081636
1207 => 1.7697201668933
1208 => 1.8787401215329
1209 => 1.8628568311441
1210 => 1.9452593697784
1211 => 1.9255933426117
1212 => 1.9927894140199
1213 => 1.9750944364325
1214 => 2.0485452990848
1215 => 2.0778468367995
1216 => 2.1270486790427
1217 => 2.1632417544844
1218 => 2.1844950206469
1219 => 2.1832190542655
1220 => 2.2674350831366
1221 => 2.2177758331953
1222 => 2.1553921114823
1223 => 2.1542637867747
1224 => 2.186573200234
1225 => 2.2542848671899
1226 => 2.2718415172669
1227 => 2.2816532895377
1228 => 2.2666262187548
1229 => 2.2127246620539
1230 => 2.1894502431576
1231 => 2.2092807223821
]
'min_raw' => 0.81770599216752
'max_raw' => 2.2816532895377
'avg_raw' => 1.5496796408526
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.8177059'
'max' => '$2.28'
'avg' => '$1.54'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.32371755822345
'max_diff' => 1.1788589098404
'year' => 2036
]
11 => [
'items' => [
101 => 2.185029750343
102 => 2.2268937317034
103 => 2.2843819197751
104 => 2.2725108362713
105 => 2.3121940886124
106 => 2.3532620799856
107 => 2.4119911521282
108 => 2.4273451063175
109 => 2.4527246087339
110 => 2.4788484534525
111 => 2.4872387283188
112 => 2.5032583663879
113 => 2.5031739349878
114 => 2.5514501925551
115 => 2.6047003996431
116 => 2.6248011200737
117 => 2.6710216183436
118 => 2.5918706348158
119 => 2.6519075650426
120 => 2.706062378929
121 => 2.6414967772727
122 => 2.7304854173002
123 => 2.7339406445398
124 => 2.7861104736242
125 => 2.7332263573173
126 => 2.7018239378664
127 => 2.7924815461879
128 => 2.8363479071668
129 => 2.8231350022437
130 => 2.7225841433771
131 => 2.6640592306875
201 => 2.5108882455663
202 => 2.6923258939365
203 => 2.7806988798489
204 => 2.7223552786929
205 => 2.7517803974714
206 => 2.9123143043998
207 => 2.9734352223574
208 => 2.9607224986897
209 => 2.9628707397203
210 => 2.9958504776271
211 => 3.1421007977792
212 => 3.0544642158882
213 => 3.1214590990638
214 => 3.1569929435321
215 => 3.189998758597
216 => 3.1089469083927
217 => 3.003499642165
218 => 2.9701000665756
219 => 2.7165541573847
220 => 2.7033559917172
221 => 2.6959474613827
222 => 2.6492377255811
223 => 2.6125366681145
224 => 2.5833506245941
225 => 2.5067577307064
226 => 2.5326055839855
227 => 2.4105324973077
228 => 2.4886305321596
301 => 2.2937989382641
302 => 2.4560604791124
303 => 2.3677488995556
304 => 2.4270477500957
305 => 2.4268408619924
306 => 2.3176528774305
307 => 2.2546755266303
308 => 2.2948071456754
309 => 2.3378314269435
310 => 2.3448119718282
311 => 2.4005940755411
312 => 2.416161661655
313 => 2.3689911489487
314 => 2.2897614865352
315 => 2.3081647300777
316 => 2.2543025854873
317 => 2.1599112488702
318 => 2.2277047547433
319 => 2.2508524383183
320 => 2.2610757740796
321 => 2.1682527354349
322 => 2.1390857214065
323 => 2.1235574478728
324 => 2.277779197868
325 => 2.2862278134687
326 => 2.2430035015418
327 => 2.4383814901485
328 => 2.3941614340218
329 => 2.4435660708921
330 => 2.3064948286199
331 => 2.3117311346656
401 => 2.2468394119098
402 => 2.2831744405865
403 => 2.2574940134505
404 => 2.2802389293392
405 => 2.2938721381421
406 => 2.3587532128047
407 => 2.4568013167651
408 => 2.3490621438433
409 => 2.3021186433479
410 => 2.331242127035
411 => 2.4088018019415
412 => 2.5263086796315
413 => 2.4567422429927
414 => 2.4876146462583
