Previsão de Preço Cronos - Projeção CRO
$0.1097
3.4819%
Add to portfolio
Add to favorites
Sentiment
Altista 60%
Baixista 40%
SMA 50
$0.10097
SMA 200
$0.145297
RSI (14)
68.41
Momentum (10)
0.02
MACD (12, 26)
0
Hull Moving Average (9)
0.107849
Previsão de Preço Cronos até $0.113197 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.037921 | $0.113197 |
| 2027 | $0.0365062 | $0.0959022 |
| 2028 | $0.065883 | $0.161368 |
| 2029 | $0.144726 | $0.476083 |
| 2030 | $0.123083 | $0.35587 |
| 2031 | $0.145522 | $0.324869 |
| 2032 | $0.222129 | $0.602616 |
| 2033 | $0.51618 | $1.60 |
| 2034 | $0.414984 | $0.929616 |
| 2035 | $0.49064 | $1.09 |
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 $3,954.48, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.48
(39.54% ROI)
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' => 0.1097
'ticker' => 'CRO'
'marketcap' => '$4.23B'
'low24h' => '$0.1047'
'high24h' => '$0.1107'
'volume24h' => '$23.75M'
'current_supply' => '38.59B'
'max_supply' => '98.29B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.007534 ETH'
'price' => '$0.1097'
'change_24h_pct' => '3.4819%'
'ath_price' => '$0.9654'
'ath_days' => 1504
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 de nov. de 2021'
'ath_pct' => '-88.69%'
'fdv' => '$10.78B'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '37.71%'
'change_30d_pct_is_increased' => true
'max_price' => '$5.41'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.110698'
'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' => '$0.09700717'
'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' => '$0.037921'
'current_year_max_price_prediction' => '$0.113197'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.123083'
'grand_prediction_max_price' => '$0.35587'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.11183887531677
107 => 0.11225644107969
108 => 0.11319723806498
109 => 0.10515823083161
110 => 0.10876750906654
111 => 0.11088762188593
112 => 0.10130887503758
113 => 0.11069828085876
114 => 0.10501828960085
115 => 0.10309041525732
116 => 0.10568604408276
117 => 0.10467452500515
118 => 0.10380488030062
119 => 0.1033196036131
120 => 0.1052255469534
121 => 0.10513663241848
122 => 0.10201813918608
123 => 0.09795019189046
124 => 0.099315528528688
125 => 0.098819488927921
126 => 0.097021777424357
127 => 0.098233217921244
128 => 0.092898647068957
129 => 0.08372079518446
130 => 0.089783965264565
131 => 0.08955053981194
201 => 0.089432836113726
202 => 0.093989140855212
203 => 0.093551157286153
204 => 0.092756212819564
205 => 0.097007177645825
206 => 0.095455518300694
207 => 0.10023736678547
208 => 0.10338700146811
209 => 0.10258815223258
210 => 0.10555039887511
211 => 0.099346983127241
212 => 0.10140750900084
213 => 0.10183218052762
214 => 0.096954721399729
215 => 0.093622816814685
216 => 0.093400616765356
217 => 0.087623553379626
218 => 0.090709614009456
219 => 0.093425219653842
220 => 0.092124655289692
221 => 0.091712935465258
222 => 0.093816322757159
223 => 0.093979773964033
224 => 0.09025306912551
225 => 0.091027969070833
226 => 0.094259430659226
227 => 0.090946544529882
228 => 0.084510147937442
301 => 0.082913832592373
302 => 0.082700854699411
303 => 0.078371520878215
304 => 0.083020506016809
305 => 0.080991099418757
306 => 0.087401970545979
307 => 0.083740115340301
308 => 0.083582260081242
309 => 0.083343638704841
310 => 0.07961720224241
311 => 0.080433055000291
312 => 0.08314507382537
313 => 0.084112752695237
314 => 0.084011815861151
315 => 0.08313178345359
316 => 0.083534657783276
317 => 0.082236859196636
318 => 0.081778579504352
319 => 0.080332122735743
320 => 0.078206230879768
321 => 0.078501849181194
322 => 0.074289901144644
323 => 0.071995008309331
324 => 0.071359812218718
325 => 0.070510401459677
326 => 0.071455755424147
327 => 0.07427796922506
328 => 0.0708737806151
329 => 0.065037538019391
330 => 0.065388306143866
331 => 0.066176377975572
401 => 0.064707811330805
402 => 0.063317936248989
403 => 0.064526319868498
404 => 0.062053426942869
405 => 0.066475215271249
406 => 0.066355618288885
407 => 0.068003787536149
408 => 0.0690344215903
409 => 0.066659143767218
410 => 0.066061767818147
411 => 0.066402060307961
412 => 0.060777783462223
413 => 0.067544164127516
414 => 0.06760268006849
415 => 0.067101631055816
416 => 0.070704519871519
417 => 0.078307739041854
418 => 0.075447102151192
419 => 0.074339377083919
420 => 0.072233590921293
421 => 0.075039425953783
422 => 0.074823981601132
423 => 0.073849660533604
424 => 0.073260388111896
425 => 0.074346140616972
426 => 0.073125851361026
427 => 0.072906653879352
428 => 0.071578555629619
429 => 0.071104484979084
430 => 0.070753501942725
501 => 0.070367104106574
502 => 0.071219401448781
503 => 0.069287983542287
504 => 0.066958882886287
505 => 0.066765243367959
506 => 0.067299899103023
507 => 0.067063353740696
508 => 0.06676411087977
509 => 0.066192774764318
510 => 0.066023271543529
511 => 0.066574074779823
512 => 0.06595225003987
513 => 0.066869786316218
514 => 0.066620267218649
515 => 0.065226473822942
516 => 0.063489291203484
517 => 0.063473826634307
518 => 0.063099553488495
519 => 0.06262286036496
520 => 0.062490255243253
521 => 0.064424553170519
522 => 0.068428491991294
523 => 0.06764242299464
524 => 0.068210438404314
525 => 0.071004512034393
526 => 0.07189266402067
527 => 0.071262274777843
528 => 0.070399359101547
529 => 0.070437323011933
530 => 0.073386167100177
531 => 0.073570082888834
601 => 0.074034778753291
602 => 0.074632044262153
603 => 0.071363991676652
604 => 0.070283398029047
605 => 0.069771352809759
606 => 0.06819445172079
607 => 0.069895004351961
608 => 0.068904165158702
609 => 0.069037863217759
610 => 0.068950792181404
611 => 0.068998338854971
612 => 0.066473979291295
613 => 0.067393723239866
614 => 0.065864470538094
615 => 0.063816972837092
616 => 0.063810108906854
617 => 0.064311231068486
618 => 0.064013143997835
619 => 0.063210999355232
620 => 0.063324940215698
621 => 0.062326698383811
622 => 0.063446144847841
623 => 0.063478246566857
624 => 0.063047198701545
625 => 0.064771860433226
626 => 0.065478455751886
627 => 0.065194730812998
628 => 0.065458548853821
629 => 0.06767508771034
630 => 0.068036480258323
701 => 0.068196986955885
702 => 0.067981929244214
703 => 0.065499063115161
704 => 0.065609188785946
705 => 0.064801159683253
706 => 0.064118460239485
707 => 0.064145764636949
708 => 0.064496760895761
709 => 0.06602958214365
710 => 0.069255314095085
711 => 0.069377728264662
712 => 0.069526097809264
713 => 0.068922604306812
714 => 0.068740584891817
715 => 0.068980715483392
716 => 0.070192130803423
717 => 0.073308219902592
718 => 0.072206785898352
719 => 0.071311302908064
720 => 0.072096882911027
721 => 0.071975949027151
722 => 0.070955145343672
723 => 0.070926494784169
724 => 0.068967246144895
725 => 0.068242956532889
726 => 0.067637685920958
727 => 0.066976746213719
728 => 0.066584919000369
729 => 0.067186943682359
730 => 0.067324633850077
731 => 0.066008296361314
801 => 0.06582888442563
802 => 0.066903834034072
803 => 0.066430788789557
804 => 0.066917327554498
805 => 0.067030208721416
806 => 0.067012032253669
807 => 0.066518118689495
808 => 0.066832924466585
809 => 0.066088314955649
810 => 0.065278663949238
811 => 0.064762157050189
812 => 0.064311436276069
813 => 0.064561522357596
814 => 0.063670011140868
815 => 0.063384798760061
816 => 0.066726275352661
817 => 0.069194660038542
818 => 0.069158768747622
819 => 0.068940289744635
820 => 0.068615674263044
821 => 0.070168383159039
822 => 0.069627450427069
823 => 0.070021024186019
824 => 0.070121205225911
825 => 0.070424423061064
826 => 0.070532797374678
827 => 0.070205214928137
828 => 0.06910580822672
829 => 0.06636619125524
830 => 0.065090892159562
831 => 0.064670022216201
901 => 0.064685320039297
902 => 0.064263337785838
903 => 0.0643876304714
904 => 0.06422011386215
905 => 0.063902877930851
906 => 0.064541933932786
907 => 0.06461557918379
908 => 0.064466415876788
909 => 0.064501549235377
910 => 0.063266540761882
911 => 0.063360435773825
912 => 0.062837616415728
913 => 0.062739594088766
914 => 0.061417952278587
915 => 0.059076472236811
916 => 0.060373879472922
917 => 0.058806793974764
918 => 0.058213314951392
919 => 0.061022752343113
920 => 0.060740762750647
921 => 0.060258119146276
922 => 0.05954418866367
923 => 0.059279384903002
924 => 0.057670521079868
925 => 0.057575460822243
926 => 0.058372857175965
927 => 0.058004886195456
928 => 0.057488115577312
929 => 0.055616424782592
930 => 0.053512024633802
1001 => 0.053575543246506
1002 => 0.05424491378008
1003 => 0.05619119888336
1004 => 0.055430751622434
1005 => 0.054879038409506
1006 => 0.054775719109162
1007 => 0.056068976466564
1008 => 0.057899206573081
1009 => 0.058757909589968
1010 => 0.057906960979431
1011 => 0.056929437033973
1012 => 0.056988934387124
1013 => 0.057384743622348
1014 => 0.057426337576529
1015 => 0.056790069979121
1016 => 0.056969175580833
1017 => 0.056697097794073
1018 => 0.055027356918949
1019 => 0.054997156601323
1020 => 0.054587375262359
1021 => 0.054574967246272
1022 => 0.053877826963948
1023 => 0.053780292219348
1024 => 0.052396077875403
1025 => 0.053307171948375
1026 => 0.052696057878811
1027 => 0.051774964828743
1028 => 0.05161616803973
1029 => 0.0516113944165
1030 => 0.052557151026282
1031 => 0.053296120231743
1101 => 0.052706688469692
1102 => 0.052572486283127
1103 => 0.054005414534084
1104 => 0.053823061352719
1105 => 0.053665144673709
1106 => 0.057735329541182
1107 => 0.054513460618091
1108 => 0.053108541869775
1109 => 0.051369688131899
1110 => 0.051935867677013
1111 => 0.052055170026076
1112 => 0.04787354023843
1113 => 0.04617705355437
1114 => 0.045594883255153
1115 => 0.045259836017274
1116 => 0.045412521250834
1117 => 0.043885484257139
1118 => 0.044911678371762
1119 => 0.043589393412447
1120 => 0.04336770803593
1121 => 0.04573211734286
1122 => 0.046061111085241
1123 => 0.044657521569901
1124 => 0.045558853259251
1125 => 0.045232017859245
1126 => 0.043612060192886
1127 => 0.043550189725633
1128 => 0.04273735191292
1129 => 0.041465418132438
1130 => 0.040884110264218
1201 => 0.040581360079303
1202 => 0.040706280706083
1203 => 0.040643117014549
1204 => 0.040230931201722
1205 => 0.040666743022853
1206 => 0.039553423909743
1207 => 0.039110091268281
1208 => 0.038909848199372
1209 => 0.037921713406229
1210 => 0.039494275287656
1211 => 0.039804089788909
1212 => 0.040114514720437
1213 => 0.042816551813282
1214 => 0.042681565676001
1215 => 0.043901774616106
1216 => 0.043854359540514
1217 => 0.043506336184722
1218 => 0.042038082893698
1219 => 0.042623302486401
1220 => 0.040822087543376
1221 => 0.042171680249401
1222 => 0.04155578249871
1223 => 0.041963444600355
1224 => 0.041230431384188
1225 => 0.041636111163389
1226 => 0.039877558300517
1227 => 0.038235446380673
1228 => 0.038896280153453
1229 => 0.039614682039974
1230 => 0.041172360375348
1231 => 0.040244620009367
]
'min_raw' => 0.037921713406229
'max_raw' => 0.11319723806498
'avg_raw' => 0.075559475735607
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.037921'
'max' => '$0.113197'
'avg' => '$0.075559'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.071837286593771
'max_diff' => 0.0034382380649847
'year' => 2026
]
1 => [
'items' => [
101 => 0.040578270526721
102 => 0.039460597146007
103 => 0.037154517713976
104 => 0.037167569873122
105 => 0.036812829793175
106 => 0.036506282571201
107 => 0.040351182150564
108 => 0.039873008109003
109 => 0.039111100355646
110 => 0.040130944160525
111 => 0.040400607049632
112 => 0.040408283972984
113 => 0.041152335687045
114 => 0.041549436220218
115 => 0.041619426910322
116 => 0.042790208358697
117 => 0.043182638857212
118 => 0.044799004541752
119 => 0.041515745014365
120 => 0.041448128445007
121 => 0.040145295454298
122 => 0.039319018174616
123 => 0.040201871366549
124 => 0.040983958773123
125 => 0.04016959709008
126 => 0.040275935533772
127 => 0.039182721510082
128 => 0.03957349408305
129 => 0.039910080065641
130 => 0.039724237069664
131 => 0.039446021109784
201 => 0.040919836524591
202 => 0.040836678082959
203 => 0.042209128880097
204 => 0.043279052421365
205 => 0.045196546679027
206 => 0.04319554145992
207 => 0.043122616876461
208 => 0.04383546637725
209 => 0.043182529723668
210 => 0.043595163150124
211 => 0.045130065054737
212 => 0.045162495113314
213 => 0.044619249848367
214 => 0.044586193324625
215 => 0.04469052952021
216 => 0.045301629876634
217 => 0.045088092634882
218 => 0.045335203337139
219 => 0.045644219054204
220 => 0.046922439079935
221 => 0.047230613600745
222 => 0.046481909285346
223 => 0.046549508902139
224 => 0.046269472935787
225 => 0.045998961701131
226 => 0.046607031451645
227 => 0.047718290872348
228 => 0.047711377785167
301 => 0.047969168370974
302 => 0.048129769770279
303 => 0.047440350997051
304 => 0.046991564726311
305 => 0.047163657939525
306 => 0.047438838735157
307 => 0.047074420516296
308 => 0.044825062454543
309 => 0.04550737400093
310 => 0.045393803996281
311 => 0.045232066499077
312 => 0.045918136035128
313 => 0.045851962954698
314 => 0.043869822285625
315 => 0.04399671250022
316 => 0.043877538899848
317 => 0.044262613183273
318 => 0.043161734448657
319 => 0.043500357332893
320 => 0.043712738431494
321 => 0.043837832530158
322 => 0.04428975819236
323 => 0.044236729932007
324 => 0.044286461881242
325 => 0.044956548334335
326 => 0.048345615668182
327 => 0.048530075125608
328 => 0.047621729294367
329 => 0.047984595537618
330 => 0.047287971700699
331 => 0.047755619949397
401 => 0.048075573004179
402 => 0.046629766673056
403 => 0.046544155405332
404 => 0.045844656354035
405 => 0.046220527522551
406 => 0.045622489467349
407 => 0.045769227087613
408 => 0.045358935909001
409 => 0.046097378342344
410 => 0.046923071725174
411 => 0.047131674481297
412 => 0.046582930439071
413 => 0.046185603588505
414 => 0.045488028526512
415 => 0.04664811140108
416 => 0.046987354986489
417 => 0.046646329498947
418 => 0.046567306441929
419 => 0.046417557891672
420 => 0.046599076304773
421 => 0.046985507393067
422 => 0.046803273628089
423 => 0.046923642240403
424 => 0.046464921213838
425 => 0.047440579223352
426 => 0.048990158947347
427 => 0.048995141099542
428 => 0.048812906352256
429 => 0.048738339819969
430 => 0.048925323729613
501 => 0.049026754830114
502 => 0.049631426506918
503 => 0.050280263307311
504 => 0.053308101545072
505 => 0.052457896683999
506 => 0.055144374895444
507 => 0.05726903036516
508 => 0.057906121640604
509 => 0.057320027644656
510 => 0.055315031744694
511 => 0.055216657080504
512 => 0.058212967442481
513 => 0.057366372525514
514 => 0.057265672753984
515 => 0.056194397319848
516 => 0.056827653781466
517 => 0.056689151303998
518 => 0.056470518367542
519 => 0.057678727583282
520 => 0.059940387377566
521 => 0.059587886488916
522 => 0.059324760927584
523 => 0.058171821312527
524 => 0.058866148479177
525 => 0.058618911874094
526 => 0.059681197229758
527 => 0.059051922917564
528 => 0.057359958736369
529 => 0.057629409609011
530 => 0.057588682651671
531 => 0.058426840547784
601 => 0.058175246351729
602 => 0.057539554846949
603 => 0.059932657270263
604 => 0.059777262510029
605 => 0.059997576751854
606 => 0.06009456589455
607 => 0.061551205168426
608 => 0.062147943671676
609 => 0.062283413759291
610 => 0.062850269183966
611 => 0.062269309879932
612 => 0.064593561313033
