Previsão de Preço Cronos - Projeção CRO
$0.1105
4.4628%
Add to portfolio
Add to favorites
Sentiment
Altista 60%
Baixista 40%
SMA 50
$0.100987
SMA 200
$0.1453014
RSI (14)
69.20
Momentum (10)
0.02
MACD (12, 26)
0
Hull Moving Average (9)
0.108094
Previsão de Preço Cronos até $0.11404 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.0382043 | $0.11404 |
| 2027 | $0.036778 | $0.096616 |
| 2028 | $0.066374 | $0.16257 |
| 2029 | $0.1458048 | $0.479631 |
| 2030 | $0.12400078 | $0.358522 |
| 2031 | $0.1466073 | $0.32729 |
| 2032 | $0.223785 | $0.6071071 |
| 2033 | $0.520027 | $1.61 |
| 2034 | $0.418077 | $0.936544 |
| 2035 | $0.494296 | $1.10 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Cronos hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.44
(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' => 0.1105
'ticker' => 'CRO'
'marketcap' => '$4.27B'
'low24h' => '$0.1057'
'high24h' => '$0.1112'
'volume24h' => '$25.12M'
'current_supply' => '38.59B'
'max_supply' => '98.29B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.007534 ETH'
'price' => '$0.1105'
'change_24h_pct' => '4.4628%'
'ath_price' => '$0.9654'
'ath_days' => 1504
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 de nov. de 2021'
'ath_pct' => '-88.55%'
'fdv' => '$10.87B'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '38.74%'
'change_30d_pct_is_increased' => true
'max_price' => '$5.45'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.111523'
'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' => '$0.09773'
'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' => '$0.0382043'
'current_year_max_price_prediction' => '$0.11404'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.12400078'
'grand_prediction_max_price' => '$0.358522'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.1126723759865
107 => 0.11309305373836
108 => 0.11404086219364
109 => 0.10594194271693
110 => 0.10957811979019
111 => 0.11171403315701
112 => 0.1020638988605
113 => 0.11152328102952
114 => 0.10580095854731
115 => 0.10385871635044
116 => 0.10647368959757
117 => 0.10545463198002
118 => 0.10457850608152
119 => 0.1040896127764
120 => 0.10600976052503
121 => 0.10592018333748
122 => 0.10277844893612
123 => 0.098680184483016
124 => 0.10005569655442
125 => 0.099555960123386
126 => 0.097744850830028
127 => 0.098965319819581
128 => 0.093590992054811
129 => 0.084344740468773
130 => 0.090453097486855
131 => 0.090217932386273
201 => 0.090099351478671
202 => 0.094689612955172
203 => 0.094248365229557
204 => 0.093447496286856
205 => 0.097730142243847
206 => 0.096166918859828
207 => 0.10098440498762
208 => 0.10415751292686
209 => 0.10335271011418
210 => 0.10633703346799
211 => 0.1000873855744
212 => 0.1021632679123
213 => 0.10259110438509
214 => 0.097677295057515
215 => 0.094320558814471
216 => 0.094096702776654
217 => 0.088276584717963
218 => 0.091385644806564
219 => 0.094121489022885
220 => 0.092811231953355
221 => 0.092396443707958
222 => 0.094515506897096
223 => 0.094680176255441
224 => 0.090925697434302
225 => 0.091706372470098
226 => 0.094961917145794
227 => 0.091624341097138
228 => 0.08513997602455
301 => 0.083531763833187
302 => 0.083317198681628
303 => 0.078955599669734
304 => 0.08363923226178
305 => 0.081594701121802
306 => 0.088053350495747
307 => 0.084364204611781
308 => 0.084205172906126
309 => 0.083964773158149
310 => 0.080210564713226
311 => 0.081032497770271
312 => 0.083764728435827
313 => 0.084739619118079
314 => 0.084637930032876
315 => 0.083751339015002
316 => 0.084157215842904
317 => 0.082849745163371
318 => 0.082388050053779
319 => 0.080930813288662
320 => 0.07878907781587