415 => 2.4943588929542
416 => 2.4430631780662
417 => 2.5282000258069
418 => 2.5738255541616
419 => 2.6206279053808
420 => 2.6612650755722
421 => 2.6019340170981
422 => 2.6654267544386
423 => 2.614262816119
424 => 2.5683634742157
425 => 2.5684330845709
426 => 2.5396397569126
427 => 2.4838490563817
428 => 2.4735603952209
429 => 2.5270833098941
430 => 2.5700036188231
501 => 2.5735387410409
502 => 2.5973016293891
503 => 2.6113642619363
504 => 2.7491971781212
505 => 2.8046347172244
506 => 2.8724226906609
507 => 2.8988299266353
508 => 2.9783062394001
509 => 2.914122662092
510 => 2.9002361414077
511 => 2.7074526031441
512 => 2.7390208967349
513 => 2.7895647806609
514 => 2.7082860531736
515 => 2.7598386979801
516 => 2.7700162820992
517 => 2.7055242331153
518 => 2.7399722230145
519 => 2.6484885749593
520 => 2.4587954102967
521 => 2.5284112085258
522 => 2.5796718684467
523 => 2.5065165863458
524 => 2.6376445980113
525 => 2.5610423206279
526 => 2.5367630762552
527 => 2.4420410877814
528 => 2.4867462201573
529 => 2.5472105518116
530 => 2.5098506245823
531 => 2.5873780832044
601 => 2.6971776404312
602 => 2.7754273435878
603 => 2.7814343841657
604 => 2.731125067359
605 => 2.8117460686115
606 => 2.8123333045897
607 => 2.7213924858304
608 => 2.6656917407009
609 => 2.6530364142121
610 => 2.684651901004
611 => 2.7230389385102
612 => 2.7835645975871
613 => 2.8201389857456
614 => 2.9155055925064
615 => 2.9413090619209
616 => 2.9696592516844
617 => 3.0075438480832
618 => 3.0530340194711
619 => 2.9535041142313
620 => 2.9574586229134
621 => 2.8647777532395
622 => 2.7657349522118
623 => 2.8408960923324
624 => 2.9391592847726
625 => 2.9166175998557
626 => 2.9140811998177
627 => 2.9183467211429
628 => 2.9013510268581
629 => 2.8244801314978
630 => 2.7858760490851
701 => 2.8356851643492
702 => 2.8621564923635
703 => 2.9032112135711
704 => 2.8981503526222
705 => 3.003902905498
706 => 3.0449951497543
707 => 3.0344819952372
708 => 3.0364166686816
709 => 3.1108122140862
710 => 3.193555361187
711 => 3.2710552373668
712 => 3.349891440114
713 => 3.2548513206728
714 => 3.2065958092803
715 => 3.2563831794429
716 => 3.2299653000266
717 => 3.3817702712044
718 => 3.3922809180422
719 => 3.5440749119926
720 => 3.6881454875442
721 => 3.5976573403327
722 => 3.6829835874775
723 => 3.7752708805156
724 => 3.9533080418597
725 => 3.8933513893418
726 => 3.8474255331537
727 => 3.804025820968
728 => 3.8943337325161
729 => 4.0105134180186
730 => 4.0355374095206
731 => 4.0760858356544
801 => 4.0334541236004
802 => 4.0847993250405
803 => 4.2660704483486
804 => 4.2170893907063
805 => 4.1475284147562
806 => 4.2906245571442
807 => 4.3424104948023
808 => 4.7058713257926
809 => 5.164755638736
810 => 4.9747745199806
811 => 4.8568471089167
812 => 4.8845628477923
813 => 5.0521318646649
814 => 5.1059497145097
815 => 4.9596542465064
816 => 5.0113282790229
817 => 5.2960572786678
818 => 5.4488052517772
819 => 5.2413529875048
820 => 4.6690004180533
821 => 4.141265209955
822 => 4.2812443513689
823 => 4.265375060791
824 => 4.5712808502433
825 => 4.2159212086806
826 => 4.2219045536739
827 => 4.5341361508923
828 => 4.4508381137591
829 => 4.31590596161
830 => 4.1422503639906
831 => 3.8212319305926
901 => 3.5368969518706
902 => 4.0945433235792
903 => 4.070496598017
904 => 4.0356733758779
905 => 4.1131686884823
906 => 4.4894639290613