613 => 0.066139052892213
614 => 0.067934220891701
615 => 0.070557443834623
616 => 0.07154379992733
617 => 0.071365623527714
618 => 0.073354521224607
619 => 0.076928526175213
620 => 0.072088032112944
621 => 0.077185084114151
622 => 0.075571416298864
623 => 0.071745438937463
624 => 0.071499091100698
625 => 0.07409008739035
626 => 0.079836667786646
627 => 0.078397214574549
628 => 0.079839022216431
629 => 0.078157077016054
630 => 0.078073554260308
701 => 0.079757333892221
702 => 0.083691576780235
703 => 0.081822565457029
704 => 0.079142879424835
705 => 0.081121517890474
706 => 0.079407438137192
707 => 0.075545136712332
708 => 0.078396113851806
709 => 0.076489746629794
710 => 0.077046125933233
711 => 0.081053026283179
712 => 0.08057090543213
713 => 0.081194814456576
714 => 0.080093631358971
715 => 0.079064952705172
716 => 0.077144847607176
717 => 0.076576399147697
718 => 0.076733497851264
719 => 0.076576321297381
720 => 0.075502040141729
721 => 0.075270049228449
722 => 0.074883387542561
723 => 0.075003230167151
724 => 0.074276193075815
725 => 0.075648262280693
726 => 0.075902930415751
727 => 0.076901407961986
728 => 0.077005073213158
729 => 0.079785818966983
730 => 0.07825423093431
731 => 0.079281752417576
801 => 0.079189841224706
802 => 0.071828359468262
803 => 0.072842706703397
804 => 0.074420712681568
805 => 0.073709823127338
806 => 0.072704791620195
807 => 0.071893174791796
808 => 0.07066349230469
809 => 0.072394246791331
810 => 0.074670004896044
811 => 0.077062790194266
812 => 0.079937564948578
813 => 0.079295948689483
814 => 0.077009048279886
815 => 0.077111636961679
816 => 0.077745799825363
817 => 0.07692450129712
818 => 0.076682284327489
819 => 0.07771252293323
820 => 0.077719617620299
821 => 0.076774614406313
822 => 0.07572441626773
823 => 0.075720015899183
824 => 0.075533143284133
825 => 0.078190321239132
826 => 0.079651500443388
827 => 0.079819022284348
828 => 0.079640224888747
829 => 0.079709036910099
830 => 0.078858808926029
831 => 0.080802177970337
901 => 0.082585605584672
902 => 0.082107608886656
903 => 0.081391023885096
904 => 0.080820229415944
905 => 0.081973147849833
906 => 0.081921810206834
907 => 0.082570028900289
908 => 0.082540621956061
909 => 0.082322650390191
910 => 0.082107616671107
911 => 0.082960201060963
912 => 0.082714670448771
913 => 0.082468758459721
914 => 0.081975544318439
915 => 0.082042580311659
916 => 0.081326119038602
917 => 0.080994651270649
918 => 0.076010171343016
919 => 0.074678155433772
920 => 0.075097234754504
921 => 0.075235206548279
922 => 0.074655511517551
923 => 0.07548664528018
924 => 0.075357113963663
925 => 0.075861044542945
926 => 0.075546210595132
927 => 0.075559131490168
928 => 0.076484991001013
929 => 0.076753771955899
930 => 0.076617067792915
1001 => 0.076712810702724
1002 => 0.078919165648718
1003 => 0.078605492530657
1004 => 0.078438859938424
1005 => 0.07848501830526
1006 => 0.079048789298745
1007 => 0.079206614396166
1008 => 0.078537898368221
1009 => 0.078853268712801
1010 => 0.080196075613566
1011 => 0.080665982032545
1012 => 0.08216569775405
1013 => 0.081528591860234
1014 => 0.082698027301631
1015 => 0.086292473158567
1016 => 0.089163965225821
1017 => 0.086523222451346
1018 => 0.091796351950549
1019 => 0.09590223965118
1020 => 0.095744648842516
1021 => 0.095028692351017
1022 => 0.090354248364521
1023 => 0.086052755316114
1024 => 0.089651136902149
1025 => 0.089660309916826
1026 => 0.089351205747339
1027 => 0.087431386297829
1028 => 0.089284400191946
1029 => 0.089431485705703
1030 => 0.089349156931194
1031 => 0.08787723586051
1101 => 0.08562988444206
1102 => 0.086069011529826
1103 => 0.086788310657536
1104 => 0.085426527347263
1105 => 0.08499135506627
1106 => 0.08580042313155
1107 => 0.088407409013906
1108 => 0.087914573434088
1109 => 0.087901703505394
1110 => 0.090010263110668
1111 => 0.088500989488935
1112 => 0.086074550328682
1113 => 0.085461842439918
1114 => 0.083287142204294
1115 => 0.084789215403056
1116 => 0.08484327234339
1117 => 0.084020602203244
1118 => 0.086141305476561
1119 => 0.086121762822555
1120 => 0.088135054955543
1121 => 0.091983713355822
1122 => 0.090845475685881
1123 => 0.089521829115647
1124 => 0.08966574619857
1125 => 0.091244161380605
1126 => 0.090289815529833
1127 => 0.090633004951706
1128 => 0.091243641922312
1129 => 0.091612054367942
1130 => 0.089612737317189
1201 => 0.08914660087427
1202 => 0.088193049303716
1203 => 0.087944285497841
1204 => 0.088720933355551
1205 => 0.088516314084418
1206 => 0.084838729066874
1207 => 0.084454400970651
1208 => 0.084466187764668
1209 => 0.083499776492909
1210 => 0.082025767338197
1211 => 0.085899375388268
1212 => 0.085588270450737
1213 => 0.085244834677313
1214 => 0.08528690359994
1215 => 0.086968305565718
1216 => 0.085993007512733
1217 => 0.088585997234803
1218 => 0.088052956500351
1219 => 0.087506245282407
1220 => 0.087430673138856
1221 => 0.087220235963157
1222 => 0.086498568587461
1223 => 0.085627111865821
1224 => 0.085051700653907
1225 => 0.078455698037343
1226 => 0.079679877755795
1227 => 0.081088184934382
1228 => 0.081574326928993
1229 => 0.080742747407208
1230 => 0.086531404415518
1231 => 0.087589047831823
]
'min_raw' => 0.036506282571201
'max_raw' => 0.09590223965118
'avg_raw' => 0.066204261111191
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0365062'
'max' => '$0.0959022'
'avg' => '$0.0662042'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0014154308350282
'max_diff' => -0.017294998413805
'year' => 2027
]
2 => [
'items' => [
101 => 0.084385376935462
102 => 0.083786100915774
103 => 0.0865706928516
104 => 0.084891243511777
105 => 0.085647499446665
106 => 0.084012887765317
107 => 0.087334292504249
108 => 0.087308988965014
109 => 0.086016887504241
110 => 0.087108962810957
111 => 0.086919187851762
112 => 0.085460408484854
113 => 0.087380538412158
114 => 0.087381490772646
115 => 0.08613787120936
116 => 0.084685595822771
117 => 0.084425963284862
118 => 0.084230365044272
119 => 0.08559939426987
120 => 0.086826861592698
121 => 0.089110873965525
122 => 0.08968512894285
123 => 0.091926484349665
124 => 0.09059186633452
125 => 0.091183485214437
126 => 0.091825771198187
127 => 0.092133706718082
128 => 0.091631942313144
129 => 0.095113689838619
130 => 0.095407656007757
131 => 0.095506220321472
201 => 0.094332194645713
202 => 0.095375004229918
203 => 0.094887108159692
204 => 0.096156478192987
205 => 0.096355531622338
206 => 0.096186940449209
207 => 0.09625012314953
208 => 0.093279065858889
209 => 0.093125000864794
210 => 0.091024313738348
211 => 0.09188035926987
212 => 0.09028002318002
213 => 0.0907875062394
214 => 0.091011199936498
215 => 0.09089435504364
216 => 0.091928758799822
217 => 0.091049304292341
218 => 0.088728279251391
219 => 0.086406621848721
220 => 0.086377475331212
221 => 0.085766223917746
222 => 0.085324401102091
223 => 0.085409511850892
224 => 0.085709453230839
225 => 0.085306967963825
226 => 0.085392858602063
227 => 0.086819215483151
228 => 0.087105261183342
229 => 0.086133166128825
301 => 0.082230064212294
302 => 0.081272233211787
303 => 0.081960703140337
304 => 0.081631658857632
305 => 0.065883119787862
306 => 0.069583005440922
307 => 0.067384659022119
308 => 0.068397758192959
309 => 0.066153815758406
310 => 0.067224742703274
311 => 0.067026981600547
312 => 0.072976288243093
313 => 0.072883398002873
314 => 0.072927859645224
315 => 0.070805589611617
316 => 0.074186423401064
317 => 0.075851943696596
318 => 0.07554370021628
319 => 0.075621278459431
320 => 0.074288227213091
321 => 0.072940766495194
322 => 0.071446225186329
323 => 0.074222898207312
324 => 0.073914179566768
325 => 0.074622269054715
326 => 0.076423139989509
327 => 0.0766883250755
328 => 0.077044736520315
329 => 0.076916988388443
330 => 0.079960467167445
331 => 0.079591881805788
401 => 0.080480066478135
402 => 0.078653003220384
403 => 0.076585507717803
404 => 0.076978471021324
405 => 0.076940625495183
406 => 0.076458808510344
407 => 0.076023845679924
408 => 0.075299755117293
409 => 0.077590884802699
410 => 0.077497869121565
411 => 0.079003684880213
412 => 0.078737517318158
413 => 0.076959985196505
414 => 0.077023470103973
415 => 0.077450436616505
416 => 0.078928172591394
417 => 0.079366865240679
418 => 0.07916364532665
419 => 0.079644651789511
420 => 0.080024819685542
421 => 0.079692395024084
422 => 0.084398827208756
423 => 0.082444388434373
424 => 0.08339696829411
425 => 0.083624152977731
426 => 0.083042224187815
427 => 0.08316842370504
428 => 0.083359581586326
429 => 0.084520254808943
430 => 0.087566197188592
501 => 0.088915224334107
502 => 0.092973839061218
503 => 0.088803206409037
504 => 0.08855573832725
505 => 0.089286817398025
506 => 0.091669653890839
507 => 0.093600719059814
508 => 0.094241364782185
509 => 0.094326036690305
510 => 0.095527930654795
511 => 0.096216833861246
512 => 0.095381989114557
513 => 0.094674545603626
514 => 0.092140570758593
515 => 0.09243388524669
516 => 0.094454531203696
517 => 0.097308812633419
518 => 0.09975808303749
519 => 0.098900433907675
520 => 0.10544369136223
521 => 0.10609242861204
522 => 0.1060027941003
523 => 0.10748071410041
524 => 0.10454734387336
525 => 0.10329327126993
526 => 0.094827502920514
527 => 0.097206038512496
528 => 0.10066337968194
529 => 0.1002057876138
530 => 0.097694974041556
531 => 0.099756178360245
601 => 0.099074679752668
602 => 0.098537153525468
603 => 0.10099966537685
604 => 0.098292032441844
605 => 0.10063636897218
606 => 0.097629733122967
607 => 0.098904351576658
608 => 0.098180816495985
609 => 0.098649032366305
610 => 0.09591185195564
611 => 0.097388768063936
612 => 0.095850407389886
613 => 0.095849678006626
614 => 0.095815718609482
615 => 0.097625593120367
616 => 0.097684613063191
617 => 0.096347113065078
618 => 0.096154358419673
619 => 0.096867073370534
620 => 0.096032670823418
621 => 0.096423082523546
622 => 0.096044495996096
623 => 0.095959268194514
624 => 0.095280158571199
625 => 0.094987579472966
626 => 0.095102307276218
627 => 0.094710682137484
628 => 0.094474713825696
629 => 0.095768778573032
630 => 0.095077411980953
701 => 0.095662816727203
702 => 0.094995674134883
703 => 0.092683067249709
704 => 0.091353062574672
705 => 0.086984762547351
706 => 0.08822360701624
707 => 0.08904496218079
708 => 0.088773504303806
709 => 0.089356700863821
710 => 0.08939250439608
711 => 0.089202901249434
712 => 0.088983365095285
713 => 0.088876507036556
714 => 0.089672939459156
715 => 0.090135295287158
716 => 0.089127396159867
717 => 0.088891259496351
718 => 0.089910301161677
719 => 0.090531915988845
720 => 0.095121570617455
721 => 0.094781554178178
722 => 0.095634928715906
723 => 0.095538851839058
724 => 0.096433324307821
725 => 0.09789540876198
726 => 0.094922582261433
727 => 0.095438562149321
728 => 0.095312055796527
729 => 0.096693218984592
730 => 0.096697530825306
731 => 0.095869454499843
801 => 0.096318368109881
802 => 0.096067796848058
803 => 0.096520612984908
804 => 0.094777013051333
805 => 0.096900529560446
806 => 0.098104426584731
807 => 0.098121142696081
808 => 0.098691780330875
809 => 0.099271581216929
810 => 0.10038445852769
811 => 0.099240543672746
812 => 0.097182752206564
813 => 0.097331318103796
814 => 0.096124835720089
815 => 0.096145116906928
816 => 0.096036854342117
817 => 0.096361758448742
818 => 0.094848311231795
819 => 0.095203514268577
820 => 0.094706227937016
821 => 0.095437481145955
822 => 0.094650773573622
823 => 0.095311994791333
824 => 0.095597355949067
825 => 0.09665034476449
826 => 0.094495246269425
827 => 0.090100854550646
828 => 0.091024608966783
829 => 0.089658303625973
830 => 0.089784760387156
831 => 0.090040223170191
901 => 0.089212184708155
902 => 0.089370148352221
903 => 0.089364504779281
904 => 0.089315871516597
905 => 0.089100466732259
906 => 0.088788087178431
907 => 0.090032511175526
908 => 0.090243963061826
909 => 0.090713994411723
910 => 0.092112488883707
911 => 0.091972746307185
912 => 0.092200672247356
913 => 0.091703111199713
914 => 0.089807840817117
915 => 0.089910763117313
916 => 0.088627320384653
917 => 0.090681173895476
918 => 0.090194794274572
919 => 0.089881222168888
920 => 0.089795661114627
921 => 0.091197622183908
922 => 0.091617110908884
923 => 0.09135571368632
924 => 0.090819580356666
925 => 0.091849114843192
926 => 0.092124574839213
927 => 0.092186240173749
928 => 0.094010377890215
929 => 0.092288189208457
930 => 0.09270273714124
1001 => 0.095936921774883
1002 => 0.09300396259914
1003 => 0.094557616487326
1004 => 0.094481573214324
1005 => 0.095276369970738
1006 => 0.094416376681919
1007 => 0.094427037329426
1008 => 0.095132763004927
1009 => 0.094141698571983
1010 => 0.093896297081015
1011 => 0.093557276678843
1012 => 0.094297515324173
1013 => 0.094741254913935
1014 => 0.098317470116597
1015 => 0.10062786823274
1016 => 0.10052756775728
1017 => 0.10144412634839
1018 => 0.10103120830838
1019 => 0.099697787034911
1020 => 0.10197377455533
1021 => 0.1012535568725
1022 => 0.10131293074321
1023 => 0.10131072084478
1024 => 0.10178960264133
1025 => 0.1014502709996
1026 => 0.10078141350207
1027 => 0.1012254323232
1028 => 0.10254400948233
1029 => 0.10663691344316
1030 => 0.1089273567234
1031 => 0.10649902588172
1101 => 0.10817405597967
1102 => 0.10716963479515
1103 => 0.10698710158698
1104 => 0.10803914427224
1105 => 0.10909302841896
1106 => 0.10902590055488
1107 => 0.10826083478192
1108 => 0.10782866853959
1109 => 0.11110117611277
1110 => 0.11351230394698
1111 => 0.11334788119309
1112 => 0.1140735897556
1113 => 0.11620429254046
1114 => 0.11639909730027
1115 => 0.11637455637807
1116 => 0.11589171245511
1117 => 0.11798966605352
1118 => 0.11973981585529
1119 => 0.11577994803764
1120 => 0.11728781386413
1121 => 0.11796474341404
1122 => 0.11895867682926
1123 => 0.12063560910331
1124 => 0.12245720233726
1125 => 0.12271479559329
1126 => 0.12253202085116
1127 => 0.12133063114632
1128 => 0.12332384019903
1129 => 0.1244914153156
1130 => 0.12518667957804
1201 => 0.12694975406663
1202 => 0.11796892390048
1203 => 0.11161184593266
1204 => 0.11061909641067
1205 => 0.11263789160159
1206 => 0.11317023179385
1207 => 0.11295564612985
1208 => 0.10580017691682
1209 => 0.11058142434612
1210 => 0.11572564456135
1211 => 0.11592325501031
1212 => 0.11849855921062
1213 => 0.11933718382353
1214 => 0.12141064125762
1215 => 0.12128094593058
1216 => 0.12178579981987
1217 => 0.12166974265357
1218 => 0.12551038593225
1219 => 0.12974718580968
1220 => 0.12960047890212
1221 => 0.1289913887922
1222 => 0.12989599147073
1223 => 0.1342688229873
1224 => 0.13386624273445
1225 => 0.13425731515839
1226 => 0.13941312995842
1227 => 0.14611642260455
1228 => 0.14300207017084
1229 => 0.14975931882122
1230 => 0.15401264866027
1231 => 0.16136834281439
]
'min_raw' => 0.065883119787862
'max_raw' => 0.16136834281439
'avg_raw' => 0.11362573130113
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.065883'
'max' => '$0.161368'
'avg' => '$0.113625'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.02937683721666
'max_diff' => 0.065466103163215
'year' => 2028
]
3 => [
'items' => [
101 => 0.16044737367874
102 => 0.16331089143436
103 => 0.15879864671386
104 => 0.14843762076047
105 => 0.14679794874293
106 => 0.15008061364515
107 => 0.1581507249895
108 => 0.14982645711983
109 => 0.15151044566832
110 => 0.15102545685306
111 => 0.15099961386017
112 => 0.15198593578792
113 => 0.15055522438862