321 => 0.079086899269389
322 => 0.074843560882218
323 => 0.072531564917874
324 => 0.07189163490656
325 => 0.071035893750916
326 => 0.07198829314713
327 => 0.074831540037714
328 => 0.071401981059193
329 => 0.065522242746109
330 => 0.065875625037312
331 => 0.066669570125501
401 => 0.065190058706133
402 => 0.063789825313682
403 => 0.065007214643892
404 => 0.062515892009418
405 => 0.066970634563442
406 => 0.066850146261628
407 => 0.068510598806337
408 => 0.069548913858459
409 => 0.067155933821806
410 => 0.066554105813894
411 => 0.066896934398759
412 => 0.061230741551055
413 => 0.068047549966093
414 => 0.06810650200834
415 => 0.067601718831795
416 => 0.071231458867455
417 => 0.078891342487004
418 => 0.076009386151225
419 => 0.07489340555042
420 => 0.072771925612513
421 => 0.07559867166876
422 => 0.075381621675748
423 => 0.074400039293582
424 => 0.073806375206125
425 => 0.07490021949
426 => 0.073670835794314
427 => 0.073450004701365
428 => 0.072112008544687
429 => 0.0716344047917
430 => 0.071280805986941
501 => 0.070891528446803
502 => 0.071750177698429
503 => 0.069804365529528
504 => 0.067457906804152
505 => 0.067262824150173
506 => 0.067801464509653
507 => 0.067563156247642
508 => 0.067261683221898
509 => 0.06668608911446
510 => 0.066515322638406
511 => 0.067070230841467
512 => 0.066443771833369
513 => 0.067368146224805
514 => 0.067116767538303
515 => 0.065712586629975
516 => 0.063962457323843
517 => 0.063946877501998
518 => 0.063569815013779
519 => 0.063089569243307
520 => 0.062955975856497
521 => 0.064904689510077
522 => 0.068938468452895
523 => 0.068146541126271
524 => 0.068718789779734
525 => 0.071533686779463
526 => 0.072428457888771
527 => 0.0717933705492
528 => 0.070924023828313
529 => 0.070962270672023
530 => 0.073933091586441
531 => 0.074118378042791
601 => 0.074586537142309
602 => 0.075188253886935
603 => 0.071895845512706
604 => 0.070807198533678
605 => 0.070291337199179
606 => 0.068702683952385
607 => 0.070415910278217
608 => 0.06941768666582
609 => 0.069552381135307
610 => 0.069464661185352
611 => 0.069512562209625
612 => 0.066969389372111
613 => 0.067895987888871
614 => 0.066355338138019
615 => 0.064292581067677
616 => 0.064285665982682
617 => 0.064790522853342
618 => 0.064490214231622
619 => 0.063682091452214
620 => 0.063796881478797
621 => 0.062791200058188
622 => 0.063918989411709
623 => 0.063951330374943
624 => 0.063517070042737
625 => 0.065254585146775
626 => 0.065966446502577
627 => 0.065680607049161
628 => 0.065946391244536
629 => 0.068179449282029
630 => 0.068543535177294
701 => 0.068705238081806
702 => 0.068488577611289
703 => 0.065987207446179
704 => 0.066098153849649
705 => 0.065284102755082
706 => 0.064596315362764
707 => 0.064623823251487
708 => 0.064977435377241
709 => 0.066521680269485
710 => 0.069771452607004
711 => 0.069894779091661
712 => 0.070044254388751
713 => 0.069436263235218
714 => 0.069252887285621
715 => 0.069494807496488
716 => 0.070715251121549
717 => 0.073854563472416
718 => 0.072744920819997
719 => 0.071842764070964
720 => 0.072634198759579
721 => 0.072512363592737
722 => 0.071483952174011
723 => 0.071455088090718
724 => 0.069481237775163
725 => 0.068751550255899
726 => 0.068141768748638
727 => 0.067475903261459
728 => 0.067081155880645
729 => 0.067687667267051
730 => 0.067826383597153
731 => 0.066500235850773
801 => 0.066319486813226
802 => 0.067402447689807
803 => 0.066925876984875
804 => 0.067416041773283
805 => 0.067529764208749
806 => 0.067511452277389
807 => 0.067013857727643
808 => 0.067331009655168
809 => 0.066580850799031
810 => 0.065765165713198
811 => 0.065244809447414