907 => 4.4807891058171
908 => 4.4256043062714
909 => 4.4674614903503
910 => 4.3085681948644
911 => 4.3495186150442
912 => 4.1411816140018
913 => 4.2353586393947
914 => 4.3156164578126
915 => 4.3317294030973
916 => 4.3680326915711
917 => 4.0578250663374
918 => 4.1970991828499
919 => 4.2789096780811
920 => 3.9092868843353
921 => 4.2716034238767
922 => 4.0524250417317
923 => 3.9780326068829
924 => 4.0781922199488
925 => 4.0391599213286
926 => 4.0056022430285
927 => 3.9868764819429
928 => 4.0604226475654
929 => 4.0569916310324
930 => 3.9366558293784
1001 => 3.7796826816355
1002 => 3.8323680224859
1003 => 3.8132269442273
1004 => 3.7438572073696
1005 => 3.7906040342777
1006 => 3.5847546666021
1007 => 3.2306015286354
1008 => 3.4645659395802
1009 => 3.4555585642632
1010 => 3.4510166371764
1011 => 3.6268344257
1012 => 3.60993360214
1013 => 3.5792584418852
1014 => 3.7432938339958
1015 => 3.683418709288
1016 => 3.8679397352837
1017 => 3.9894772170761
1018 => 3.9586513803679
1019 => 4.0729579694353
1020 => 3.8335817863297
1021 => 3.9130929522518
1022 => 3.9294800933507
1023 => 3.7412696627197
1024 => 3.6126987858904
1025 => 3.6041245742212
1026 => 3.3812003919575
1027 => 3.5002846907416
1028 => 3.6050739456286
1029 => 3.5548880245124
1030 => 3.5390006611488
1031 => 3.6201657550249
1101 => 3.6264729779511
1102 => 3.4826676268244
1103 => 3.5125693130468
1104 => 3.6372643153361
1105 => 3.5094273189235
1106 => 3.2610609169487
1107 => 3.1994626153248
1108 => 3.1912442664062
1109 => 3.0241847869792
1110 => 3.203578908383
1111 => 3.1252685669267
1112 => 3.3726499972853
1113 => 3.2313470509977
1114 => 3.2252557634018
1115 => 3.2160478888031
1116 => 3.0722528937201
1117 => 3.1037348589946
1118 => 3.2083857064058
1119 => 3.2457263077382
1120 => 3.2418313770967
1121 => 3.2078728601614
1122 => 3.2234188953186
1123 => 3.1733396994794
1124 => 3.1556556931202
1125 => 3.0998401046816
1126 => 3.0178066091265
1127 => 3.0292138698241
1128 => 2.8666840498979
1129 => 2.7781291778917
1130 => 2.7536183564549
1201 => 2.7208414616517
1202 => 2.7573205939389
1203 => 2.8662236233389
1204 => 2.7348634648159
1205 => 2.509655686872
1206 => 2.5231910580618
1207 => 2.5536010184376
1208 => 2.4969322584594
1209 => 2.4433000329886
1210 => 2.4899289017155
1211 => 2.394505397339
1212 => 2.5651324930503
1213 => 2.5605175082882
1214 => 2.6241167380606
1215 => 2.6638866416248
1216 => 2.5722298895684
1217 => 2.5491784642924
1218 => 2.5623096037585
1219 => 2.3452811183592
1220 => 2.60638088064
1221 => 2.6086388822266
1222 => 2.5893045017696
1223 => 2.7283320646334
1224 => 3.0217235860602
1225 => 2.9113378940528
1226 => 2.8685932176824
1227 => 2.7873355566559
1228 => 2.8956065653711
1229 => 2.8872930411927
1230 => 2.8496961320472
1231 => 2.8269574040865
]
'min_raw' => 2.1235574478728
'max_raw' => 5.4488052517772
'avg_raw' => 3.786181349825
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.12'
'max' => '$5.44'
'avg' => '$3.78'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.3058514557053
'max_diff' => 3.1671519622395
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.066656041753983
]
1 => [
'year' => 2028
'avg' => 0.11440111803702
]
2 => [
'year' => 2029
'avg' => 0.31252323568171
]
3 => [
'year' => 2030
'avg' => 0.24111121090487
]
4 => [
'year' => 2031
'avg' => 0.236801089692
]
5 => [