114 => 0.14472624876781
115 => 0.14739763394446
116 => 0.14636608383731
117 => 0.14751066558835
118 => 0.15368750123732
119 => 0.15095657495954
120 => 0.14807976596833
121 => 0.15168792285833
122 => 0.15628234647651
123 => 0.15599483570346
124 => 0.15543694463356
125 => 0.15858174738437
126 => 0.16377604018797
127 => 0.16518003666043
128 => 0.16621643815295
129 => 0.16635934040862
130 => 0.1678313224553
131 => 0.15991610400307
201 => 0.17247775896398
202 => 0.17464680976702
203 => 0.17423911811399
204 => 0.17664992679395
205 => 0.17594060572399
206 => 0.17491291078269
207 => 0.17873455533414
208 => 0.17435334824672
209 => 0.16813477636475
210 => 0.1647231448409
211 => 0.16921585643997
212 => 0.1719593986395
213 => 0.17377270551133
214 => 0.17432141107512
215 => 0.16053053987978
216 => 0.15309802518227
217 => 0.15786218188942
218 => 0.16367478187667
219 => 0.15988381471666
220 => 0.16003241345208
221 => 0.15462749053054
222 => 0.16415299762428
223 => 0.16276521136285
224 => 0.16996504894211
225 => 0.16824674992151
226 => 0.17411793797132
227 => 0.17257185739287
228 => 0.17898955143382
301 => 0.18154974333889
302 => 0.18584870400954
303 => 0.1890110369788
304 => 0.19086801938414
305 => 0.19075653312588
306 => 0.19811482256079
307 => 0.19377589636008
308 => 0.1883251824456
309 => 0.18822659622767
310 => 0.19104959820119
311 => 0.19696583588493
312 => 0.19849983023856
313 => 0.19935712381088
314 => 0.19804414886227
315 => 0.19333455544504
316 => 0.19130097688566
317 => 0.19303364473669
318 => 0.19091474084472
319 => 0.19457256342169
320 => 0.19959553508861
321 => 0.19855831130237
322 => 0.20202559491048
323 => 0.20561386867599
324 => 0.21074526132014
325 => 0.21208679737224
326 => 0.21430430545231
327 => 0.21658684968016
328 => 0.21731994136986
329 => 0.21871964087048
330 => 0.2187122637632
331 => 0.22293035241896
401 => 0.22758303482959
402 => 0.22933931472976
403 => 0.23337778351836
404 => 0.22646204724271
405 => 0.23170771265004
406 => 0.23643943415497
407 => 0.23079808071081
408 => 0.23857337216682
409 => 0.23887526911486
410 => 0.24343355460182
411 => 0.23881285899896
412 => 0.23606910469976
413 => 0.24399022055441
414 => 0.24782299900366
415 => 0.24666853494256
416 => 0.23788300643466
417 => 0.23276945201403
418 => 0.21938629376424
419 => 0.23523922282053
420 => 0.24296072212756
421 => 0.23786300961684
422 => 0.24043399929102
423 => 0.25446048530716
424 => 0.25980086303439
425 => 0.25869010179918
426 => 0.25887780216324
427 => 0.26175937305015
428 => 0.27453784527274
429 => 0.26688068851429
430 => 0.27273429794794
501 => 0.27583903128478
502 => 0.27872288063671
503 => 0.27164105807832
504 => 0.26242771098249
505 => 0.25950945720723
506 => 0.23735614257258
507 => 0.23620296633887
508 => 0.23555565357408
509 => 0.23147443815627
510 => 0.22826772077685
511 => 0.22571762005895
512 => 0.21902539425066
513 => 0.22128382400861
514 => 0.21061781284627
515 => 0.21744154880771
516 => 0.20041833745277
517 => 0.21459577371662
518 => 0.20687963972713
519 => 0.21206081617632
520 => 0.21204273953978
521 => 0.20250255100335
522 => 0.19699996935419
523 => 0.20050642854471
524 => 0.20426563114004
525 => 0.20487554911365
526 => 0.20974945340371
527 => 0.21110965532685
528 => 0.20698817999799
529 => 0.20006556923514
530 => 0.20167353382741
531 => 0.19696738400305
601 => 0.18872003745529
602 => 0.19464342573075
603 => 0.19666593092098
604 => 0.19755918443257
605 => 0.189448866317
606 => 0.18690042828152
607 => 0.18554366125489
608 => 0.19901862901143
609 => 0.19975681816316
610 => 0.19598013809351
611 => 0.2130510901278
612 => 0.20918740792657
613 => 0.21350408757047
614 => 0.20152762789455
615 => 0.20198514478261
616 => 0.19631529684075
617 => 0.19949003282882
618 => 0.19724623175897
619 => 0.19923354553433
620 => 0.20042473321729
621 => 0.20609365079289
622 => 0.21466050364923
623 => 0.20524690354884
624 => 0.20114526317986
625 => 0.20368989779627
626 => 0.21046659510781
627 => 0.22073363842753
628 => 0.21465534213875
629 => 0.21735278681555
630 => 0.21794205847647
701 => 0.21346014782388
702 => 0.22089889286622
703 => 0.22488537676667
704 => 0.22897468436193
705 => 0.23252531556709
706 => 0.22734132498258
707 => 0.23288893800386
708 => 0.22841854119424
709 => 0.22440813311487
710 => 0.22441421524851
711 => 0.22189842767761
712 => 0.21702377224936
713 => 0.21612481099776
714 => 0.22080132095488
715 => 0.22455143907335
716 => 0.22486031676344
717 => 0.22693657484185
718 => 0.22816528298549
719 => 0.24020829314092
720 => 0.24505209145045
721 => 0.25097499633492
722 => 0.25328230158405
723 => 0.26022646316922
724 => 0.25461848871196
725 => 0.25340516816232
726 => 0.23656090357465
727 => 0.23931915095724
728 => 0.24373537114807
729 => 0.236633725419
730 => 0.24113808506058
731 => 0.2420273410692
801 => 0.2363924142146
802 => 0.23940227211846
803 => 0.23140898188648
804 => 0.21483473553314
805 => 0.22091734474042
806 => 0.22539619250109
807 => 0.21900432450866
808 => 0.23046150048564
809 => 0.22376845480401
810 => 0.22164708064578
811 => 0.21337084373005
812 => 0.2172769089727
813 => 0.22255991814286
814 => 0.21929563269144
815 => 0.22606951513806
816 => 0.23566313921093
817 => 0.24250012703545
818 => 0.2430249860654
819 => 0.23862926093684
820 => 0.2456734385085
821 => 0.2457247476518
822 => 0.23777888657467
823 => 0.23291209090766
824 => 0.23180634469229
825 => 0.2345687155326
826 => 0.23792274369452
827 => 0.24321111128554
828 => 0.24640676106364
829 => 0.25473932084325
830 => 0.25699387260641
831 => 0.25947094145673
901 => 0.2627810693405
902 => 0.26675572656433
903 => 0.25805940283594
904 => 0.25840492398965
905 => 0.25030702774257
906 => 0.24165326424677
907 => 0.24822039203323
908 => 0.25680603802563
909 => 0.25483648134868
910 => 0.25461486598813
911 => 0.2549875615536
912 => 0.25350258013888
913 => 0.24678606423611
914 => 0.24341307199735
915 => 0.24776509252744
916 => 0.25007799775304
917 => 0.2536651120514
918 => 0.25322292449933
919 => 0.26246294570397
920 => 0.26605333854036
921 => 0.26513476241124
922 => 0.26530380252577
923 => 0.27180403725653
924 => 0.27903363515236
925 => 0.28580510761128
926 => 0.292693340238
927 => 0.2843893069542
928 => 0.28017303097425
929 => 0.28452315154832
930 => 0.28221491633934
1001 => 0.2954787205172
1002 => 0.29639707754041
1003 => 0.30965992259425
1004 => 0.32224794186056
1005 => 0.31434163249718
1006 => 0.32179692611885
1007 => 0.3298604340097
1008 => 0.34541624898815
1009 => 0.34017759776357
1010 => 0.33616487302568
1011 => 0.33237286753772
1012 => 0.34026342899425
1013 => 0.35041451025328
1014 => 0.35260095593063
1015 => 0.35614383321446
1016 => 0.35241893095293
1017 => 0.35690516544242
1018 => 0.37274354454164
1019 => 0.36846387469979
1020 => 0.36238605553311
1021 => 0.37488893469784
1022 => 0.37941367806385
1023 => 0.41117069663297
1024 => 0.45126524439349
1025 => 0.43466583834564
1026 => 0.42436205135226
1027 => 0.4267836857048
1028 => 0.44142485726084
1029 => 0.44612713687709
1030 => 0.43334471990715
1031 => 0.4378596856758
1101 => 0.46273759096274
1102 => 0.47608378897043
1103 => 0.45795785944246
1104 => 0.4079491387596
1105 => 0.36183881441601
1106 => 0.3740693488069
1107 => 0.37268278576464
1108 => 0.39941099141357
1109 => 0.36836180598944
1110 => 0.36888459464191
1111 => 0.396165511278
1112 => 0.38888743043281
1113 => 0.37709787156976
1114 => 0.36192489124282
1115 => 0.33387623377765
1116 => 0.30903275566608
1117 => 0.35775653735419
1118 => 0.35565547928935
1119 => 0.3526128358521
1120 => 0.35938390957329
1121 => 0.39226232156057
1122 => 0.39150436774722
1123 => 0.38668265229818
1124 => 0.39033988096963
1125 => 0.37645674170121
1126 => 0.38003474280389
1127 => 0.36183151030505
1128 => 0.37006013162867
1129 => 0.3770725764714
1130 => 0.3784804285946
1201 => 0.38165239131488
1202 => 0.354548317162
1203 => 0.36671725072283
1204 => 0.37386535911494
1205 => 0.34156994534897
1206 => 0.37322698262246
1207 => 0.35407649553212
1208 => 0.34757653258299
1209 => 0.35632787638899
1210 => 0.35291746919683
1211 => 0.34998540135884
1212 => 0.34834925712592
1213 => 0.35477527816648
1214 => 0.35447549660418
1215 => 0.3439612789449
1216 => 0.3302459106227
1217 => 0.33484923842325
1218 => 0.33317680627688
1219 => 0.3271156964304
1220 => 0.33120015264573
1221 => 0.3132142745694
1222 => 0.28227050616367
1223 => 0.30271290740576
1224 => 0.30192589719499
1225 => 0.30152905095865
1226 => 0.31689095050561
1227 => 0.31541425832349
1228 => 0.31273404755314
1229 => 0.32706647225776
1230 => 0.32183494444226
1231 => 0.33795728046666
]
'min_raw' => 0.14472624876781
'max_raw' => 0.47608378897043
'avg_raw' => 0.31040501886912
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.144726'
'max' => '$0.476083'
'avg' => '$0.310405'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.078843128979952
'max_diff' => 0.31471544615603
'year' => 2029
]
4 => [
'items' => [
101 => 0.34857649369965
102 => 0.34588311772821
103 => 0.35587053910095
104 => 0.33495528979836
105 => 0.34190249664252
106 => 0.34333430634469
107 => 0.32688961236167
108 => 0.31565586342704
109 => 0.31490670044722
110 => 0.29542892790054
111 => 0.30583379677589
112 => 0.31498965080347
113 => 0.31060470724723
114 => 0.30921656511379
115 => 0.31630828222225
116 => 0.31685936937802
117 => 0.30429452382472
118 => 0.30690715309216
119 => 0.31780225145087
120 => 0.30663262456746
121 => 0.2849318640812
122 => 0.27954977544411
123 => 0.27883170560835
124 => 0.26423505436576
125 => 0.2799094323423
126 => 0.27306714630833
127 => 0.29468184590648
128 => 0.28233564541798
129 => 0.28180342539095
130 => 0.28099889676041
131 => 0.26843495605583
201 => 0.27118566059005
202 => 0.28032942140591
203 => 0.28359201827685
204 => 0.28325170269354
205 => 0.28028461198955
206 => 0.28164293091988
207 => 0.27726731237562
208 => 0.27572219039701
209 => 0.27084536041326
210 => 0.26367776759581
211 => 0.26467446533848
212 => 0.25047358846443
213 => 0.24273619704587
214 => 0.24059458907839
215 => 0.23773074140033
216 => 0.24091806829404
217 => 0.2504333591645
218 => 0.23895589959316
219 => 0.21927860020828
220 => 0.22046123942979
221 => 0.22311827863181
222 => 0.21816690365693
223 => 0.2134808427806
224 => 0.21755499252043
225 => 0.2092174613698
226 => 0.22412582943834
227 => 0.2237225998623
228 => 0.22927951755095
301 => 0.2327543722211
302 => 0.22474595720397
303 => 0.22273186248422
304 => 0.22387918237209
305 => 0.20491654031222
306 => 0.22772986513887
307 => 0.22792715571931
308 => 0.22623783399096
309 => 0.23838522517876
310 => 0.26402000945136
311 => 0.2543751724512
312 => 0.250640400048
313 => 0.24354059497941
314 => 0.25300066368859
315 => 0.25227427801179
316 => 0.24898928650769
317 => 0.24700251339622
318 => 0.2506632037719
319 => 0.2465489133476
320 => 0.24580987373426
321 => 0.24133209776043
322 => 0.23973373546359
323 => 0.23855037165165
324 => 0.23724760436964
325 => 0.24012118436439
326 => 0.23360927404535
327 => 0.22575654857103
328 => 0.22510367941551
329 => 0.22690630855475
330 => 0.22610877935059
331 => 0.22509986115251
401 => 0.22317356154985
402 => 0.22260206960662
403 => 0.22445914117365
404 => 0.22236261564848
405 => 0.22545615326452
406 => 0.2246148822062
407 => 0.21991561046103
408 => 0.21405857797331
409 => 0.21400643809862
410 => 0.2127445500566
411 => 0.21113734590895
412 => 0.21069025848292
413 => 0.21721187899307
414 => 0.23071143827339
415 => 0.22806115176959
416 => 0.22997625538087
417 => 0.23939666970068
418 => 0.2423911361312
419 => 0.24026573478664
420 => 0.23735635433716
421 => 0.23748435231158
422 => 0.24742658603681
423 => 0.24804667095886
424 => 0.24961342550991
425 => 0.25162714787278
426 => 0.24060868041262
427 => 0.23696538348508
428 => 0.2352389872784
429 => 0.22992235516122
430 => 0.23565588708601
501 => 0.23231520356775
502 => 0.23276597590836
503 => 0.23247240983018
504 => 0.23263271675972
505 => 0.22412166224563
506 => 0.22722264318271
507 => 0.22206666092967
508 => 0.21516337947902
509 => 0.21514023725899
510 => 0.21682980561417
511 => 0.21582478424369
512 => 0.21312029757721
513 => 0.21350445714337
514 => 0.21013881511214
515 => 0.21391310702287
516 => 0.21402134020981
517 => 0.2125680322371
518 => 0.21838284967751
519 => 0.22076518512728
520 => 0.21980858668677
521 => 0.2206980676306
522 => 0.22817128313915
523 => 0.2293897433463
524 => 0.22993090288335
525 => 0.2292058207936
526 => 0.22083466429132
527 => 0.2212059606791
528 => 0.21848163414458
529 => 0.21617986530536
530 => 0.21627192398774
531 => 0.2174553323801
601 => 0.22262334623552
602 => 0.2334991267232
603 => 0.23391185464262
604 => 0.23441209292107
605 => 0.23237737244298
606 => 0.23176368127714
607 => 0.23257329833202
608 => 0.23665766966181
609 => 0.24716378161806
610 => 0.2434502199731
611 => 0.24043103655071
612 => 0.24307967437815
613 => 0.24267193734532
614 => 0.23923022645624
615 => 0.23913362909456
616 => 0.23252788551687
617 => 0.23008589252171
618 => 0.22804518039494
619 => 0.22581677602665
620 => 0.22449570322033
621 => 0.22652547146768
622 => 0.22698970348137
623 => 0.22255157973425
624 => 0.22194667986695
625 => 0.2255709475224
626 => 0.22397604245355
627 => 0.2256164418686
628 => 0.22599702860398
629 => 0.22593574537393
630 => 0.22427048130837
701 => 0.22533187096487
702 => 0.22282136801177
703 => 0.22009157311563
704 => 0.21835013404412
705 => 0.21683049748586
706 => 0.21767368017018
707 => 0.21466788785966
708 => 0.21370627440488
709 => 0.22497229603127
710 => 0.23329462733683
711 => 0.23317361734365
712 => 0.23243700013136
713 => 0.23134253637125
714 => 0.23657760282077
715 => 0.23475381034821
716 => 0.23608077175496
717 => 0.23641853912537
718 => 0.23744085922658
719 => 0.23780625079138
720 => 0.23670178370179
721 => 0.23299505724984
722 => 0.22375824735655
723 => 0.21945848741693
724 => 0.21803949501869
725 => 0.21809107269731
726 => 0.21666833006792
727 => 0.21708739153513
728 => 0.21652259759141
729 => 0.21545301450033
730 => 0.21760763642831
731 => 0.21785593653382
801 => 0.21735302203002
802 => 0.21747147660143
803 => 0.21330755930751
804 => 0.21362413289581
805 => 0.2118614109279
806 => 0.21153092180885
807 => 0.20707491417175
808 => 0.19918045073399
809 => 0.20355474981261
810 => 0.19827121164516
811 => 0.19627025568248
812 => 0.20574246999732
813 => 0.20479172239844
814 => 0.2031644557892
815 => 0.20075738932206
816 => 0.19986458495496
817 => 0.19444018824798
818 => 0.1941196859525
819 => 0.19680816343151
820 => 0.19556752357981
821 => 0.19382519536096
822 => 0.18751465916929
823 => 0.18041952714312
824 => 0.18063368458058
825 => 0.18289051406848
826 => 0.18945255017947
827 => 0.18688864914653
828 => 0.18502850952975
829 => 0.18468016129512
830 => 0.18904046876795
831 => 0.19521121735465
901 => 0.19810639452882
902 => 0.19523736187706
903 => 0.19194157164641
904 => 0.19214217112653
905 => 0.1934766695976
906 => 0.19361690651812
907 => 0.19147168589068
908 => 0.1920755529316
909 => 0.19115822367768
910 => 0.18552857573961
911 => 0.18542675326022
912 => 0.18404514686588
913 => 0.18400331237334
914 => 0.18165285523871
915 => 0.18132401003763
916 => 0.17665703473426
917 => 0.17972885201184
918 => 0.17766843825968
919 => 0.17456290873272
920 => 0.17402751427172
921 => 0.17401141966772
922 => 0.17720010410822
923 => 0.17969159037761
924 => 0.17770428003904
925 => 0.17725180799734