812 => 0.064790729590274
813 => 0.065042679486291
814 => 0.064144524111223
815 => 0.063857186130443
816 => 0.067223565718267
817 => 0.069710346514471
818 => 0.069674187736821
819 => 0.069454080477159
820 => 0.069127045736428
821 => 0.070691326493291
822 => 0.070146362356381
823 => 0.07054286929926
824 => 0.070643796957567
825 => 0.070949274581795
826 => 0.071058456575768
827 => 0.070728432758212
828 => 0.069620832517479
829 => 0.066860798025043
830 => 0.065575994518243
831 => 0.065151987960904
901 => 0.065167399793961
902 => 0.064742272636819
903 => 0.06486749163746
904 => 0.064698726578549
905 => 0.064379126385624
906 => 0.065022945074988
907 => 0.065097139181351
908 => 0.064946864206193
909 => 0.064982259402876
910 => 0.06373804679185
911 => 0.063832641574378
912 => 0.063305925804735
913 => 0.063207172947581
914 => 0.061875681348311
915 => 0.059516750977413
916 => 0.060823827389802
917 => 0.059245062886392
918 => 0.058647160846765
919 => 0.061477536109516
920 => 0.061193444935525
921 => 0.060707204337118
922 => 0.059987953150654
923 => 0.059721175889169
924 => 0.058100321699802
925 => 0.058004552987374
926 => 0.058807892090368
927 => 0.058437178735547
928 => 0.057916556785251
929 => 0.056030916855882
930 => 0.053910833261345
1001 => 0.053974825258693
1002 => 0.054649184404558
1003 => 0.05660997457088
1004 => 0.055843859930884
1005 => 0.055288034969414
1006 => 0.055183945662168
1007 => 0.056486841268081
1008 => 0.058330711515516
1009 => 0.059195814181341
1010 => 0.058338523713067
1011 => 0.057353714582911
1012 => 0.057413655351497
1013 => 0.057812414430966
1014 => 0.057854318372068
1015 => 0.057213308868351
1016 => 0.057393749288912
1017 => 0.057119643790261
1018 => 0.055437458850997
1019 => 0.055407033459712
1020 => 0.05499419814672
1021 => 0.054981697657514
1022 => 0.05427936180352
1023 => 0.054181100162527
1024 => 0.052786569695683
1025 => 0.053704453871987
1026 => 0.053088785357604
1027 => 0.052160827684909
1028 => 0.052000847432368
1029 => 0.051996038232794
1030 => 0.052948843275114
1031 => 0.053693319790317
1101 => 0.053099495175002
1102 => 0.052964292820902
1103 => 0.054407900244494
1104 => 0.054224188041068
1105 => 0.054065094457718
1106 => 0.058165613158604
1107 => 0.054919732639388
1108 => 0.053504343464628
1109 => 0.051752530585747
1110 => 0.052322929692517
1111 => 0.052443121165221
1112 => 0.048230326979517
1113 => 0.046521196903047
1114 => 0.045934687868011
1115 => 0.045597143626327
1116 => 0.045750966775876
1117 => 0.04421254924609
1118 => 0.045246391269184
1119 => 0.043914251727586
1120 => 0.04369091419828
1121 => 0.04607294471908
1122 => 0.046404390350429
1123 => 0.044990340315008
1124 => 0.045898389351654
1125 => 0.045569118148141
1126 => 0.043937087436554
1127 => 0.043874755867777
1128 => 0.043055860225357
1129 => 0.041774447114411
1130 => 0.041188806937805
1201 => 0.040883800449067
1202 => 0.041009652070778
1203 => 0.040946017639718
1204 => 0.040530759933061
1205 => 0.04096981972538
1206 => 0.039848203388038
1207 => 0.039401566725031
1208 => 0.039199831306243
1209 => 0.038204332249024
1210 => 0.039788613949499
1211 => 0.040100737402748
1212 => 0.040413475835619
1213 => 0.043135650378168
1214 => 0.042999658230807
1215 => 0.044228961012083
1216 => 0.044181192566545
1217 => 0.043830575499941
1218 => 0.042351379769644
1219 => 0.042940960823612
1220 => 0.041126321980739
1221 => 0.042485972785266
1222 => 0.041865484938455
1223 => 0.042276185220105
1224 => 0.041537709082347
1225 => 0.041946412267915
1226 => 0.04017475345253
1227 => 0.038520403378636
1228 => 0.03918616214186
1229 => 0.039909918056235
1230 => 0.041479205288176