'year' => 2032
'avg' => 0.41518683427568
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.066656041753983
'min' => '$0.066656'
'max_raw' => 0.41518683427568
'max' => '$0.415186'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.41518683427568
]
1 => [
'year' => 2033
'avg' => 1.0679032309157
]
2 => [
'year' => 2034
'avg' => 0.67688838878219
]
3 => [
'year' => 2035
'avg' => 0.79839140682069
]
4 => [
'year' => 2036
'avg' => 1.5496796408526
]
5 => [
'year' => 2037
'avg' => 3.786181349825
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.41518683427568
'min' => '$0.415186'
'max_raw' => 3.786181349825
'max' => '$3.78'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.786181349825
]
]
]
]
'prediction_2025_max_price' => '$0.113969'
'last_price' => 0.110508
'sma_50day_nextmonth' => '$0.099119'
'sma_200day_nextmonth' => '$0.146726'
'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' => '$0.106033'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.102011'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.097029'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.095321'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.100985'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.1283033'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.1453011'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.106586'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.103534'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.099696'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.098223'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.105854'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.1218083'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.130938'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.154748'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.12295'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.119623'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.118127'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.104289'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.103861'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.112185'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.126297'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.127688'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.122646'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.11794'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '69.14'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.82
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0984096'
'vwma_10_action' => 'BUY'
'hma_9' => '0.108074'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 276.84
'cci_20_action' => 'SELL'
'adx_14' => 25.8
'adx_14_action' => 'SELL'
'ao_5_34' => '0.003838'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 82.33
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.019431'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767707648
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Crypto.com Coin para 2026
A previsão de preço para Crypto.com Coin em 2026 sugere que o preço médio poderia variar entre $0.03818 na extremidade inferior e $0.113969 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Crypto.com Coin poderia potencialmente ganhar 3.13% até 2026 se CRO atingir a meta de preço prevista.