926 => 0.1820830256393
927 => 0.18146820915683
928 => 0.18093578204816
929 => 0.19465869450008
930 => 0.18379593848217
1001 => 0.17905915683393
1002 => 0.17319649005379
1003 => 0.17510540391954
1004 => 0.17550764011883
1005 => 0.16140898333771
1006 => 0.15568916003748
1007 => 0.15372633222784
1008 => 0.15259669707308
1009 => 0.15311148599817
1010 => 0.14796297415961
1011 => 0.15142285926365
1012 => 0.14696468320433
1013 => 0.14621725547982
1014 => 0.15418902653592
1015 => 0.15529825190797
1016 => 0.15056595186151
1017 => 0.15360485458112
1018 => 0.15250290621108
1019 => 0.14704110583712
1020 => 0.14683250523712
1021 => 0.14409196580103
1022 => 0.13980355225656
1023 => 0.13784363219324
1024 => 0.13682288880745
1025 => 0.13724406742232
1026 => 0.13703110662637
1027 => 0.13564139338053
1028 => 0.13711076336288
1029 => 0.13335713024357
1030 => 0.13186240329038
1031 => 0.13118726980303
1101 => 0.12785570435858
1102 => 0.13315770653458
1103 => 0.13420226775611
1104 => 0.13524888708593
1105 => 0.14435899379467
1106 => 0.14390387860839
1107 => 0.14801789824222
1108 => 0.14785803500445
1109 => 0.14668464996218
1110 => 0.14173433148132
1111 => 0.14370744019685
1112 => 0.13763451825963
1113 => 0.14218476429355
1114 => 0.14010822202648
1115 => 0.14148268326424
1116 => 0.13901127802858
1117 => 0.14037905572782
1118 => 0.1344499719724
1119 => 0.12891347698606
1120 => 0.13114152418893
1121 => 0.13356366630655
1122 => 0.13881548756789
1123 => 0.13568754615122
1124 => 0.13681247216522
1125 => 0.13304415832867
1126 => 0.12526905051826
1127 => 0.12531305678409
1128 => 0.12411702583739
1129 => 0.12308348047606
1130 => 0.1360468278502
1201 => 0.13443463068403
1202 => 0.13186580549889
1203 => 0.13530428009026
1204 => 0.13621346734814
1205 => 0.13623935063121
1206 => 0.1387479729332
1207 => 0.14008682510546
1208 => 0.14032280360374
1209 => 0.14427017499829
1210 => 0.14559328182266
1211 => 0.15104297157913
1212 => 0.13997323285269
1213 => 0.13974525886826
1214 => 0.13535266647919
1215 => 0.1325668149419
1216 => 0.13554341611735
1217 => 0.13818027841221
1218 => 0.13543460114091
1219 => 0.13579312862814
1220 => 0.1321072812215
1221 => 0.13342479823413
1222 => 0.13455962137412
1223 => 0.13393303873804
1224 => 0.13299501420488
1225 => 0.13796408577441
1226 => 0.13768371128251
1227 => 0.14231102496652
1228 => 0.14591834688558
1229 => 0.15238331265046
1230 => 0.14563678384852
1231 => 0.14539091352395
]
'min_raw' => 0.12308348047606
'max_raw' => 0.35587053910095
'avg_raw' => 0.2394770097885
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.123083'
'max' => '$0.35587'
'avg' => '$0.239477'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.021642768291752
'max_diff' => -0.12021324986948
'year' => 2030
]
5 => [
'items' => [
101 => 0.14779433538543
102 => 0.14559291387129
103 => 0.14698413627774
104 => 0.15215916521257
105 => 0.15226850541926
106 => 0.15043691608031
107 => 0.15032546370258
108 => 0.15067724047052
109 => 0.15273760798787
110 => 0.15201765226861
111 => 0.15285080325398
112 => 0.15389267131886
113 => 0.15820227937808
114 => 0.15924131129105
115 => 0.15671700241882
116 => 0.15694491924649
117 => 0.15600075843445
118 => 0.15508871092031
119 => 0.15713886053824
120 => 0.1608855492608
121 => 0.16086224130471
122 => 0.16173140026312
123 => 0.16227287909371
124 => 0.15994845556609
125 => 0.15843534132104
126 => 0.15901556560455
127 => 0.15994335686954
128 => 0.15871469540178
129 => 0.15113082765141
130 => 0.15343128866753
131 => 0.15304837946765
201 => 0.15250307020367
202 => 0.15481620154431
203 => 0.15459309438359
204 => 0.14791016872917
205 => 0.14833798794686
206 => 0.14793618583278
207 => 0.14923449066437
208 => 0.14552280114971
209 => 0.14666449184581
210 => 0.14738054954772
211 => 0.14780231303516
212 => 0.14932601195771
213 => 0.14914722347562
214 => 0.14931489821464
215 => 0.15157414147518
216 => 0.16300061860837
217 => 0.16362253654763
218 => 0.16055998515892
219 => 0.16178341403256
220 => 0.15943469812966
221 => 0.1610114068503
222 => 0.16209015091291
223 => 0.15721551392455
224 => 0.15692686955823
225 => 0.15456845966932
226 => 0.15583573555646
227 => 0.15381940849966
228 => 0.15431414463128
301 => 0.15293081927697
302 => 0.15542052949739
303 => 0.15820441238567
304 => 0.15890773114212
305 => 0.15705760229167
306 => 0.15571798707451
307 => 0.15336606404987
308 => 0.15727736445588
309 => 0.15842114788931
310 => 0.15727135664842
311 => 0.15700492489447
312 => 0.15650003720217
313 => 0.15711203920515
314 => 0.15841491859909
315 => 0.15780050473732
316 => 0.1582063359176
317 => 0.15665972594966
318 => 0.159949225047
319 => 0.16517374127465
320 => 0.16519053894862
321 => 0.16457612177492
322 => 0.16432471550525
323 => 0.16495514481141
324 => 0.16529712684844
325 => 0.16733581962362
326 => 0.16952341819648
327 => 0.17973198621201
328 => 0.17686546116349
329 => 0.1859231100173
330 => 0.19308653427215
331 => 0.1952345319876
401 => 0.19325847516049
402 => 0.18649849149943
403 => 0.18616681445081
404 => 0.19626908403192
405 => 0.193414730162
406 => 0.19307521385165
407 => 0.1894633339314
408 => 0.1915984023043
409 => 0.19113143153158
410 => 0.19039429532186
411 => 0.1944678570472
412 => 0.20209320094767
413 => 0.20090471959076
414 => 0.20001757338989
415 => 0.19613035698205
416 => 0.19847132950079
417 => 0.19763775402524
418 => 0.20121932326826
419 => 0.19909768099017
420 => 0.1933931056241
421 => 0.19430157805367
422 => 0.19416426427354
423 => 0.1969901721386
424 => 0.19614190474085
425 => 0.19399862644992
426 => 0.2020671383512
427 => 0.20154321406775
428 => 0.20228601891592
429 => 0.20261302458208
430 => 0.20752418559326
501 => 0.20953613111992
502 => 0.20999287797854
503 => 0.21190407061941
504 => 0.20994532576457
505 => 0.21778170174533
506 => 0.22299243450731
507 => 0.22904496875221
508 => 0.23788934805185
509 => 0.24121491648359
510 => 0.24061418231241
511 => 0.24731988975789
512 => 0.25936989697791
513 => 0.24304983329447
514 => 0.26023489998135
515 => 0.25479430627942
516 => 0.24189475648424
517 => 0.24106417755313
518 => 0.24979990244128
519 => 0.26917489946082
520 => 0.26432168245682
521 => 0.26918283758522
522 => 0.26351204191249
523 => 0.26323043911012
524 => 0.26890741969685
525 => 0.28217199427386
526 => 0.27587049210747
527 => 0.26683574356022
528 => 0.27350686129125
529 => 0.26772772172983
530 => 0.25470570281864
531 => 0.26431797129325
601 => 0.25789052110592
602 => 0.25976639277263
603 => 0.27327593705532
604 => 0.27165043294541
605 => 0.27375398578126
606 => 0.27004127008554
607 => 0.26657300818421
608 => 0.26009923978886
609 => 0.25818267611992
610 => 0.25871234536727
611 => 0.25818241364214
612 => 0.25456039972195
613 => 0.25377822616074
614 => 0.25247456929091
615 => 0.25287862706685
616 => 0.25042737075331
617 => 0.25505339787237
618 => 0.25591202927008
619 => 0.25927846602868
620 => 0.25962798066069
621 => 0.26900345911518
622 => 0.26383960313096
623 => 0.26730396355105
624 => 0.26699407854725
625 => 0.24217432884316
626 => 0.24559427136588
627 => 0.25091462869414
628 => 0.24851781492933
629 => 0.24512928103394
630 => 0.24239285823171
701 => 0.23824689787275
702 => 0.24408225746188
703 => 0.25175513480027
704 => 0.25982257749216
705 => 0.26951508128669
706 => 0.26735182727293
707 => 0.25964138287569
708 => 0.25998726777887
709 => 0.26212539214962
710 => 0.25935632682041
711 => 0.25853967539626
712 => 0.26201319678447
713 => 0.26203711701726
714 => 0.25885097270329
715 => 0.25531015635656
716 => 0.25529532020678
717 => 0.25466526613811
718 => 0.26362412713163
719 => 0.26855059483506
720 => 0.26911540641785
721 => 0.26851257851535
722 => 0.26874458304964
723 => 0.26587798004033
724 => 0.2724301844549
725 => 0.27844313517157
726 => 0.27683153593155
727 => 0.27441551956842
728 => 0.27249104616408
729 => 0.27637819115813
730 => 0.27620510271048
731 => 0.27839061729265
801 => 0.27829146972706
802 => 0.27755656337444
803 => 0.27683156217737
804 => 0.27970610997331
805 => 0.2788782863719
806 => 0.2780491769318
807 => 0.27638627101935
808 => 0.2766122875508
809 => 0.27419668834696
810 => 0.27307912162496
811 => 0.25627359954367
812 => 0.25178261490728
813 => 0.25319557009631
814 => 0.2536607516319
815 => 0.25170626936279
816 => 0.2545084948714
817 => 0.25407177099417
818 => 0.25577080812553
819 => 0.25470932348948
820 => 0.2547528871892
821 => 0.25787448717146
822 => 0.25878070092654
823 => 0.25831979329667
824 => 0.25864259720164
825 => 0.26608147694484
826 => 0.26502390612734
827 => 0.26446209270871
828 => 0.26461771886518
829 => 0.26651851213094
830 => 0.26705063046589
831 => 0.26479600768942
901 => 0.26585930082462
902 => 0.27038666804234
903 => 0.27197099034174
904 => 0.27702738660361
905 => 0.27487933960129
906 => 0.27882217283934
907 => 0.29094109800219
908 => 0.30062253398811
909 => 0.2917190853532
910 => 0.3094978096179
911 => 0.32334109666451
912 => 0.32280976825046
913 => 0.32039587095288
914 => 0.30463565669316
915 => 0.2901328725598
916 => 0.30226506730809
917 => 0.30229599476751
918 => 0.30125382847913
919 => 0.29478102316759
920 => 0.3010285888849
921 => 0.30152449796372
922 => 0.30124692075245
923 => 0.29628423609639
924 => 0.28870713388402
925 => 0.2901876815193
926 => 0.29261284874824
927 => 0.28802150124097
928 => 0.28655428751285
929 => 0.28928211698227
930 => 0.29807175189857
1001 => 0.29641012233253
1002 => 0.29636673046939
1003 => 0.30347588639351
1004 => 0.29838726500371
1005 => 0.29020635596635
1006 => 0.28814056854148
1007 => 0.28080841486435
1008 => 0.28587275952538
1009 => 0.28605501627385
1010 => 0.28328132645936
1011 => 0.29043142560812
1012 => 0.29036553618571
1013 => 0.29715349117565
1014 => 0.31012951167694
1015 => 0.30629186390352
1016 => 0.30182909707792
1017 => 0.30231432357096
1018 => 0.30763606055862
1019 => 0.30441841689245
1020 => 0.30557550398901
1021 => 0.30763430916872
1022 => 0.3088764374509
1023 => 0.30213560042643
1024 => 0.30056398886452
1025 => 0.29734902316955
1026 => 0.29651029862991
1027 => 0.299128821106
1028 => 0.29843893294731
1029 => 0.28603969829988
1030 => 0.28474390929053
1031 => 0.28478364928949
1101 => 0.28152532621407
1102 => 0.27655560143693
1103 => 0.28961574142442
1104 => 0.28856682940688
1105 => 0.28740891171886
1106 => 0.28755075002866
1107 => 0.29321971414801
1108 => 0.28993142866924
1109 => 0.29867387455396
1110 => 0.29687669050204
1111 => 0.29503341546058
1112 => 0.29477861870232
1113 => 0.2940691150722
1114 => 0.29163596312983
1115 => 0.28869778594966
1116 => 0.28675774687476
1117 => 0.26451886353482
1118 => 0.26864627092508
1119 => 0.27339447690255
1120 => 0.27503353857873
1121 => 0.27222981016201
1122 => 0.29174667141665
1123 => 0.29531259003703
1124 => 0.28451118993679
1125 => 0.28249068899629
1126 => 0.29187913512193
1127 => 0.28621675441731
1128 => 0.28876652410189
1129 => 0.28325531669328
1130 => 0.29445366466366
1201 => 0.29436835201449
1202 => 0.29001194172785
1203 => 0.29369394987071
1204 => 0.29305411034612
1205 => 0.28813573386187
1206 => 0.29460958597096
1207 => 0.29461279692084
1208 => 0.29041984673648
1209 => 0.28552339887596
1210 => 0.28464802964744
1211 => 0.28398855652305
1212 => 0.28860433413973
1213 => 0.29274282591767
1214 => 0.30044353309731
1215 => 0.30237967384656
1216 => 0.30993656008708
1217 => 0.30543680226896
1218 => 0.30743148662811
1219 => 0.3095969986653
1220 => 0.31063522477
1221 => 0.30894349104668
1222 => 0.32068244591667
1223 => 0.32167357337998
1224 => 0.32200588984521
1225 => 0.31804758031153
1226 => 0.32156348563132
1227 => 0.31991850996674
1228 => 0.32419827965858
1229 => 0.3248694021931
1230 => 0.32430098528224
1231 => 0.32451401016764
]
'min_raw' => 0.14552280114971
'max_raw' => 0.3248694021931
'avg_raw' => 0.23519610167141
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.145522'
'max' => '$0.324869'
'avg' => '$0.235196'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.022439320673653
'max_diff' => -0.031001136907844
'year' => 2031
]
6 => [
'items' => [
101 => 0.31449688307965
102 => 0.31397744219558
103 => 0.30689482888348
104 => 0.3097810461602
105 => 0.30438540130137
106 => 0.30609641586741
107 => 0.30685061478497
108 => 0.30645666407085
109 => 0.30994422855458
110 => 0.30697908628105
111 => 0.2991535883067
112 => 0.29132595828065
113 => 0.29122768876193
114 => 0.28916681194521
115 => 0.28767717547515
116 => 0.28796413230698
117 => 0.2889754056107
118 => 0.28761839843234
119 => 0.28790798471586
120 => 0.2927170465255
121 => 0.29368146957477
122 => 0.29040398322895
123 => 0.2772444026115
124 => 0.27401500851966
125 => 0.2763362329512
126 => 0.27522683717893
127 => 0.22212953817731
128 => 0.23460396097437
129 => 0.22719208253973
130 => 0.23060781712654
131 => 0.22304220854139
201 => 0.22665291350574
202 => 0.22598614814066
203 => 0.24604465085333
204 => 0.24573146492304
205 => 0.24588137045444
206 => 0.23872598886397
207 => 0.25012470602737
208 => 0.25574012398667
209 => 0.25470085957191
210 => 0.25496242003503
211 => 0.25046794468733
212 => 0.24592488680024
213 => 0.24088593643186
214 => 0.25024768338322
215 => 0.24920681693258
216 => 0.25159419007842
217 => 0.25766595216787
218 => 0.25856004219993
219 => 0.25976170826997
220 => 0.25933099652427
221 => 0.26959229771658
222 => 0.26834958643595
223 => 0.27134416306984
224 => 0.26518409173485
225 => 0.25821338629997
226 => 0.25953828951361
227 => 0.25941069067994
228 => 0.25778621107617
229 => 0.25631970352527
301 => 0.25387838163897
302 => 0.26160308533488
303 => 0.26128947647179
304 => 0.26636643943477
305 => 0.26546903691608
306 => 0.2594759632646
307 => 0.2596900070625
308 => 0.26112955446935
309 => 0.26611184448092
310 => 0.26759092737653
311 => 0.26690575724802
312 => 0.26852750412035
313 => 0.2698092667243
314 => 0.26868847376904
315 => 0.28455653847227
316 => 0.27796701168988
317 => 0.28117870119398
318 => 0.28194467021634
319 => 0.27998265667217
320 => 0.28040814715546
321 => 0.28105264929843
322 => 0.2849659401041
323 => 0.29523554749799
324 => 0.29978388670516
325 => 0.31346778962105
326 => 0.29940621044995
327 => 0.29857185453453
328 => 0.30103673866396
329 => 0.30907063826382
330 => 0.31558135930368
331 => 0.31774134108511
401 => 0.31802681833494
402 => 0.32207908774978
403 => 0.32440177300801
404 => 0.32158703565755
405 => 0.31920184046832
406 => 0.31065836736182
407 => 0.311647297637
408 => 0.31846004655804
409 => 0.32808345567792
410 => 0.33634134184784
411 => 0.33344971792752
412 => 0.35551076727119
413 => 0.35769803020231
414 => 0.35739582118791
415 => 0.36237873165336
416 => 0.3524886691315
417 => 0.34826047579247
418 => 0.31971754674134
419 => 0.32773694555376
420 => 0.33939361269039
421 => 0.3378508090846
422 => 0.32938542582638
423 => 0.33633492009553
424 => 0.33403719995937
425 => 0.33222489275548
426 => 0.34052742338952
427 => 0.33139844990824
428 => 0.33930254419662
429 => 0.32916546151438
430 => 0.33346292662202
501 => 0.33102347758192
502 => 0.33260210007849
503 => 0.3233735052201
504 => 0.32835303099421
505 => 0.32316634057674
506 => 0.32316388141016
507 => 0.32304938493172
508 => 0.32915150320657
509 => 0.32935049306444
510 => 0.32484101843953
511 => 0.32419113269485
512 => 0.32659410091185
513 => 0.32378085446812
514 => 0.32509715477278
515 => 0.32382072386341
516 => 0.32353337237996
517 => 0.32124370687104
518 => 0.32025725601412
519 => 0.32064406881283