1231 => 0.04054455075917
]
'min_raw' => 0.038204332249024
'max_raw' => 0.11404086219364
'avg_raw' => 0.076122597221332
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0382043'
'max' => '$0.11404'
'avg' => '$0.076122'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.072372667750976
'max_diff' => 0.0034638621936407
'year' => 2026
]
1 => [
'items' => [
101 => 0.040880687871001
102 => 0.03975468481504
103 => 0.037431418883721
104 => 0.037444568316586
105 => 0.037087184468152
106 => 0.036778352644209
107 => 0.040651907075164
108 => 0.040170169349841
109 => 0.039402583332814
110 => 0.040430027719261
111 => 0.040701700322773
112 => 0.040709434459868
113 => 0.041459031362042
114 => 0.041859091363105
115 => 0.041929603672251
116 => 0.043109110593935
117 => 0.043504465756011
118 => 0.045132877715844
119 => 0.041825149067078
120 => 0.041757028572268
121 => 0.040444485968804
122 => 0.039612050699209
123 => 0.040501483523892
124 => 0.041289399586873
125 => 0.040468968717188
126 => 0.040576099668528
127 => 0.03947473825764
128 => 0.039868423138162
129 => 0.040207517592347
130 => 0.040020289565797
131 => 0.039740000148111
201 => 0.041224799454985
202 => 0.041141021259116
203 => 0.042523700509066
204 => 0.043601597860743
205 => 0.045533382612148
206 => 0.04351746451784
207 => 0.043443996449935
208 => 0.044162158598358
209 => 0.043504355809128
210 => 0.04392006446534
211 => 0.045466405520801
212 => 0.045499077270611
213 => 0.044951783366129
214 => 0.044918480482303
215 => 0.045023594263398
216 => 0.045639248962441
217 => 0.045424120293437
218 => 0.0456730726356
219 => 0.045984391351568
220 => 0.047272137557211
221 => 0.047582608807748
222 => 0.046828324629831
223 => 0.046896428045735
224 => 0.046614305057631
225 => 0.046341777786113
226 => 0.046954379293074
227 => 0.048073920587758
228 => 0.048066955979468
301 => 0.048326667799061
302 => 0.048488466111099
303 => 0.047793909312229
304 => 0.047341778375726
305 => 0.04751515414662
306 => 0.047792385779913
307 => 0.047425251664378
308 => 0.045159129830229
309 => 0.045846526434286
310 => 0.045732110027394
311 => 0.04556916715047
312 => 0.046260349751331
313 => 0.046193683503327
314 => 0.04419677055073
315 => 0.044324606438987
316 => 0.044204544674501
317 => 0.044592488797882
318 => 0.043483405553341
319 => 0.043824552089572
320 => 0.044038515999046
321 => 0.044164542385475
322 => 0.044619836110356
323 => 0.044566412646722
324 => 0.044616515232847
325 => 0.04529159563376
326 => 0.048705920641957
327 => 0.04889175481887
328 => 0.047976639366095
329 => 0.048342209939624
330 => 0.047640394379944
331 => 0.048111527866913
401 => 0.048433865433204
402 => 0.046977283953083
403 => 0.046891034650966
404 => 0.046186322448821
405 => 0.046564994869315
406 => 0.045962499820799
407 => 0.046110331031323
408 => 0.045696982079005
409 => 0.046440927896221
410 => 0.047272774917361
411 => 0.047482932325535
412 => 0.046930098663082
413 => 0.046529810657952
414 => 0.045827036784009
415 => 0.046995765398712
416 => 0.047337537262011
417 => 0.046993970216611
418 => 0.046914358225104
419 => 0.046763493645053
420 => 0.046946364858945
421 => 0.047335675899044
422 => 0.047152084001979
423 => 0.047273349684463
424 => 0.046811209951462
425 => 0.04779413923943
426 => 0.049355267503538
427 => 0.049360286786177
428 => 0.049176693899484
429 => 0.049101571645813
430 => 0.049289949088908
501 => 0.04939213612414
502 => 0.050001314232596
503 => 0.050654986613695
504 => 0.053705390396682
505 => 0.052848849220808
506 => 0.055555348926407
507 => 0.057695838798534
508 => 0.058337678118907
509 => 0.057747216145037
510 => 0.05572727762856