Previsão de preço de Crypto.com Coin 2027-2032
A previsão de preço de CRO para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.066656 na extremidade inferior e $0.415186 na extremidade superior. Considerando a volatilidade de preços no mercado, se Crypto.com Coin atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.036755 | $0.066656 | $0.096556 |
| 2028 | $0.066332 | $0.1144011 | $0.162469 |
| 2029 | $0.145713 | $0.312523 | $0.479332 |
| 2030 | $0.123923 | $0.241111 | $0.358299 |
| 2031 | $0.146515 | $0.236801 | $0.327086 |
| 2032 | $0.223645 | $0.415186 | $0.606728 |
Previsão de preço de Crypto.com Coin 2032-2037
A previsão de preço de Crypto.com Coin para 2032-2037 é atualmente estimada entre $0.415186 na extremidade inferior e $3.78 na extremidade superior. Comparado ao preço atual, Crypto.com Coin poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.223645 | $0.415186 | $0.606728 |
| 2033 | $0.5197031 | $1.06 | $1.61 |
| 2034 | $0.417816 | $0.676888 | $0.93596 |
| 2035 | $0.493988 | $0.798391 | $1.10 |
| 2036 | $0.8177059 | $1.54 | $2.28 |
| 2037 | $2.12 | $3.78 | $5.44 |
Crypto.com Coin Histograma de preços potenciais
Previsão de preço de Crypto.com Coin baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Crypto.com Coin é Altista, com 21 indicadores técnicos mostrando sinais de alta e 14 indicando sinais de baixa. A previsão de preço de CRO 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 Crypto.com Coin
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Crypto.com Coin está projetado para aumentar no próximo mês, alcançando $0.146726 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Crypto.com Coin é esperado para alcançar $0.099119 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 69.14, sugerindo que o mercado de CRO está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de CRO 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 | $0.106033 | BUY |
| SMA 5 | $0.102011 | BUY |
| SMA 10 | $0.097029 | BUY |
| SMA 21 | $0.095321 | BUY |
| SMA 50 | $0.100985 | BUY |
| SMA 100 | $0.1283033 | SELL |
| SMA 200 | $0.1453011 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.106586 | BUY |
| EMA 5 | $0.103534 | BUY |
| EMA 10 | $0.099696 | BUY |
| EMA 21 | $0.098223 | BUY |
| EMA 50 | $0.105854 | BUY |
| EMA 100 | $0.1218083 | SELL |
| EMA 200 | $0.130938 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.154748 | SELL |
| SMA 50 | $0.12295 | SELL |
| SMA 100 | $0.119623 | SELL |
| SMA 200 | $0.118127 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.126297 | SELL |
| EMA 50 | $0.127688 | SELL |
| EMA 100 | $0.122646 | SELL |
| EMA 200 | $0.11794 | SELL |
Osciladores de Crypto.com Coin
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 69.14 | NEUTRAL |
| Stoch RSI (14) | 124.82 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 276.84 | SELL |
| Índice Direcional Médio (14) | 25.8 | SELL |
| Oscilador Impressionante (5, 34) | 0.003838 | BUY |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 82.33 | SELL |
| VWMA (10) | 0.0984096 | BUY |
| Média Móvel de Hull (9) | 0.108074 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.019431 | NEUTRAL |
Previsão do preço de Crypto.com Coin com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Crypto.com Coin
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Crypto.com Coin por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.155282 | $0.218197 | $0.3066038 | $0.430829 | $0.605387 | $0.85067 |
| Amazon.com stock | $0.230581 | $0.481122 | $1.00 | $2.09 | $4.37 | $9.11 |
| Apple stock | $0.156747 | $0.222333 | $0.315363 | $0.447319 | $0.634488 | $0.899973 |
| Netflix stock | $0.174364 | $0.275119 | $0.434095 | $0.684934 | $1.08 | $1.70 |
| Google stock | $0.1431073 | $0.185323 | $0.239992 | $0.310789 | $0.402471 | $0.521198 |
| Tesla stock | $0.250513 | $0.567894 | $1.28 | $2.91 | $6.61 | $14.99 |
| Kodak stock | $0.082869 | $0.062143 | $0.04660073 | $0.034945 | $0.0262054 | $0.019651 |
| Nokia stock | $0.0732069 | $0.048496 | $0.032126 | $0.021282 | $0.014098 | $0.009339 |
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 Crypto.com Coin