520 => 0.31932367731519
521 => 0.31852809367722
522 => 0.32289112332158
523 => 0.32056013258671
524 => 0.32253386556034
525 => 0.32028454773193
526 => 0.31248743215751
527 => 0.30800322853766
528 => 0.29327520001058
529 => 0.29745205063079
530 => 0.30022130691326
531 => 0.29930606772843
601 => 0.301272355648
602 => 0.30139306975674
603 => 0.30075380951015
604 => 0.30001362803891
605 => 0.29965334863332
606 => 0.30233857615125
607 => 0.30389744110601
608 => 0.30049923882908
609 => 0.2997030875815
610 => 0.30313885770336
611 => 0.30523467549292
612 => 0.32070901651273
613 => 0.31956262734852
614 => 0.32243983918318
615 => 0.32211590928501
616 => 0.32513168566352
617 => 0.33006120548019
618 => 0.32003811337748
619 => 0.32177777559406
620 => 0.32135125059322
621 => 0.32600793871152
622 => 0.32602247638353
623 => 0.32323055923779
624 => 0.32474410281618
625 => 0.32389928431262
626 => 0.32542598553262
627 => 0.31954731662231
628 => 0.32670690079197
629 => 0.33076592366276
630 => 0.33082228319926
701 => 0.33274622782561
702 => 0.33470106699334
703 => 0.3384532105452
704 => 0.33459642174616
705 => 0.32765843414751
706 => 0.32815933444257
707 => 0.324091594852
708 => 0.32415997428941
709 => 0.3237949594935
710 => 0.32489039637306
711 => 0.31978770341562
712 => 0.32098529525361
713 => 0.31930865966733
714 => 0.32177413091574
715 => 0.31912169140945
716 => 0.32135104490995
717 => 0.32231315997653
718 => 0.32586338528506
719 => 0.31859732024478
720 => 0.30378132175828
721 => 0.30689582426676
722 => 0.30228923041783
723 => 0.30271558821709
724 => 0.30357689882593
725 => 0.30078510933938
726 => 0.30131769479401
727 => 0.30129866709383
728 => 0.30113469665322
729 => 0.30040844438374
730 => 0.29935523490837
731 => 0.30355089729749
801 => 0.30426382209524
802 => 0.30584856560796
803 => 0.31056368736002
804 => 0.31009253550677
805 => 0.31086100372733
806 => 0.3091834419166
807 => 0.30279340549813
808 => 0.30314041521904
809 => 0.29881319843877
810 => 0.30573790894598
811 => 0.30409804609616
812 => 0.30304081584894
813 => 0.30275234078082
814 => 0.3074791504077
815 => 0.30889348593172
816 => 0.30801216694567
817 => 0.30620455599311
818 => 0.30967570339424
819 => 0.31060443600283
820 => 0.31081234498355
821 => 0.31696255265184
822 => 0.31115607327192
823 => 0.31255375057011
824 => 0.323458029866
825 => 0.31356935323231
826 => 0.31880760578898
827 => 0.31855122058488
828 => 0.32123093334007
829 => 0.318331405924
830 => 0.31836734904138
831 => 0.32074675242852
901 => 0.31740530949894
902 => 0.31657792123876
903 => 0.31543489028318
904 => 0.31793065655773
905 => 0.31942675556552
906 => 0.33148421480467
907 => 0.3392738833601
908 => 0.33893571330432
909 => 0.34202595458634
910 => 0.34063377258542
911 => 0.33613804966541
912 => 0.34381170049486
913 => 0.34138343629324
914 => 0.34158361944368
915 => 0.34157616861682
916 => 0.34319075202836
917 => 0.34204667170689
918 => 0.33979157195583
919 => 0.34128861241168
920 => 0.34573428736381
921 => 0.35953379882516
922 => 0.36725618825814
923 => 0.35906890128478
924 => 0.36471638220687
925 => 0.36132990605682
926 => 0.36071448260141
927 => 0.36426151796605
928 => 0.36781476194654
929 => 0.36758843566608
930 => 0.36500896299734
1001 => 0.36355188433846
1002 => 0.37458537210062
1003 => 0.38271465793322
1004 => 0.38216029513886
1005 => 0.38460707222472
1006 => 0.39179088542478
1007 => 0.39244768327332
1008 => 0.39236494184073
1009 => 0.39073699984336
1010 => 0.39781039687485
1011 => 0.4037111491231
1012 => 0.39036017830674
1013 => 0.39544405321657
1014 => 0.39772636845581
1015 => 0.40107748435943
1016 => 0.40673137860108
1017 => 0.4128730073689
1018 => 0.4137415010162
1019 => 0.41312526321219
1020 => 0.40907469394398
1021 => 0.41579493742659
1022 => 0.4197314984496
1023 => 0.42207563045221
1024 => 0.42801995918445
1025 => 0.39774046325773
1026 => 0.37630713105221
1027 => 0.37296000672725
1028 => 0.37976651566122
1029 => 0.38156133778622
1030 => 0.38083784723815
1031 => 0.35671268320752
1101 => 0.37283299273145
1102 => 0.39017709034507
1103 => 0.39084334777047
1104 => 0.39952616568382
1105 => 0.40235364711714
1106 => 0.40934445362035
1107 => 0.40890717677019
1108 => 0.41060932690569
1109 => 0.41021803206667
1110 => 0.42316702902589
1111 => 0.43745169561656
1112 => 0.43695706303498
1113 => 0.43490347320407
1114 => 0.43795340429207
1115 => 0.45269671105155
1116 => 0.45133938362181
1117 => 0.45265791160292
1118 => 0.4700411011687
1119 => 0.4926417203341
1120 => 0.48214146366671
1121 => 0.50492399926748
1122 => 0.51926439777785
1123 => 0.54406463417665
1124 => 0.54095952243578
1125 => 0.55061407247329
1126 => 0.53540072436325
1127 => 0.50046780197766
1128 => 0.49493953329228
1129 => 0.50600726719846
1130 => 0.53321621103312
1201 => 0.5051503607287
1202 => 0.51082804569224
1203 => 0.50919287204078
1204 => 0.50910574058594
1205 => 0.51243119382816
1206 => 0.50760745045634
1207 => 0.4879546521847
1208 => 0.49696141381792
1209 => 0.49348347061112
1210 => 0.49734250789691
1211 => 0.51816814054031
1212 => 0.50896063192759
1213 => 0.49926126956135
1214 => 0.51142642242943
1215 => 0.52691684243055
1216 => 0.52594747978585
1217 => 0.52406651109296
1218 => 0.53466943313045
1219 => 0.55218235397173
1220 => 0.55691602610251
1221 => 0.56041032609379
1222 => 0.5608921310259
1223 => 0.56585502126678
1224 => 0.53916830963219
1225 => 0.58152080635965
1226 => 0.58883391258037
1227 => 0.58745935170807
1228 => 0.59558756148985
1229 => 0.59319603597927
1230 => 0.5897310907333
1231 => 0.60261603215722
]
'min_raw' => 0.22212953817731
'max_raw' => 0.60261603215722
'avg_raw' => 0.41237278516726
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.222129'
'max' => '$0.602616'
'avg' => '$0.412372'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.076606737027594
'max_diff' => 0.27774662996412
'year' => 2032
]
7 => [
'items' => [
101 => 0.58784448657585
102 => 0.56687813730898
103 => 0.5553755834338
104 => 0.57052307426119
105 => 0.57977311833489
106 => 0.58588680905431
107 => 0.58773680817201
108 => 0.54123992308906
109 => 0.51618068086482
110 => 0.53224336782576
111 => 0.55184095450555
112 => 0.53905944404868
113 => 0.53956045505999
114 => 0.52133738007035
115 => 0.55345329228656
116 => 0.548774274014
117 => 0.57304902908909
118 => 0.56725566397334
119 => 0.58705078439652
120 => 0.58183806578237
121 => 0.60347576931054
122 => 0.61210763506536
123 => 0.62660188111033
124 => 0.63726390750321
125 => 0.64352485333318
126 => 0.64314896962976
127 => 0.66795795619891
128 => 0.65332896357905
129 => 0.63495150105969
130 => 0.63461911074286
131 => 0.6441370589923
201 => 0.66408406740154
202 => 0.66925603646489
203 => 0.6721464615983
204 => 0.66771967489006
205 => 0.65184095187055
206 => 0.64498459977768
207 => 0.65082641040845
208 => 0.64368237799953
209 => 0.65601498219879
210 => 0.67295028186648
211 => 0.66945320945454
212 => 0.68114339821728
213 => 0.69324151374299
214 => 0.71054236230512
215 => 0.71506544476783
216 => 0.72254192808127
217 => 0.73023768530763
218 => 0.73270935512226
219 => 0.73742853971249
220 => 0.73740366728025
221 => 0.75162524768068
222 => 0.76731209126804
223 => 0.77323351157101
224 => 0.78684949104865
225 => 0.76353260335401
226 => 0.7812187305155
227 => 0.79717205992763
228 => 0.77815184292391
301 => 0.80436678092136
302 => 0.80538464755947
303 => 0.82075322532806
304 => 0.80517422749635
305 => 0.79592346831381
306 => 0.82263006345239
307 => 0.83555254359009
308 => 0.83166018740598
309 => 0.80203916465561
310 => 0.78479845890946
311 => 0.73967620648802
312 => 0.79312546361746
313 => 0.81915903762901
314 => 0.80197174398817
315 => 0.81064001517544
316 => 0.85793129207683
317 => 0.87593674843745
318 => 0.87219173938209
319 => 0.87282458426435
320 => 0.88254000169439
321 => 0.92562351295731
322 => 0.89980687434059
323 => 0.91954272723208
324 => 0.93001055244281
325 => 0.93973365187677
326 => 0.91585679268409
327 => 0.88479334969513
328 => 0.8749542533459
329 => 0.80026280636012
330 => 0.796374792176
331 => 0.79419233199556
401 => 0.78043222927304
402 => 0.76962055774248
403 => 0.76102271512975
404 => 0.73845940858081
405 => 0.74607386218826
406 => 0.71011266087731
407 => 0.73311936308934
408 => 0.6757244174835
409 => 0.72352463368406
410 => 0.69750914921523
411 => 0.71497784735184
412 => 0.71491690070969
413 => 0.68275148898441
414 => 0.66419915077628
415 => 0.67602142275031
416 => 0.68869583675958
417 => 0.69075221779073
418 => 0.7071849263898
419 => 0.71177094213991
420 => 0.69787510031647
421 => 0.67453503480827
422 => 0.67995639969561
423 => 0.66408928698988
424 => 0.63628278229277
425 => 0.65625389942123
426 => 0.66307291687692
427 => 0.66608458345621
428 => 0.63874007968524
429 => 0.63014784292234
430 => 0.62557340816562
501 => 0.67100520274901
502 => 0.67349405901276
503 => 0.66076071847858
504 => 0.71831662511799
505 => 0.70528995082286
506 => 0.71984393762321
507 => 0.67946446765614
508 => 0.68100701778705
509 => 0.66189072959493
510 => 0.67259457363168
511 => 0.6650294416675
512 => 0.67172980881095
513 => 0.67574598125009
514 => 0.69485913264743
515 => 0.72374287517114
516 => 0.6920042651961
517 => 0.6781752983247
518 => 0.68675471159465
519 => 0.70960281971439
520 => 0.74421887308893
521 => 0.7237254727782
522 => 0.7328200958356
523 => 0.73480686638202
524 => 0.71969579169981
525 => 0.74477603996667
526 => 0.75821674876446
527 => 0.77200413482819
528 => 0.78397533583354
529 => 0.76649714964322
530 => 0.78520131426643
531 => 0.77012905930964
601 => 0.75660768847232
602 => 0.7566281948105
603 => 0.74814604136854
604 => 0.73171080025463
605 => 0.72867988963139
606 => 0.74444706945531
607 => 0.75709085451662
608 => 0.75813225721391
609 => 0.76513250628498
610 => 0.76927518157694
611 => 0.8098790311321
612 => 0.82621023531585
613 => 0.84617972265786
614 => 0.85395896339621
615 => 0.87737168900649
616 => 0.85846401158758
617 => 0.85437321664314
618 => 0.79758160255678
619 => 0.8068812261819
620 => 0.82177082088592
621 => 0.79782712648927
622 => 0.8130138895052
623 => 0.81601207822417
624 => 0.79701352891584
625 => 0.80716147498027
626 => 0.78021153888946
627 => 0.72433031013224
628 => 0.74483825174878
629 => 0.75993899967705
630 => 0.73838837047461
701 => 0.77701703919546
702 => 0.75445096838632
703 => 0.74729860730225
704 => 0.71939469671245
705 => 0.73256426839082
706 => 0.75037630265592
707 => 0.73937053635133
708 => 0.76220915395747
709 => 0.7945547273246
710 => 0.81760610911822
711 => 0.81937570798218
712 => 0.80455521381153
713 => 0.82830515030314
714 => 0.82847814266208
715 => 0.80168811727821
716 => 0.78527937589807
717 => 0.78155127533221
718 => 0.79086480148289
719 => 0.80217314160158
720 => 0.82000324215673
721 => 0.83077759849674
722 => 0.85887140555446
723 => 0.86647278423171
724 => 0.87482439480399
725 => 0.88598472206987
726 => 0.89938555640173
727 => 0.87006529379353
728 => 0.87123024248676
729 => 0.84392761991267
730 => 0.81475085210012
731 => 0.83689238193439
801 => 0.86583948682843
802 => 0.85919898898203
803 => 0.85845179732125
804 => 0.859708366441
805 => 0.8547016479232
806 => 0.83205644562483
807 => 0.82068416679706
808 => 0.83535730786263
809 => 0.84315542931262
810 => 0.85524963561388
811 => 0.85375876940952
812 => 0.88491214601864
813 => 0.89701740613974
814 => 0.89392036258747
815 => 0.89449029313561
816 => 0.91640628836226
817 => 0.94078138242249
818 => 0.96361187458684
819 => 0.98683603180888
820 => 0.95883840382343
821 => 0.94462293498605
822 => 0.95928967021726
823 => 0.95150729405433
824 => 0.99622713588921
825 => 0.9993234407106
826 => 1.0440400487919
827 => 1.0864814346157
828 => 1.0598247605962
829 => 1.0849608035536
830 => 1.1121474833838
831 => 1.1645949996559
901 => 1.1469325213013
902 => 1.133403339688
903 => 1.120618328436
904 => 1.1472219072881
905 => 1.1814469864788
906 => 1.1888187407327
907 => 1.200763798851
908 => 1.1882050308118
909 => 1.203330683612
910 => 1.2567308845454
911 => 1.2423016788766
912 => 1.2218098872163
913 => 1.2639642172434
914 => 1.2792197054093
915 => 1.3862907107194
916 => 1.5214722778059
917 => 1.4655062213821
918 => 1.4307662841464
919 => 1.4389309934391
920 => 1.4882947255543
921 => 1.5041487895831
922 => 1.4610519783291
923 => 1.476274500643
924 => 1.5601520952378
925 => 1.6051497336225
926 => 1.544036896707
927 => 1.3754290034273
928 => 1.2199648255829
929 => 1.2612009261904
930 => 1.2565260320867
1001 => 1.3466420435358
1002 => 1.2419575470934
1003 => 1.2437201655352
1004 => 1.3356996806665
1005 => 1.3111611229576
1006 => 1.2714118021301
1007 => 1.2202550396141
1008 => 1.1256870326756
1009 => 1.0419255117062
1010 => 1.2062011434534
1011 => 1.1991172794967
1012 => 1.1888587947174
1013 => 1.2116879425096
1014 => 1.3225398040222
1015 => 1.3199843098218
1016 => 1.303727559544
1017 => 1.3160581613493
1018 => 1.269250188016
1019 => 1.2813136685418
1020 => 1.2199401992628
1021 => 1.2476835705594
1022 => 1.2713265179399
1023 => 1.2760731896664
1024 => 1.2867676834372
1025 => 1.1953844050847
1026 => 1.2364128141929
1027 => 1.2605131607019
1028 => 1.1516269183961
1029 => 1.2583608297874
1030 => 1.193793625518
1031 => 1.1718785466221
1101 => 1.2013843132634
1102 => 1.189885887308
1103 => 1.1800002158817
1104 => 1.1744838413685
1105 => 1.1961496199572
1106 => 1.1951388854898
1107 => 1.1596894665723
1108 => 1.1134471446976
1109 => 1.1289675857712
1110 => 1.1233288640243
1111 => 1.1028934090037
1112 => 1.1166644383013
1113 => 1.0560237946331
1114 => 0.95169471902821
1115 => 1.0206177020588
1116 => 1.0179642421859
1117 => 1.0166262473931
1118 => 1.0684199642493
1119 => 1.0634411934579
1120 => 1.0544046757193
1121 => 1.1027274462689
1122 => 1.0850889849853
1123 => 1.1394465665172
1124 => 1.175249985342
1125 => 1.1661690802088
1126 => 1.1998423686664
1127 => 1.1293251453867
1128 => 1.1527481383003
1129 => 1.1575755846769
1130 => 1.1021311507813
1201 => 1.0642557819329
1202 => 1.0617299266415
1203 => 0.99605925660575
1204 => 1.0311399984637
1205 => 1.062009599559
1206 => 1.0472254562122
1207 => 1.0425452380923
1208 => 1.0664554574513
1209 => 1.0683134862727
1210 => 1.0259502322403
1211 => 1.0347588942234
1212 => 1.0714924790113
1213 => 1.0338333021354
1214 => 0.96066767305723
1215 => 0.94252158545188
1216 => 0.94010056286658
1217 => 0.89088693409652
1218 => 0.94373419379457
1219 => 0.92066494871786
1220 => 0.99354041750319
1221 => 0.95191434057199
1222 => 0.95011992359247
1223 => 0.94740739914419
1224 => 0.90504719587239
1225 => 0.91432138825756
1226 => 0.94515021624523
1227 => 0.95615028938284
1228 => 0.95500289163364
1229 => 0.94499913816948
1230 => 0.94957880527787
1231 => 0.93482610185996
]
'min_raw' => 0.51618068086482
'max_raw' => 1.6051497336225
'avg_raw' => 1.0606652072437
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.51618'
'max' => '$1.60'
'avg' => '$1.06'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.29405114268751
'max_diff' => 1.0025337014653
'year' => 2033
]
8 => [
'items' => [
101 => 0.92961661523213
102 => 0.91317404245251
103 => 0.88900800284313
104 => 0.89236843886975
105 => 0.84448919101534
106 => 0.81840203564025
107 => 0.8111814548556
108 => 0.80152579246153
109 => 0.81227208761575
110 => 0.84435355512188
111 => 0.80565649884647
112 => 0.73931311014517
113 => 0.74330046084976
114 => 0.7522588540279
115 => 0.73556494760613
116 => 0.71976556619128