511 => 0.055628169808316
512 => 0.058646810747978
513 => 0.057793906420009
514 => 0.057692456164116
515 => 0.05661319684433
516 => 0.057251172771191
517 => 0.057111638077444
518 => 0.056891375737094
519 => 0.058108589363757
520 => 0.060387104611459
521 => 0.060031976642324
522 => 0.059766890087277
523 => 0.058605357968598
524 => 0.059304859741634
525 => 0.05905578055833
526 => 0.06012598279936
527 => 0.059492018699656
528 => 0.05778744483087
529 => 0.058058903837823
530 => 0.058017873355022
531 => 0.05886227778362
601 => 0.058608808533561
602 => 0.057968379415912
603 => 0.060379316894049
604 => 0.060222764024558
605 => 0.060444720200528
606 => 0.060542432173413
607 => 0.062009927330871
608 => 0.062611113142274
609 => 0.062747592846702
610 => 0.063318672870156
611 => 0.062733383855477
612 => 0.065074957218189
613 => 0.066631966869799
614 => 0.068440513703128
615 => 0.071083286718184
616 => 0.072076993818861
617 => 0.071897489525451
618 => 0.073901209863915
619 => 0.077501850771933
620 => 0.072625281999225
621 => 0.07776032075812
622 => 0.076134626773928
623 => 0.072280135582392
624 => 0.072031951791123
625 => 0.074642257977594
626 => 0.080431665866526
627 => 0.078981484853269
628 => 0.08043403784315
629 => 0.078739557623559
630 => 0.078655412398456
701 => 0.080351740721035
702 => 0.084315304308786
703 => 0.082432363820205
704 => 0.079732706913875
705 => 0.081726091562195
706 => 0.07999923730078
707 => 0.076108151333736
708 => 0.078980375927179
709 => 0.077059801137791
710 => 0.077620326964705
711 => 0.08165708950806
712 => 0.081171375558894
713 => 0.081799934385015
714 => 0.080690544509161
715 => 0.079654199430387
716 => 0.077719784380859
717 => 0.077147099450203
718 => 0.077305368961991
719 => 0.077147021019694
720 => 0.076064733577675
721 => 0.075831013707616
722 => 0.07544147035135
723 => 0.075562206126085
724 => 0.074829750651376
725 => 0.076212045465176
726 => 0.076468611563357
727 => 0.07747453045502
728 => 0.07757896829136
729 => 0.080380438086281
730 => 0.078837435600026
731 => 0.079872614884231
801 => 0.079780018705567
802 => 0.072363674094352
803 => 0.073385580946815
804 => 0.074975347317211
805 => 0.074259159722225
806 => 0.073246638025003
807 => 0.072428972466517
808 => 0.071190125534815
809 => 0.072933778801237
810 => 0.075226497429731
811 => 0.077637115419341
812 => 0.080533314983909
813 => 0.079886916956577
814 => 0.077582972983035
815 => 0.077686326226656
816 => 0.078325215310719
817 => 0.077497795897664
818 => 0.077253773759608
819 => 0.078291690416165
820 => 0.078298837977749
821 => 0.077346791946053
822 => 0.076288767004407
823 => 0.07628433384127
824 => 0.076096068522213
825 => 0.078773049605586
826 => 0.080245118528125
827 => 0.080413888857737
828 => 0.080233758940251
829 => 0.080303083796391
830 => 0.07944651932519
831 => 0.081404371700051
901 => 0.083201090650756
902 => 0.082719531590665
903 => 0.081997606101935
904 => 0.081422557677519
905 => 0.082584068457175
906 => 0.082532348210544
907 => 0.083185397878145
908 => 0.083155771773025
909 => 0.082936175732251
910 => 0.082719539433131
911 => 0.083578477871683
912 => 0.08333111739551
913 => 0.083083372700194
914 => 0.082586482785922
915 => 0.082654018377739
916 => 0.081932217539624
917 => 0.081598279444552
918 => 0.076576651724202
919 => 0.075234708710905
920 => 0.075656911300657
921 => 0.075795911355689
922 => 0.075211896036555
923 => 0.076049223982967
924 => 0.075918727309468
925 => 0.07642641352805
926 => 0.076109233219853
927 => 0.076122250410339
928 => 0.077055010066774
929 => 0.07732579416328
930 => 0.077188071186301
1001 => 0.07728452763851
1002 => 0.079507325867931