Você pode fazer perguntas como: 'Devo investir em Crypto.com Coin agora?', 'Devo comprar CRO hoje?', 'Crypto.com Coin será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Crypto.com Coin/Cronos regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Crypto.com Coin, 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 Crypto.com Coin para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Crypto.com Coin é de $0.1105 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Crypto.com Coin
com base no histórico de preços de 4 horas
Previsão de longo prazo para Crypto.com Coin
com base no histórico de preços de 1 mês
Previsão do preço de Crypto.com Coin com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Crypto.com Coin tiver 1% da média anterior do crescimento anual do Bitcoin | $0.11338 | $0.116327 | $0.119351 | $0.122453 |
| Se Crypto.com Coin tiver 2% da média anterior do crescimento anual do Bitcoin | $0.116252 | $0.122296 | $0.128654 | $0.135342 |
| Se Crypto.com Coin tiver 5% da média anterior do crescimento anual do Bitcoin | $0.12487 | $0.141099 | $0.159437 | $0.180158 |
| Se Crypto.com Coin tiver 10% da média anterior do crescimento anual do Bitcoin | $0.139232 | $0.175423 | $0.221021 | $0.278472 |
| Se Crypto.com Coin tiver 20% da média anterior do crescimento anual do Bitcoin | $0.167957 | $0.255272 | $0.387978 | $0.589675 |
| Se Crypto.com Coin tiver 50% da média anterior do crescimento anual do Bitcoin | $0.25413 | $0.584414 | $1.34 | $3.09 |
| Se Crypto.com Coin tiver 100% da média anterior do crescimento anual do Bitcoin | $0.397753 | $1.43 | $5.15 | $18.54 |
Perguntas Frequentes sobre Crypto.com Coin
CRO é um bom investimento?
A decisão de adquirir Crypto.com Coin depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Crypto.com Coin experimentou uma escalada de 5.5411% nas últimas 24 horas, e Crypto.com Coin registrou um crescimento de 38.65% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Crypto.com Coin dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Crypto.com Coin pode subir?
Parece que o valor médio de Crypto.com Coin pode potencialmente subir para $0.113969 até o final deste ano. Observando as perspectivas de Crypto.com Coin em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.358299. 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 Crypto.com Coin na próxima semana?
Com base na nossa nova previsão experimental de Crypto.com Coin, o preço de Crypto.com Coin aumentará 0.86% na próxima semana e atingirá $0.111453 até 13 de janeiro de 2026.
Qual será o preço de Crypto.com Coin no próximo mês?
Com base na nossa nova previsão experimental de Crypto.com Coin, o preço de Crypto.com Coin diminuirá -11.62% no próximo mês e atingirá $0.097669 até 5 de fevereiro de 2026.
Até onde o preço de Crypto.com Coin pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Crypto.com Coin em 2026, espera-se que CRO fluctue dentro do intervalo de $0.03818 e $0.113969. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Crypto.com Coin não considera flutuações repentinas e extremas de preço.
Onde estará Crypto.com Coin em 5 anos?
O futuro de Crypto.com Coin parece seguir uma tendência de alta, com um preço máximo de $0.358299 projetada após um período de cinco anos. Com base na previsão de Crypto.com Coin para 2030, o valor de Crypto.com Coin pode potencialmente atingir seu pico mais alto de aproximadamente $0.358299, enquanto seu pico mais baixo está previsto para cerca de $0.123923.
Quanto será Crypto.com Coin em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Crypto.com Coin, espera-se que o valor de CRO em 2026 aumente 3.13% para $0.113969 se o melhor cenário ocorrer. O preço ficará entre $0.113969 e $0.03818 durante 2026.
Quanto será Crypto.com Coin em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Crypto.com Coin, o valor de CRO pode diminuir -12.62% para $0.096556 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.096556 e $0.036755 ao longo do ano.
Quanto será Crypto.com Coin em 2028?
Nosso novo modelo experimental de previsão de preços de Crypto.com Coin sugere que o valor de CRO em 2028 pode aumentar 47.02%, alcançando $0.162469 no melhor cenário. O preço é esperado para variar entre $0.162469 e $0.066332 durante o ano.
Quanto será Crypto.com Coin em 2029?