117 => 0.73350184648716
118 => 0.70539127810498
119 => 0.75565588191706
120 => 0.75429636524887
121 => 0.77303190120776
122 => 0.78474761633476
123 => 0.75774668597484
124 => 0.7509560250076
125 => 0.75482429411288
126 => 0.69089042247862
127 => 0.76780713990714
128 => 0.7684723188735
129 => 0.76277665272168
130 => 0.80373243021514
131 => 0.89016189515368
201 => 0.85764365382663
202 => 0.84505160791574
203 => 0.82111411943443
204 => 0.85300940156835
205 => 0.85056034154438
206 => 0.83948476333753
207 => 0.83278621908012
208 => 0.84512849226298
209 => 0.83125687484688
210 => 0.82876515119239
211 => 0.81366801686828
212 => 0.80827902679042
213 => 0.80428923307864
214 => 0.79989686223101
215 => 0.80958533781026
216 => 0.78762997752257
217 => 0.76115396532612
218 => 0.75895277138641
219 => 0.76503046138491
220 => 0.76234153599138
221 => 0.75893989784613
222 => 0.75244524424582
223 => 0.75051841925893
224 => 0.75677966570374
225 => 0.7497110835209
226 => 0.76014116157728
227 => 0.75730475746849
228 => 0.74146083468696
301 => 0.72171344072966
302 => 0.72153764750188
303 => 0.71728310386599
304 => 0.71186430287078
305 => 0.71035691639928
306 => 0.73234501527424
307 => 0.77785972189699
308 => 0.76892409591232
309 => 0.77538100144602
310 => 0.80714258603757
311 => 0.81723863867505
312 => 0.81007269965108
313 => 0.8002635203392
314 => 0.80069507444649
315 => 0.83421600959571
316 => 0.83630666920335
317 => 0.8415890915595
318 => 0.84837849709954
319 => 0.81122896477277
320 => 0.7989453348147
321 => 0.79312466947073
322 => 0.77519927309227
323 => 0.7945302762791
324 => 0.78326692855822
325 => 0.78478673897651
326 => 0.78379696044781
327 => 0.78433744645301
328 => 0.7556418319359
329 => 0.76609700566884
330 => 0.74871325152353
331 => 0.72543835614095
401 => 0.72536033053039
402 => 0.73105682820176
403 => 0.72766832848285
404 => 0.71854996286557
405 => 0.71984518366404
406 => 0.70849768657414
407 => 0.72122297526382
408 => 0.72158789101017
409 => 0.71668796171348
410 => 0.73629302469138
411 => 0.74432523498964
412 => 0.7410999965599
413 => 0.74409894366358
414 => 0.76929541151391
415 => 0.77340353517248
416 => 0.7752280923342
417 => 0.772783427445
418 => 0.74455948884208
419 => 0.74581134053657
420 => 0.73662608341902
421 => 0.72886550907324
422 => 0.72917589134822
423 => 0.733165835366
424 => 0.75059015489876
425 => 0.7872586081357
426 => 0.78865014913175
427 => 0.79033673741308
428 => 0.78347653526156
429 => 0.78140743264937
430 => 0.78413711307555
501 => 0.79790785617566
502 => 0.83332994614945
503 => 0.82080941379087
504 => 0.81063002608965
505 => 0.81956009344684
506 => 0.81818537957338
507 => 0.80658141101825
508 => 0.80625572626913
509 => 0.78398400059868
510 => 0.77575065072097
511 => 0.7688702473076
512 => 0.76135702639767
513 => 0.75690293719683
514 => 0.76374644255667
515 => 0.76531163320244
516 => 0.75034818912914
517 => 0.74830872699378
518 => 0.7605281984324
519 => 0.75515086464008
520 => 0.76068158579695
521 => 0.76196476054699
522 => 0.76175813985821
523 => 0.75614358579617
524 => 0.7597221351269
525 => 0.75125779914282
526 => 0.74205410506228
527 => 0.7361827216493
528 => 0.73105916089549
529 => 0.7339020101848
530 => 0.72376777155216
531 => 0.72052562465165
601 => 0.75850980313356
602 => 0.78656912417688
603 => 0.7861611305362
604 => 0.783677574176
605 => 0.77998751319576
606 => 0.79763790523099
607 => 0.79148886157664
608 => 0.79596280460497
609 => 0.79710161087648
610 => 0.80054843447382
611 => 0.80178037764537
612 => 0.7980565897414
613 => 0.78555910271326
614 => 0.75441655326455
615 => 0.73991961242848
616 => 0.73513538048692
617 => 0.73530927823145
618 => 0.73051240212372
619 => 0.73192529711835
620 => 0.73002105490444
621 => 0.72641488083696
622 => 0.73367933909807
623 => 0.73451650023955
624 => 0.7328208888776
625 => 0.73322026673536
626 => 0.71918132886347
627 => 0.7202486788189
628 => 0.71430553863479
629 => 0.71319127149589
630 => 0.69816753063888
701 => 0.67155079598462
702 => 0.68629905073203
703 => 0.6684852329156
704 => 0.66173887018513
705 => 0.6936751020765
706 => 0.6904695901678
707 => 0.68498314718263
708 => 0.67686755453265
709 => 0.67385740227536
710 => 0.65556867005849
711 => 0.65448807419252
712 => 0.66355246371651
713 => 0.65936955983779
714 => 0.65349517860248
715 => 0.63221876524469
716 => 0.60829703225215
717 => 0.60901907900454
718 => 0.6166281371898
719 => 0.63875250008475
720 => 0.63010812874633
721 => 0.62383653815757
722 => 0.62266205776362
723 => 0.6373631388352
724 => 0.65816824852318
725 => 0.66792954050069
726 => 0.65825639660582
727 => 0.64714440973845
728 => 0.64782074489108
729 => 0.65232009965803
730 => 0.65279291822658
731 => 0.64556015710663
801 => 0.64759613699576
802 => 0.64450329737027
803 => 0.62552254629761
804 => 0.62517924469931
805 => 0.62052106228012
806 => 0.62038001436775
807 => 0.61245528403465
808 => 0.61134655947997
809 => 0.59561152640685
810 => 0.60596837282565
811 => 0.59902154400676
812 => 0.58855103438544
813 => 0.58674591458015
814 => 0.58669165049906
815 => 0.59744252271705
816 => 0.60584274262432
817 => 0.59914238706826
818 => 0.59761684598908
819 => 0.61390563357379
820 => 0.61183273687804
821 => 0.61003762170827
822 => 0.65630537914306
823 => 0.61968083881529
824 => 0.6037104487767
825 => 0.58394405840914
826 => 0.59038009478361
827 => 0.59173626221276
828 => 0.54420165653843
829 => 0.52491687293641
830 => 0.51829906193594
831 => 0.51449041814305
901 => 0.51622606494541
902 => 0.49886749782409
903 => 0.51053274201382
904 => 0.49550169016991
905 => 0.492981685413
906 => 0.51985906809993
907 => 0.52359889888542
908 => 0.50764361888015
909 => 0.51788949156874
910 => 0.51417419570357
911 => 0.49575935441203
912 => 0.4950560429251
913 => 0.48581612287798
914 => 0.47135743720531
915 => 0.46474942987457
916 => 0.46130792228337
917 => 0.46272795538915
918 => 0.46200994319714
919 => 0.45732442796211
920 => 0.46227851144574
921 => 0.4496228753137
922 => 0.44458329903253
923 => 0.44230703934361
924 => 0.43107443384518
925 => 0.44895050435551
926 => 0.45247231544285
927 => 0.45600106558597
928 => 0.48671642640181
929 => 0.48518197377616
930 => 0.4990526782033
1001 => 0.49851368813585
1002 => 0.49455753854272
1003 => 0.4778671941643
1004 => 0.48451966795676
1005 => 0.46404438764755
1006 => 0.47938585983893
1007 => 0.47238465260598
1008 => 0.47701874463089
1009 => 0.46868622933087
1010 => 0.47329778733902
1011 => 0.45330746750224
1012 => 0.43464078811004
1013 => 0.4421528048118
1014 => 0.45031922606993
1015 => 0.46802610812299
1016 => 0.45748003525079
1017 => 0.4612728018468
1018 => 0.44856766865163
1019 => 0.42235334982812
1020 => 0.4225017200258
1021 => 0.41846921818478
1022 => 0.41498454783923
1023 => 0.45869137858315
1024 => 0.4532557432774
1025 => 0.44459476981604
1026 => 0.45618782696747
1027 => 0.45925321528486
1028 => 0.45934048258083
1029 => 0.4677984778184
1030 => 0.47231251139287
1031 => 0.47310812937531
1101 => 0.48641696762871
1102 => 0.49087791466342
1103 => 0.50925192416257
1104 => 0.47192952718187
1105 => 0.47116089697674
1106 => 0.45635096505598
1107 => 0.44695827209608
1108 => 0.45699409077875
1109 => 0.46588445610573
1110 => 0.45662721348849
1111 => 0.45783601394324
1112 => 0.44540892207411
1113 => 0.44985102266831
1114 => 0.4536771581156
1115 => 0.45156459101145
1116 => 0.44840197580714
1117 => 0.4651555475333
1118 => 0.46421024535874
1119 => 0.47981155651309
1120 => 0.49197389421838
1121 => 0.51377097766417
1122 => 0.49102458478083
1123 => 0.49019561581544
1124 => 0.49829892042295
1125 => 0.49087667408971
1126 => 0.49556727756508
1127 => 0.51301524892784
1128 => 0.51338389706858
1129 => 0.50720856573485
1130 => 0.50683279626198
1201 => 0.50801883619535
1202 => 0.51496550913035
1203 => 0.51253812815716
1204 => 0.5153471548731
1205 => 0.51885988579473
1206 => 0.53339003025362
1207 => 0.53689319889109
1208 => 0.52838231528674
1209 => 0.52915075278389
1210 => 0.52596744868688
1211 => 0.52289241681585
1212 => 0.52980463938958
1213 => 0.54243686200314
1214 => 0.54235827760187
1215 => 0.5452887077129
1216 => 0.54711434139508
1217 => 0.53927738518564
1218 => 0.53417581486617
1219 => 0.53613208154801
1220 => 0.53926019457422
1221 => 0.53511767665326
1222 => 0.50954813704418
1223 => 0.51730430197306
1224 => 0.5160132968718
1225 => 0.51417474861603
1226 => 0.52197363242867
1227 => 0.52122141105944
1228 => 0.4986894606286
1229 => 0.50013188299044
1230 => 0.49877717910987
1231 => 0.50315450449434
]
'min_raw' => 0.41498454783923
'max_raw' => 0.92961661523213
'avg_raw' => 0.67230058153568
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.414984'
'max' => '$0.929616'
'avg' => '$0.67230058'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.10119613302559
'max_diff' => -0.67553311839035
'year' => 2034
]
9 => [
'items' => [
101 => 0.49064028415379
102 => 0.49448957404598
103 => 0.49690381258151
104 => 0.498325817626
105 => 0.50346307492466
106 => 0.50286027707466
107 => 0.50342560416393
108 => 0.5110428005522
109 => 0.5495679659779
110 => 0.55166480573104
111 => 0.54133919990349
112 => 0.54546407576803
113 => 0.53754521611931
114 => 0.54286119965324
115 => 0.54649826057582
116 => 0.53006308163329
117 => 0.52908989699975
118 => 0.52113835340036
119 => 0.52541106253222
120 => 0.51861287508477
121 => 0.52028091249388
122 => 0.51561693448114
123 => 0.5240111663153
124 => 0.53339722183765
125 => 0.53576851012916
126 => 0.529530671538
127 => 0.5250140653044
128 => 0.51708439262078
129 => 0.53027161501792
130 => 0.53412796072016
131 => 0.53025135927564
201 => 0.52935306601553
202 => 0.5276508019108
203 => 0.52971420939247
204 => 0.53410695823327
205 => 0.53203541900128
206 => 0.53340370715983
207 => 0.52818920367205
208 => 0.53927997954424
209 => 0.55689480076984
210 => 0.5569514353004
211 => 0.55487988490204
212 => 0.55403225111121
213 => 0.55615778753211
214 => 0.55731080384639
215 => 0.56418439887487
216 => 0.57156004019654
217 => 0.60597894000034
218 => 0.59631425066488
219 => 0.62685274616033
220 => 0.65100473116989
221 => 0.65824685543595
222 => 0.65158444187945
223 => 0.62879268499918
224 => 0.62767441267282
225 => 0.66173491988349
226 => 0.65211126652641
227 => 0.6509665635818
228 => 0.63878885825727
301 => 0.64598739034221
302 => 0.64441296577914
303 => 0.64192765958285
304 => 0.65566195734683
305 => 0.68137133669179
306 => 0.67736428881984
307 => 0.67437321346504
308 => 0.66126719194923
309 => 0.66915994423763
310 => 0.66634948632344
311 => 0.67842499708345
312 => 0.67127173201454
313 => 0.65203835788711
314 => 0.65510133611093
315 => 0.65463837311426
316 => 0.6641661187799
317 => 0.66130612602426
318 => 0.65407991362748
319 => 0.68128346482815
320 => 0.67951701752729
321 => 0.68202143593385
322 => 0.68312395836813
323 => 0.69968228060364
324 => 0.70646569541631
325 => 0.70800564933918
326 => 0.7144493687631
327 => 0.70784532372982
328 => 0.73426621246722
329 => 0.751834561776
330 => 0.77224110355713
331 => 0.8020605458607
401 => 0.81327293201211
402 => 0.81124751481203
403 => 0.83385627564201
404 => 0.87448371628896
405 => 0.81945948214977
406 => 0.87740013430762
407 => 0.85905679279144
408 => 0.8155650600392
409 => 0.8127647051838
410 => 0.84221781155302
411 => 0.90754196672351
412 => 0.89117900675373
413 => 0.90756873066415
414 => 0.88844924713121
415 => 0.88749980362214
416 => 0.90664014002444
417 => 0.95136257931384
418 => 0.93011662480301
419 => 0.89965533928997
420 => 0.9221474784827
421 => 0.90266270596474
422 => 0.85875806003734
423 => 0.89116649430663
424 => 0.86949589724982
425 => 0.8758205295433
426 => 0.92136890129866
427 => 0.91588840070301
428 => 0.92298067595447
429 => 0.91046299577281
430 => 0.89876950862615
501 => 0.87694274649715
502 => 0.87048091827712
503 => 0.87226673512491
504 => 0.87048003331498
505 => 0.8582681605021
506 => 0.85563100773086
507 => 0.85123563757582
508 => 0.85259794657784
509 => 0.84433336477546
510 => 0.85993033818628
511 => 0.86282527389138
512 => 0.87417545046013
513 => 0.87535386344427
514 => 0.90696394362858
515 => 0.88955364264888
516 => 0.90123397567913
517 => 0.90018917675335
518 => 0.81650765776641
519 => 0.82803823275452
520 => 0.84597618894225
521 => 0.837895163994
522 => 0.8264704853858
523 => 0.81724444485716
524 => 0.80326605004519
525 => 0.82294037231174
526 => 0.84881001396133
527 => 0.87600996024791
528 => 0.90868891350015
529 => 0.9013953515592
530 => 0.87539904994786
531 => 0.87656522504784
601 => 0.88377406064289
602 => 0.87443796355552
603 => 0.87168456626219
604 => 0.88339578613608
605 => 0.88347643487098
606 => 0.87273412686693
607 => 0.86079601734204
608 => 0.86074599622724
609 => 0.85862172494574
610 => 0.88882715027309
611 => 0.90543708009018
612 => 0.90734138177547
613 => 0.90530890541408
614 => 0.90609112489947
615 => 0.89642617271374
616 => 0.91851738735779
617 => 0.93879047050986
618 => 0.93335685115385
619 => 0.9252110833047
620 => 0.91872258685951
621 => 0.93182836759875
622 => 0.93124478781284
623 => 0.93861340281438
624 => 0.93827911987472
625 => 0.93580133179734
626 => 0.93335693964347
627 => 0.94304867823199
628 => 0.94025761316306
629 => 0.93746221279916
630 => 0.93185560941497
701 => 0.93261763993071
702 => 0.92447327856322
703 => 0.92070532433399
704 => 0.86404433331284
705 => 0.84890266506069
706 => 0.8536665421299
707 => 0.85523493415509
708 => 0.84864526072718
709 => 0.85809315967459
710 => 0.85662071463144
711 => 0.86234913694281
712 => 0.85877026738185
713 => 0.85891714543699
714 => 0.86944183772033
715 => 0.87249720066542
716 => 0.87094321841174
717 => 0.87203157431482
718 => 0.89711227673502
719 => 0.89354660288658
720 => 0.89165240972111
721 => 0.89217711417309
722 => 0.89858577137778
723 => 0.90037984549538
724 => 0.89277822739175
725 => 0.89636319443385
726 => 0.91162752909906
727 => 0.91696918234536
728 => 0.93401717536854
729 => 0.92677488492838
730 => 0.94006842247028
731 => 0.98092822477318
801 => 1.013569862136
802 => 0.98355126344444
803 => 1.0434934735738
804 => 1.0901670823588
805 => 1.0883756715147
806 => 1.080237048243
807 => 1.0271003855233
808 => 0.97820323626565
809 => 1.0191077779023
810 => 1.019212051991
811 => 1.015698315588
812 => 0.99387480056334
813 => 1.0149389045704
814 => 1.0166108966529
815 => 1.0156750257052
816 => 0.99894298790376
817 => 0.97339625877838
818 => 0.97838802849925
819 => 0.98656464913138
820 => 0.971084600453
821 => 0.96613778693104
822 => 0.97533485443815
823 => 1.0049697222312
824 => 0.99936742213802
825 => 0.99922112344191
826 => 1.0231901389855
827 => 1.0060334966936
828 => 0.97845099070129
829 => 0.97148604416968
830 => 0.94676517613262
831 => 0.96383996773853
901 => 0.96445445909076
902 => 0.95510277022834
903 => 0.97920982871237
904 => 0.97898767792448
905 => 1.0018737420929
906 => 1.0456233011699
907 => 1.0326844037658
908 => 1.0176378738328
909 => 1.0192738488316
910 => 1.0372164566373
911 => 1.026367946368
912 => 1.0302691462993
913 => 1.0372105517039
914 => 1.0413984739299
915 => 1.0186712712717
916 => 1.0133724731643
917 => 1.002532991862
918 => 0.99970517351871
919 => 1.0085337048662
920 => 1.0062076987728
921 => 0.96440281347203
922 => 0.96003397035792
923 => 0.96016795653895
924 => 0.94918229280135
925 => 0.93242651874009
926 => 0.97645969253778
927 => 0.97292321243795
928 => 0.96901921210957
929 => 0.96949742987388