1003 => 0.079191315040793
1004 => 0.079023440587206
1005 => 0.079069942958124
1006 => 0.079637915563073
1007 => 0.079796916882304
1008 => 0.079123217119897
1009 => 0.07944093782246
1010 => 0.080793752249212
1011 => 0.08126716073591
1012 => 0.082778053376485
1013 => 0.082136199328794
1014 => 0.083314350212124
1015 => 0.086935584366247
1016 => 0.089828476778904
1017 => 0.087168053362389
1018 => 0.092480481870606
1019 => 0.096616969486862
1020 => 0.09645820420247
1021 => 0.095736911907893
1022 => 0.091027630730999
1023 => 0.086694079980594
1024 => 0.090319279195592
1025 => 0.09032852057392
1026 => 0.090017112746321
1027 => 0.08808298547413
1028 => 0.089949809309713
1029 => 0.090097991006473
1030 => 0.090015048660981
1031 => 0.088532157816193
1101 => 0.086268057580241
1102 => 0.086710457346856
1103 => 0.087435117189282
1104 => 0.08606318492769
1105 => 0.085624769441804
1106 => 0.086439867242025
1107 => 0.089066282186706
1108 => 0.0885697736552
1109 => 0.088556807810894
1110 => 0.090681081861063
1111 => 0.089160560088174
1112 => 0.086716037424673
1113 => 0.086098763212847
1114 => 0.083907855606595
1115 => 0.085421123293978
1116 => 0.085475583104029
1117 => 0.08464678185687
1118 => 0.086783290078096
1119 => 0.086763601778712
1120 => 0.088791898357484
1121 => 0.092669239622689
1122 => 0.091522519018192
1123 => 0.090189007718009
1124 => 0.090333997370596
1125 => 0.091924175994526
1126 => 0.090962717698251
1127 => 0.091308464805117
1128 => 0.091923652664871
1129 => 0.092294810774915
1130 => 0.09028059343036
1201 => 0.089810983016191
1202 => 0.08885032491966
1203 => 0.088599707153808
1204 => 0.089382143128644
1205 => 0.089175998893145
1206 => 0.085471005967873
1207 => 0.085083813592796
1208 => 0.085095688230156
1209 => 0.084122074593031
1210 => 0.082637080102368
1211 => 0.086539556959416
1212 => 0.086226133452666
1213 => 0.085880138158268
1214 => 0.08592252060761
1215 => 0.087616453544042
1216 => 0.086633886895247
1217 => 0.089246201370574
1218 => 0.088709188047808
1219 => 0.088158402359649
1220 => 0.088082267000203
1221 => 0.087870261501089
1222 => 0.087143215760855
1223 => 0.086265264340846
1224 => 0.085685564766507
1225 => 0.079040404175286
1226 => 0.080273707327896
1227 => 0.081692510185854
1228 => 0.082182275246925
1229 => 0.081344498219252
1230 => 0.087176296304219
1231 => 0.088241822010947
]
'min_raw' => 0.036778352644209
'max_raw' => 0.096616969486862
'avg_raw' => 0.066697661065536
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.036778'
'max' => '$0.096616'
'avg' => '$0.066697'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0014259796048152
'max_diff' => -0.017423892706778
'year' => 2027
]
2 => [
'items' => [
101 => 0.085014275142745
102 => 0.084410532903575
103 => 0.087215877544907
104 => 0.085523911786749
105 => 0.086285803864047
106 => 0.084639009925614
107 => 0.087985168070431
108 => 0.087959675951715
109 => 0.086657944856972
110 => 0.087758159064379
111 => 0.0875669697709
112 => 0.086097318570958
113 => 0.088031758634838
114 => 0.088032718092976
115 => 0.08677983021636
116 => 0.085316731468896
117 => 0.085055163969699
118 => 0.084858107995704
119 => 0.086237340174195
120 => 0.087473955432682
121 => 0.089774989845807
122 => 0.090353524568495
123 => 0.092611584106387
124 => 0.091267019594496
125 => 0.091863047627592
126 => 0.09251012037083
127 => 0.092820350839251
128 => 0.092314846938844
129 => 0.095822542855575
130 => 0.096118699863973
131 => 0.09621799874714
201 => 0.095035223419847
202 => 0.096085804742496
203 => 0.095594272533225
204 => 0.096873102790167
205 => 0.09707363970338
206 => 0.096903792072196
207 => 0.09696744565371