Com base no nosso modelo de previsão experimental, o valor de Crypto.com Coin pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.479332 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.479332 e $0.145713.
Quanto será Crypto.com Coin em 2030?
Usando nossa nova simulação experimental para previsões de preços de Crypto.com Coin, espera-se que o valor de CRO em 2030 aumente 224.23%, alcançando $0.358299 no melhor cenário. O preço está previsto para variar entre $0.358299 e $0.123923 ao longo de 2030.
Quanto será Crypto.com Coin em 2031?
Nossa simulação experimental indica que o preço de Crypto.com Coin poderia aumentar 195.98% em 2031, potencialmente atingindo $0.327086 sob condições ideais. O preço provavelmente oscilará entre $0.327086 e $0.146515 durante o ano.
Quanto será Crypto.com Coin em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Crypto.com Coin, CRO poderia ver um 449.04% aumento em valor, atingindo $0.606728 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.606728 e $0.223645 ao longo do ano.
Quanto será Crypto.com Coin em 2033?
De acordo com nossa previsão experimental de preços de Crypto.com Coin, espera-se que o valor de CRO seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.61. Ao longo do ano, o preço de CRO poderia variar entre $1.61 e $0.5197031.
Quanto será Crypto.com Coin em 2034?
Os resultados da nossa nova simulação de previsão de preços de Crypto.com Coin sugerem que CRO pode aumentar 746.96% em 2034, atingindo potencialmente $0.93596 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.93596 e $0.417816.
Quanto será Crypto.com Coin em 2035?
Com base em nossa previsão experimental para o preço de Crypto.com Coin, CRO poderia aumentar 897.93%, com o valor potencialmente atingindo $1.10 em 2035. A faixa de preço esperada para o ano está entre $1.10 e $0.493988.
Quanto será Crypto.com Coin em 2036?
Nossa recente simulação de previsão de preços de Crypto.com Coin sugere que o valor de CRO pode aumentar 1964.7% em 2036, possivelmente atingindo $2.28 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $2.28 e $0.8177059.
Quanto será Crypto.com Coin em 2037?
De acordo com a simulação experimental, o valor de Crypto.com Coin poderia aumentar 4830.69% em 2037, com um pico de $5.44 sob condições favoráveis. O preço é esperado para cair entre $5.44 e $2.12 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Stellar
Previsão de Preço do Immutable
Previsão de Preço do Render Token
Previsão de Preço do dogwifhat
Previsão de Preço do OKB
Previsão de Preço do Hedera Hashgraph
Previsão de Preço do VeChain
Previsão de Preço do Maker
Previsão de Preço do Kaspa
Previsão de Preço do The Graph
Previsão de Preço do Optimism
Previsão de Preço do Injective Protocol
Previsão de Preço do Pepe
Previsão de Preço do Fantom
Previsão de Preço do Theta Network
Previsão de Preço do Fetch.ai
Previsão de Preço do Monero
Previsão de Preço do Lido DAO
Previsão de Preço do Thorchain
Previsão de Preço do Wrapped eETH
Previsão de Preço do Gala
Previsão de Preço do Rocket Pool ETH
Previsão de Preço do Celestia
Previsão de Preço do Arweave
Previsão de Preço do Sui
Como ler e prever os movimentos de preço de Crypto.com Coin?
Traders de Crypto.com Coin 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 Crypto.com Coin
Médias móveis são ferramentas populares para a previsão de preço de Crypto.com Coin. Uma média móvel simples (SMA) calcula o preço médio de fechamento de CRO 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 CRO 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 CRO.
Como ler gráficos de Crypto.com Coin 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 Crypto.com Coin 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 CRO 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 Crypto.com Coin?
A ação de preço de Crypto.com Coin 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 CRO. A capitalização de mercado de Crypto.com Coin pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de CRO, grandes detentores de Crypto.com Coin, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Crypto.com Coin.
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