930 => 0.98861073819672
1001 => 0.97752405412427
1002 => 1.0069998208027
1003 => 1.0009404892962
1004 => 0.99472575880063
1005 => 0.99386669374081
1006 => 0.99147455271589
1007 => 0.98327101106495
1008 => 0.97336474156502
1009 => 0.9668237643748
1010 => 0.89184381652493
1011 => 0.90575965870757
1012 => 0.92176856666978
1013 => 0.92729477754666
1014 => 0.9178418114396
1015 => 0.98364427178337
1016 => 0.99566701537646
1017 => 0.95924934080882
1018 => 0.95243708082107
1019 => 0.98409088241405
1020 => 0.96499977053362
1021 => 0.97359649704441
1022 => 0.95501507648607
1023 => 0.99277108851191
1024 => 0.99248345095889
1025 => 0.97779550952263
1026 => 0.99020965704588
1027 => 0.98805239341655
1028 => 0.97146974370981
1029 => 0.99329678808555
1030 => 0.99330761402724
1031 => 0.97917078973823
1101 => 0.96266207391743
1102 => 0.95971070544713
1103 => 0.95748724576533
1104 => 0.97304966226324
1105 => 0.98700287623286
1106 => 1.0129663481352
1107 => 1.0194941818483
1108 => 1.0449727514132
1109 => 1.0298015037664
1110 => 1.0365267213477
1111 => 1.0438278963723
1112 => 1.0473283481709
1113 => 1.0416245498096
1114 => 1.0812032557414
1115 => 1.0845449111823
1116 => 1.0856653393464
1117 => 1.0723196223933
1118 => 1.0841737426516
1119 => 1.0786275923499
1120 => 1.09305713467
1121 => 1.0953198711514
1122 => 1.0934034138508
1123 => 1.0941216421249
1124 => 1.0603481987742
1125 => 1.0585968675674
1126 => 1.0347173422934
1127 => 1.0444484253511
1128 => 1.0262566319977
1129 => 1.0320254370663
1130 => 1.0345682713733
1201 => 1.0332400390359
1202 => 1.0449986061868
1203 => 1.035001421992
1204 => 1.0086172092126
1205 => 0.98222580807211
1206 => 0.98189448552876
1207 => 0.97494609545539
1208 => 0.96992368209347
1209 => 0.97089117708666
1210 => 0.97430075563503
1211 => 0.96972551118996
1212 => 0.9707018715631
1213 => 0.98691595921229
1214 => 0.99016757885675
1215 => 0.97911730481506
1216 => 0.93474885999072
1217 => 0.92386073234101
1218 => 0.93168690257466
1219 => 0.92794649727289
1220 => 0.74892524655391
1221 => 0.79098363395059
1222 => 0.76599396832736
1223 => 0.77751035596577
1224 => 0.752002378407
1225 => 0.7641761222857
1226 => 0.76192807630525
1227 => 0.82955671864095
1228 => 0.82850079041103
1229 => 0.82900620737621
1230 => 0.80488133877117
1231 => 0.84331290952057
]
'min_raw' => 0.49064028415379
'max_raw' => 1.0953198711514
'avg_raw' => 0.79298007765259
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.49064'
'max' => '$1.09'
'avg' => '$0.79298'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.075655736314562
'max_diff' => 0.16570325591926
'year' => 2035
]
10 => [
'items' => [
101 => 0.86224568322632
102 => 0.85874173069284
103 => 0.85962360005582
104 => 0.8444701626268
105 => 0.8291529257743
106 => 0.81216375279903
107 => 0.84372753626184
108 => 0.84021818235253
109 => 0.84826737759481
110 => 0.86873874739629
111 => 0.87175323436272
112 => 0.87580473541553
113 => 0.87435256069358
114 => 0.90894925408461
115 => 0.90475936623863
116 => 0.91485579043445
117 => 0.89408667984609
118 => 0.87058445979328
119 => 0.87505146347986
120 => 0.87462125510347
121 => 0.86914420870181
122 => 0.86419977610567
123 => 0.85596868891836
124 => 0.88201306675072
125 => 0.88095571257334
126 => 0.89807304766526
127 => 0.89504739241884
128 => 0.87484132617982
129 => 0.87556298978852
130 => 0.88041652437671
131 => 0.8972146630031
201 => 0.9022014942519
202 => 0.89989139532659
203 => 0.90535922813341
204 => 0.90968078024242
205 => 0.90590194854251
206 => 0.95940223656233
207 => 0.93718518694943
208 => 0.94801362234552
209 => 0.95059614038264
210 => 0.94398107473506
211 => 0.94541564560628
212 => 0.94758862957901
213 => 0.96078256274756
214 => 0.99540726107716
215 => 1.010742304269
216 => 1.0568785383295
217 => 1.0094689424061
218 => 1.0066558531844
219 => 1.0149663821195
220 => 1.0420532355293
221 => 1.0640045860793
222 => 1.0712871154605
223 => 1.0722496219396
224 => 1.0859121311922
225 => 1.093743226705
226 => 1.0842531432093
227 => 1.0762112910998
228 => 1.0474063750349
229 => 1.0507406225026
301 => 1.0737102811409
302 => 1.1061562768735
303 => 1.1339983166426
304 => 1.1242490047085
305 => 1.198629372824
306 => 1.2060038825061
307 => 1.2049849637144
308 => 1.2217851942444
309 => 1.1884401579498
310 => 1.1741845089043
311 => 1.0779500308047
312 => 1.1049879937973
313 => 1.144289260891
314 => 1.139087590819
315 => 1.1105459601297
316 => 1.1339766652563
317 => 1.1262297413956
318 => 1.1201194211264
319 => 1.1481119828232
320 => 1.1173330113665
321 => 1.143982217106
322 => 1.1098043350944
323 => 1.1242935387442
324 => 1.1160687659886
325 => 1.1213912019517
326 => 1.0902763500667
327 => 1.1070651688735
328 => 1.0895778800079
329 => 1.089569588756
330 => 1.0891835558851
331 => 1.109757273685
401 => 1.1104281818839
402 => 1.0952241733445
403 => 1.0930330381828
404 => 1.1011348132963
405 => 1.0916497564966
406 => 1.0960877548749
407 => 1.0917841789465
408 => 1.0908153533578
409 => 1.0830955862351
410 => 1.0797696982992
411 => 1.0810738646564
412 => 1.0766220725354
413 => 1.0739397067541
414 => 1.088649965817
415 => 1.0807908678098
416 => 1.0874454463321
417 => 1.0798617142312
418 => 1.0535731946948
419 => 1.0384543891134
420 => 0.98879781265625
421 => 1.0028803561407
422 => 1.0122170970404
423 => 1.0091313042287
424 => 1.0157607812314
425 => 1.016167777277
426 => 1.0140124667239
427 => 1.0115168932158
428 => 1.0103021860459
429 => 1.0193556180992
430 => 1.0246114401307
501 => 1.0131541638991
502 => 1.0104698843824
503 => 1.0220538232261
504 => 1.0291200192289
505 => 1.0812928403612
506 => 1.0774277092557
507 => 1.0871284298368
508 => 1.086036277569
509 => 1.096204178184
510 => 1.1128243984139
511 => 1.0790308435997
512 => 1.0848962362223
513 => 1.0834581774029
514 => 1.0991585265133
515 => 1.0992075412895
516 => 1.0897943977072
517 => 1.094897415554
518 => 1.0920490509859
519 => 1.09719643074
520 => 1.0773760880733
521 => 1.1015151259675
522 => 1.1152004049683
523 => 1.1153904250805
524 => 1.1218771387138
525 => 1.1284680154503
526 => 1.1411186294017
527 => 1.1281151966934
528 => 1.1047232871097
529 => 1.1064121074262
530 => 1.0926974393961
531 => 1.0929279854434
601 => 1.0916973125745
602 => 1.0953906544949
603 => 1.0781865689302
604 => 1.0822243334252
605 => 1.0765714394871
606 => 1.0848839479348
607 => 1.075941062952
608 => 1.0834574839274
609 => 1.0867013220471
610 => 1.0986711545436
611 => 1.0741731089598
612 => 1.0242199356426
613 => 1.0347206982976
614 => 1.0191892455138
615 => 1.0206267406014
616 => 1.0235307094539
617 => 1.0141179962834
618 => 1.0159136453277
619 => 1.015849492108
620 => 1.0152966543195
621 => 1.0128480440876
622 => 1.0092970748086
623 => 1.0234430434853
624 => 1.0258467192158
625 => 1.0311897926122
626 => 1.0470871547986
627 => 1.0454986334305
628 => 1.0480895776889
629 => 1.0424335609204
630 => 1.0208891069974
701 => 1.0220590744989
702 => 1.0074695610076
703 => 1.0308167059505
704 => 1.0252877938608
705 => 1.0217232682688
706 => 1.020750654436
707 => 1.0366874231083
708 => 1.0414559540733
709 => 1.0384845255801
710 => 1.0323900390502
711 => 1.0440932548608
712 => 1.0472245416927
713 => 1.047925521337
714 => 1.0686613758844
715 => 1.0490844252596
716 => 1.0537967918531
717 => 1.0905613308117
718 => 1.0572209671359
719 => 1.0748821013538
720 => 1.0740176807379
721 => 1.0830525193836
722 => 1.0732765602618
723 => 1.0733977449915
724 => 1.0814200696359
725 => 1.0701541615067
726 => 1.0673645642211
727 => 1.0635107555505
728 => 1.071925405794
729 => 1.076969608053
730 => 1.1176221737028
731 => 1.1438855850947
801 => 1.1427454211413
802 => 1.1531643853774
803 => 1.1484705465623
804 => 1.1333129028561
805 => 1.1591851523848
806 => 1.150998090093
807 => 1.1516730215611
808 => 1.1516479005781
809 => 1.1570915812768
810 => 1.1532342345958
811 => 1.1456310083391
812 => 1.150678384756
813 => 1.1656672882442
814 => 1.2121933045873
815 => 1.2382298797206
816 => 1.2106258700718
817 => 1.2296667462951
818 => 1.218249005519
819 => 1.2161740623716
820 => 1.2281331397496
821 => 1.2401131499094
822 => 1.2393500750532
823 => 1.2306532028575
824 => 1.2257405604291
825 => 1.2629407347528
826 => 1.290349189506
827 => 1.2884801166404
828 => 1.2967295964139
829 => 1.3209503241758
830 => 1.3231647639783
831 => 1.3228857954615
901 => 1.3173970753581
902 => 1.3412455272985
903 => 1.3611403254809
904 => 1.3161265952385
905 => 1.3332672344418
906 => 1.3409622196171
907 => 1.3522607408536
908 => 1.3713232400316
909 => 1.3920301702171
910 => 1.3949583571853
911 => 1.3928806684047
912 => 1.3792238913152
913 => 1.4018816614092
914 => 1.4151540517402
915 => 1.4230574564491
916 => 1.4430991757896
917 => 1.3410097412258
918 => 1.2687457652674
919 => 1.2574607019171
920 => 1.2804093220032
921 => 1.2864606901081
922 => 1.2840213912128
923 => 1.2026817163184
924 => 1.2570324653624
925 => 1.3155093013929
926 => 1.3177556348193
927 => 1.3470303616291
928 => 1.35656341269
929 => 1.3801334048981
930 => 1.3786590954681
1001 => 1.3843980134903
1002 => 1.3830787356212
1003 => 1.4267371829393
1004 => 1.4748989336733
1005 => 1.4732312453904
1006 => 1.4663074238984
1007 => 1.476590479501
1008 => 1.5262985675853
1009 => 1.5217222433904
1010 => 1.5261677525354
1011 => 1.584776389812
1012 => 1.660975955253
1013 => 1.6255736067943
1014 => 1.7023865161982
1015 => 1.7507361709905
1016 => 1.8343518995063
1017 => 1.82388279848
1018 => 1.8564337879906
1019 => 1.8051409226756
1020 => 1.6873621359138
1021 => 1.6687231920697
1022 => 1.7060388296588
1023 => 1.7977756834652
1024 => 1.7031497096687
1025 => 1.7222924209266
1026 => 1.7167793187966
1027 => 1.7164855490132
1028 => 1.7276975467951
1029 => 1.711433959234
1030 => 1.6451731777466
1031 => 1.675540103425
1101 => 1.6638139750811
1102 => 1.6768249887195
1103 => 1.7470400631759
1104 => 1.7159963050404
1105 => 1.6832942276348
1106 => 1.7243098898734
1107 => 1.7765369224138
1108 => 1.7732686485784
1109 => 1.7669268313053
1110 => 1.8026753232271
1111 => 1.8617213585565
1112 => 1.8776812646399
1113 => 1.8894625410247
1114 => 1.8910869799919
1115 => 1.9078197109369
1116 => 1.8178435994542
1117 => 1.9606379991277
1118 => 1.9852946473357
1119 => 1.9806602193859
1120 => 2.0080650461587
1121 => 2.0000018509288
1122 => 1.9883195461172
1123 => 2.0317620257259
1124 => 1.9819587284819
1125 => 1.9112692181049
1126 => 1.8724875546321
1127 => 1.9235583775206
1128 => 1.9547455469326
1129 => 1.9753582820374
1130 => 1.9815956832255
1201 => 1.8248281888595
1202 => 1.74033920412
1203 => 1.7944956746698
1204 => 1.8605703064205
1205 => 1.8174765515386
1206 => 1.8191657451427
1207 => 1.7577253755207
1208 => 1.8660064158191
1209 => 1.8502307790345
1210 => 1.9320748105795
1211 => 1.9125420756119
1212 => 1.9792827061698
1213 => 1.9617076614218
1214 => 2.0346606895632
1215 => 2.0637636276132
1216 => 2.1126319901098
1217 => 2.1485797564923
1218 => 2.1696889724833
1219 => 2.1684216543339
1220 => 2.2520668846599
1221 => 2.2027442146784
1222 => 2.1407833167209
1223 => 2.139662639561
1224 => 2.1717530666059
1225 => 2.2390057981133
1226 => 2.2564434529057
1227 => 2.266188723046
1228 => 2.2512635025908
1229 => 2.1977272793135
1230 => 2.1746106095372
1231 => 2.194306681941
]
'min_raw' => 0.81216375279903
'max_raw' => 2.266188723046
'avg_raw' => 1.5391762379225
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.812163'
'max' => '$2.26'
'avg' => '$1.53'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.32152346864524
'max_diff' => 1.1708688518947
'year' => 2036
]
11 => [
'items' => [
101 => 2.1702200778939
102 => 2.2118003139867
103 => 2.2688988592012
104 => 2.2571082354065
105 => 2.296522523003
106 => 2.3373121641614
107 => 2.3956431829953
108 => 2.4108930713098
109 => 2.4361005567925
110 => 2.4620473395817
111 => 2.4703807469283
112 => 2.4862918072572
113 => 2.4862079481153
114 => 2.5341569993544
115 => 2.5870462877297
116 => 2.6070107697015
117 => 2.6529179951477
118 => 2.5743034803521
119 => 2.633933492883
120 => 2.6877212568219
121 => 2.6235932672447
122 => 2.7119787609716
123 => 2.7154105694072
124 => 2.7672268023538
125 => 2.7147011234733
126 => 2.683511543022
127 => 2.7735546931267
128 => 2.8171237371297
129 => 2.8040003864993
130 => 2.7041310402227
131 => 2.6460027970919
201 => 2.493869972718
202 => 2.6740778748378
203 => 2.7618518872238
204 => 2.7039037267352
205 => 2.7331294082425
206 => 2.892575250087
207 => 2.9532819033077
208 => 2.9406553438093
209 => 2.9427890245137
210 => 2.9755452326879
211 => 3.1208042989055
212 => 3.0337616993491
213 => 3.100302505286
214 => 3.1355955088242
215 => 3.1683776174109
216 => 3.0878751196137
217 => 2.9831425527961
218 => 2.9499693525109
219 => 2.6981419242081
220 => 2.6850332129338
221 => 2.677674896061
222 => 2.6312817490323
223 => 2.5948294436202
224 => 2.5658412169692
225 => 2.4897674536197
226 => 2.5154401155814
227 => 2.3941944146306
228 => 2.4717631174151
301 => 2.2782520511179
302 => 2.4394138173426
303 => 2.3517007951128
304 => 2.4105977305059
305 => 2.4103922446468
306 => 2.3019443132977
307 => 2.2393938097461
308 => 2.2792534251112
309 => 2.3219860968428
310 => 2.3289193290612
311 => 2.3843233533981
312 => 2.399785425685
313 => 2.3529346248005
314 => 2.2742419643883
315 => 2.2925204746136
316 => 2.2390233963198
317 => 2.1452718243453
318 => 2.2126058400828
319 => 2.2355966335232
320 => 2.2457506776632
321 => 2.153556774067
322 => 2.1245874479301
323 => 2.109164421771
324 => 2.2623408891555
325 => 2.2707322418151
326 => 2.2278008951907
327 => 2.4218546528505
328 => 2.3779343109712
329 => 2.4270040935954
330 => 2.2908618913969
331 => 2.2960627068607
401 => 2.2316108065643
402 => 2.2676995640527
403 => 2.2421931934549
404 => 2.2647839490837
405 => 2.2783247548625
406 => 2.3427660792362
407 => 2.4401496337534
408 => 2.3331406943036
409 => 2.286515366989
410 => 2.3154414578242
411 => 2.3924754495538
412 => 2.5091858903218
413 => 2.4400909603706
414 => 2.4707541169749
415 => 2.4774526525841
416 => 2.4265046092715
417 => 2.5110644173502
418 => 2.5563807054623
419 => 2.6028658401807
420 => 2.6432275801728
421 => 2.5842986551441
422 => 2.6473610520544
423 => 2.5965438921563
424 => 2.5509556463463
425 => 2.5510247848972
426 => 2.5224266123626
427 => 2.4670140494752
428 => 2.4567951226975
429 => 2.5099552703032
430 => 2.5525846743983
501 => 2.5560958363006
502 => 2.5796976647855
503 => 2.5936649837647
504 => 2.7305636974102
505 => 2.7856254925239
506 => 2.8529540133226
507 => 2.8791822666012
508 => 2.9581199056205
509 => 2.8943713511108
510 => 2.8805789503454
511 => 2.6891020583894
512 => 2.7204563887205
513 => 2.7706576968234
514 => 2.6899298594698
515 => 2.7411330912839
516 => 2.7512416938767
517 => 2.6871867584474
518 => 2.7214012671106
519 => 2.6305376759959
520 => 2.4421302117382
521 => 2.5112741687171
522 => 2.5621873946578
523 => 2.4895279436849
524 => 2.6197671972448
525 => 2.543684113999
526 => 2.5195694292422
527 => 2.4254894464998
528 => 2.4698915768836
529 => 2.5299460940049
530 => 2.4928393845109
531 => 2.5698413783114
601 => 2.6788967372145
602 => 2.7566160803277
603 => 2.762582406447
604 => 2.7126140756168
605 => 2.7926886446659
606 => 2.793271900482
607 => 2.7029474594804
608 => 2.6476242422955
609 => 2.6350546909501
610 => 2.6664558946167
611 => 2.70458275285
612 => 2.7646981817295
613 => 2.8010246763714
614 => 2.8957449083135
615 => 2.9213734872351
616 => 2.9495315253704
617 => 2.9871593479365
618 => 3.0323411965028
619 => 2.9334858840438
620 => 2.9374135898972
621 => 2.8453608916804
622 => 2.7469893819435
623 => 2.821641095652
624 => 2.9192382808246
625 => 2.8968493787107
626 => 2.8943301698591
627 => 2.8985667803772
628 => 2.8816862793365
629 => 2.80533639875
630 => 2.766993966695
701 => 2.8164654862436
702 => 2.8427573971597
703 => 2.8835338580949
704 => 2.878507298598
705 => 2.9835430828949
706 => 3.0243568125555
707 => 3.0139149139903
708 => 3.0158364746246
709 => 3.0897277826572
710 => 3.171910114096
711 => 3.2488847124022
712 => 3.3271865799352
713 => 3.2327906224503
714 => 3.1848621767727
715 => 3.2343120986035
716 => 3.208073274022
717 => 3.358849343008
718 => 3.3692887508904
719 => 3.5200539170504
720 => 3.6631480125183
721 => 3.5732731749519
722 => 3.6580210987254
723 => 3.7496828878861
724 => 3.9265133507663
725 => 3.8669630718389
726 => 3.8213484914524
727 => 3.7782429333952
728 => 3.8679387568976
729 => 3.9833310009077
730 => 4.0081853850543
731 => 4.0484589824773
801 => 4.0061162192082
802 => 4.0571134136634
803 => 4.2371559193931
804 => 4.1885068450658
805 => 4.1194173387921
806 => 4.2615436055996
807 => 4.3129785490554
808 => 4.673975918917
809 => 5.1297500104248
810 => 4.9410565437666
811 => 4.8239284199116
812 => 4.8514563073338
813 => 5.0178895766258
814 => 5.0713426603945
815 => 4.9260387523283
816 => 4.9773625491121
817 => 5.2601617154351
818 => 5.4118743948838
819 => 5.2058281984612
820 => 4.6373549144417
821 => 4.1131965846768
822 => 4.2522269768876
823 => 4.2364652450263
824 => 4.5402976693259
825 => 4.1873465807324
826 => 4.1932893718708
827 => 4.5034047289408
828 => 4.4206712683977
829 => 4.2866536580189
830 => 4.1141750615453
831 => 3.7953324236246
901 => 3.5129246076336
902 => 4.0667913694278
903 => 4.0429076275179
904 => 4.0083204298601
905 => 4.0852904955219
906 => 4.4590352860412
907 => 4.4504192589259
908 => 4.395608490354
909 => 4.4371819752358
910 => 4.2793656251143
911 => 4.3200384919521
912 => 4.1131135553193
913 => 4.206652268626
914 => 4.2863661164174
915 => 4.3023698515452
916 => 4.3384270839591
917 => 4.030321980817
918 => 4.1686521266373
919 => 4.2499081275248
920 => 3.8827905593963
921 => 4.2426513935759
922 => 4.0249585564433
923 => 3.9510703378838
924 => 4.0505510901416
925 => 4.0117833442385
926 => 3.9784531128295
927 => 3.9598542710172
928 => 4.0329019561853
929 => 4.0294941943614
930 => 3.9099740034816
1001 => 3.7540647867451
1002 => 3.8063930374275
1003 => 3.7873816933746
1004 => 3.7184821300149
1005 => 3.7649121167543
1006 => 3.5604579528323
1007 => 3.208705190407
1008 => 3.4410838397436
1009 => 3.4321375145235
1010 => 3.427626371664
1011 => 3.6022525041663
1012 => 3.5854662308365
1013 => 3.5549989803714
1014 => 3.7179225750674
1015 => 3.6584532713717
1016 => 3.8417236526315
1017 => 3.9624373789143
1018 => 3.931820473249
1019 => 4.045352316278
1020 => 3.807598574635
1021 => 3.8865708305843
1022 => 3.9028469030847
1023 => 3.7159121231988
1024 => 3.5882126727526
1025 => 3.5796965752882
1026 => 3.3582833262828
1027 => 3.4765604967162
1028 => 3.5806395120557
1029 => 3.5307937405659
1030 => 3.5150140584123
1031 => 3.5956290323395
1101 => 3.6018935062342
1102 => 3.4590628375558
1103 => 3.4887618564331
1104 => 3.6126117022024
1105 => 3.4856411580857
1106 => 3.2389581313875
1107 => 3.1777773301067
1108 => 3.16961468343
1109 => 3.0036874980459
1110 => 3.1818657237957
1111 => 3.1040861533763
1112 => 3.3497908843888
1113 => 3.2094456597754
1114 => 3.2033956576467
1115 => 3.1942501920869
1116 => 3.0514298092611
1117 => 3.0826983963911
1118 => 3.1866399423516
1119 => 3.2237274569356
1120 => 3.2198589253155
1121 => 3.1861305720713
1122 => 3.2015712394694
1123 => 3.151831469895
1124 => 3.1342673220146
1125 => 3.0788300399043
1126 => 2.9973525501423
1127 => 3.0086824948242
1128 => 2.8472542678607
1129 => 2.7592996021665
1130 => 2.7349549099263
1201 => 2.7024001700278
1202 => 2.7386320544226
1203 => 2.8467969619761
1204 => 2.7163271350014
1205 => 2.4926457680475
1206 => 2.5060893993359
1207 => 2.5362932473911
1208 => 2.4800085763587
1209 => 2.426739858841
1210 => 2.473052686895
1211 => 2.3782759429773
1212 => 2.5477465640923
1213 => 2.543162858727
1214 => 2.6063310262858
1215 => 2.6458313778016
1216 => 2.5547958559484
1217 => 2.5319006683885
1218 => 2.5449428077509
1219 => 2.3293852958156
1220 => 2.5887153787796
1221 => 2.5909580761059
1222 => 2.5717547400164
1223 => 2.7098400032766
1224 => 3.0012429786295
1225 => 2.8916054576442
1226 => 2.8491504957071
1227 => 2.7684435820303
1228 => 2.8759807526023
1229 => 2.8677235757436
1230 => 2.830381490547
1231 => 2.8077968809057
]
'min_raw' => 2.109164421771
'max_raw' => 5.4118743948838
'avg_raw' => 3.7605194083274
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.10'
'max' => '$5.41'
'avg' => '$3.76'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.297000668972
'max_diff' => 3.1456856718378
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.066204261111191
]
1 => [
'year' => 2028
'avg' => 0.11362573130113
]
2 => [
'year' => 2029
'avg' => 0.31040501886912
]
3 => [
'year' => 2030
'avg' => 0.2394770097885
]
4 => [
'year' => 2031
'avg' => 0.23519610167141
]
5 => [
'year' => 2032
'avg' => 0.41237278516726
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.066204261111191
'min' => '$0.0662042'
'max_raw' => 0.41237278516726
'max' => '$0.412372'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.41237278516726
]
1 => [
'year' => 2033
'avg' => 1.0606652072437
]
2 => [
'year' => 2034
'avg' => 0.67230058153568
]
3 => [
'year' => 2035
'avg' => 0.79298007765259
]
4 => [
'year' => 2036
'avg' => 1.5391762379225
]
5 => [
'year' => 2037
'avg' => 3.7605194083274
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.41237278516726
'min' => '$0.412372'
'max_raw' => 3.7605194083274
'max' => '$3.76'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.7605194083274
]
]
]
]
'prediction_2025_max_price' => '$0.113197'
'last_price' => 0.109759
'sma_50day_nextmonth' => '$0.098691'
'sma_200day_nextmonth' => '$0.146619'
'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' => '$0.105783'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.101862'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.096954'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.095285'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.10097'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.128295'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.145297'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.106212'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.103284'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.09956'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.098155'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.105825'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.121793'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.130931'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.154712'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.122935'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.119616'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.118123'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.103914'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.103612'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.112049'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.126229'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.127659'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.122631'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.117932'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '68.41'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.08
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.098246'
'vwma_10_action' => 'BUY'
'hma_9' => '0.107849'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 267.44
'cci_20_action' => 'SELL'
'adx_14' => 25.69
'adx_14_action' => 'SELL'
'ao_5_34' => '0.003710'
'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' => 81.9
'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' => 1767702094
'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 $0.037921 na extremidade inferior e $0.113197 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 $0.0662042 na extremidade inferior e $0.412372 na extremidade superior. Considerando a volatilidade de preços no mercado, se Crypto.com Coin atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0365062 | $0.0662042 | $0.0959022 |
| 2028 | $0.065883 | $0.113625 | $0.161368 |
| 2029 | $0.144726 | $0.310405 | $0.476083 |
| 2030 | $0.123083 | $0.239477 | $0.35587 |
| 2031 | $0.145522 | $0.235196 | $0.324869 |
| 2032 | $0.222129 | $0.412372 | $0.602616 |
Previsão de preço de Crypto.com Coin 2032-2037
A previsão de preço de Crypto.com Coin para 2032-2037 é atualmente estimada entre $0.412372 na extremidade inferior e $3.76 na extremidade superior. Comparado ao preço atual, Crypto.com Coin poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.222129 | $0.412372 | $0.602616 |
| 2033 | $0.51618 | $1.06 | $1.60 |
| 2034 | $0.414984 | $0.67230058 | $0.929616 |
| 2035 | $0.49064 | $0.79298 | $1.09 |
| 2036 | $0.812163 | $1.53 | $2.26 |
| 2037 | $2.10 | $3.76 | $5.41 |
Crypto.com Coin Histograma de preços potenciais
Previsão de preço de Crypto.com Coin baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 60%
Baixista 40%
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 $0.146619 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Crypto.com Coin é esperado para alcançar $0.098691 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 68.41, 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 | $0.105783 | BUY |
| SMA 5 | $0.101862 | BUY |
| SMA 10 | $0.096954 | BUY |
| SMA 21 | $0.095285 | BUY |
| SMA 50 | $0.10097 | BUY |
| SMA 100 | $0.128295 | SELL |
| SMA 200 | $0.145297 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.106212 | BUY |
| EMA 5 | $0.103284 | BUY |
| EMA 10 | $0.09956 | BUY |
| EMA 21 | $0.098155 | BUY |
| EMA 50 | $0.105825 | BUY |
| EMA 100 | $0.121793 | SELL |
| EMA 200 | $0.130931 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.154712 | SELL |
| SMA 50 | $0.122935 | SELL |
| SMA 100 | $0.119616 | SELL |
| SMA 200 | $0.118123 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.126229 | SELL |
| EMA 50 | $0.127659 | SELL |
| EMA 100 | $0.122631 | SELL |
| EMA 200 | $0.117932 | SELL |
Osciladores de Crypto.com Coin
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 68.41 | NEUTRAL |
| Stoch RSI (14) | 124.08 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 267.44 | SELL |
| Índice Direcional Médio (14) | 25.69 | SELL |
| Oscilador Impressionante (5, 34) | 0.003710 | BUY |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 81.9 | SELL |
| VWMA (10) | 0.098246 | BUY |
| Média Móvel de Hull (9) | 0.107849 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.019431 | NEUTRAL |
Previsão do preço de Crypto.com Coin com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Crypto.com Coin
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 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 | $0.154229 | $0.216718 | $0.304525 | $0.4279094 | $0.601284 | $0.8449048 |
| Amazon.com stock | $0.229018 | $0.477861 | $0.997085 | $2.08 | $4.34 | $9.05 |
| Apple stock | $0.155684 | $0.220826 | $0.313226 | $0.444287 | $0.630187 | $0.893873 |
| Netflix stock | $0.173182 | $0.273254 | $0.431153 | $0.680292 | $1.07 | $1.69 |
| Google stock | $0.142137 | $0.184067 | $0.238366 | $0.308683 | $0.399743 | $0.517666 |
| Tesla stock | $0.248815 | $0.564045 | $1.27 | $2.89 | $6.57 | $14.89 |
| Kodak stock | $0.0823075 | $0.061721 | $0.046284 | $0.0347087 | $0.026027 | $0.019518 |
| Nokia stock | $0.07271 | $0.048167 | $0.0319091 | $0.021138 | $0.0140033 | $0.009276 |
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 $0.1097 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 | $0.112611 | $0.115539 | $0.118542 | $0.121623 |
| Se Crypto.com Coin tiver 2% da média anterior do crescimento anual do Bitcoin | $0.115464 | $0.121467 | $0.127782 | $0.134425 |
| Se Crypto.com Coin tiver 5% da média anterior do crescimento anual do Bitcoin | $0.124023 | $0.140142 | $0.158356 | $0.178937 |
| Se Crypto.com Coin tiver 10% da média anterior do crescimento anual do Bitcoin | $0.138288 | $0.174234 | $0.219523 | $0.276585 |
| Se Crypto.com Coin tiver 20% da média anterior do crescimento anual do Bitcoin | $0.166818 | $0.253541 | $0.385349 | $0.585678 |
| Se Crypto.com Coin tiver 50% da média anterior do crescimento anual do Bitcoin | $0.2524084 | $0.580453 | $1.33 | $3.06 |
| Se Crypto.com Coin tiver 100% da média anterior do crescimento anual do Bitcoin | $0.395057 | $1.42 | $5.11 | $18.42 |
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 3.4819% nas últimas 24 horas, e Crypto.com Coin registrou um crescimento de 37.71% 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 $0.113197 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 $0.35587. 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 $0.110698 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 $0.09700717 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 $0.037921 e $0.113197. 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 $0.35587 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 $0.35587, enquanto seu pico mais baixo está previsto para cerca de $0.123083.
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 $0.113197 se o melhor cenário ocorrer. O preço ficará entre $0.113197 e $0.037921 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 $0.0959022 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0959022 e $0.0365062 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 $0.161368 no melhor cenário. O preço é esperado para variar entre $0.161368 e $0.065883 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 $0.476083 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.476083 e $0.144726.
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 $0.35587 no melhor cenário. O preço está previsto para variar entre $0.35587 e $0.123083 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 $0.324869 sob condições ideais. O preço provavelmente oscilará entre $0.324869 e $0.145522 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 $0.602616 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.602616 e $0.222129 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 $1.60. Ao longo do ano, o preço de CRO poderia variar entre $1.60 e $0.51618.
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 $0.929616 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.929616 e $0.414984.
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 $1.09 em 2035. A faixa de preço esperada para o ano está entre $1.09 e $0.49064.
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 $2.26 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $2.26 e $0.812163.
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 $5.41 sob condições favoráveis. O preço é esperado para cair entre $5.41 e $2.10 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
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 SuiComo 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