208 => 0.093974245988743
209 => 0.093819032795728
210 => 0.091702689895547
211 => 0.092565115270588
212 => 0.090952852369073
213 => 0.091464117543292
214 => 0.091689478360574
215 => 0.091571762658739
216 => 0.09261387550732
217 => 0.091727866696437
218 => 0.089389543771181
219 => 0.087050583771409
220 => 0.087021220033887
221 => 0.08640541315202
222 => 0.085960297567087
223 => 0.086046042620069
224 => 0.08634821937068
225 => 0.085942734505014
226 => 0.086029265259709
227 => 0.087466252339038
228 => 0.087754429849674
229 => 0.08677509007031
301 => 0.082842899538104
302 => 0.081877930118348
303 => 0.082571531001094
304 => 0.082240034452759
305 => 0.066374126374898
306 => 0.07010158613545
307 => 0.067886856118303
308 => 0.068907505605033
309 => 0.066646839759083
310 => 0.067725747992419
311 => 0.067526513037142
312 => 0.073520158028558
313 => 0.073426575506006
314 => 0.073471368507275
315 => 0.071333281849177
316 => 0.074739311950905
317 => 0.076417244855898
318 => 0.076106704131922
319 => 0.076184860541809
320 => 0.074841874475368
321 => 0.07348437154802
322 => 0.071978691883388
323 => 0.074776058592643
324 => 0.074465039167216
325 => 0.075178405827889
326 => 0.076992698098743
327 => 0.077259859527452
328 => 0.077618927196921
329 => 0.077490226997594
330 => 0.080556387885955
331 => 0.080185055571194
401 => 0.081079859610171
402 => 0.079239179813049
403 => 0.077156275903676
404 => 0.077552167841588
405 => 0.077514040264406
406 => 0.077028632446071
407 => 0.076590427971729
408 => 0.075860940985294
409 => 0.078169145754134
410 => 0.078075436855796
411 => 0.07959247499521
412 => 0.079324323768347
413 => 0.077533544247614
414 => 0.077597502288533
415 => 0.078027650850894
416 => 0.079516399936575
417 => 0.079958362026973
418 => 0.079753627577557
419 => 0.080238218833342
420 => 0.080621220003537
421 => 0.080286317883528
422 => 0.085027825656781
423 => 0.083058821052558
424 => 0.08401850019641
425 => 0.084247378017462
426 => 0.083661112291621
427 => 0.083788252334954
428 => 0.083980834857016
429 => 0.085150158219449
430 => 0.088218801068914
501 => 0.089577882097984
502 => 0.093666744429817
503 => 0.089465029337841
504 => 0.089215716952708
505 => 0.089952244530485
506 => 0.092352839569305
507 => 0.094298296371843
508 => 0.09494371662934
509 => 0.095029019571095
510 => 0.096239870880887
511 => 0.09693390827062
512 => 0.096092841683327
513 => 0.095380125813939
514 => 0.092827266035341
515 => 0.09312276650592
516 => 0.095158471714494
517 => 0.098034025224042
518 => 0.10050154928558
519 => 0.099637508361128
520 => 0.1062295306969
521 => 0.1068831027855
522 => 0.10679280025537
523 => 0.10828173473776
524 => 0.10532650300645
525 => 0.1040630841864
526 => 0.09553422307457
527 => 0.09793048515927
528 => 0.10141359282692
529 => 0.10095259046612
530 => 0.098423064574141
531 => 0.10049963041337
601 => 0.099813052806701
602 => 0.099271520562193
603 => 0.10175238475548
604 => 0.099024572666677
605 => 0.10138638081467
606 => 0.098357337435093
607 => 0.09964145522729
608 => 0.09891252786265
609 => 0.09938423320155
610 => 0.096626653428866
611 => 0.098114576537741
612 => 0.096564750935699
613 => 0.096564016116571
614 => 0.096529803630506
615 => 0.09835316657833
616 => 0.098412626378597
617 => 0.097065158405207
618 => 0.096870967218836
619 => 0.097588993814572
620 => 0.096748372722429
621 => 0.097141694040636
622 => 0.096760286024474
623 => 0.096674423046355
624 => 0.095990252228313
625 => 0.095695492628233
626 => 0.095811075462443
627 => 0.095416531662247
628 => 0.095178804751356
629 => 0.096482513764431
630 => 0.095785994630216
701 => 0.096375762217622
702 => 0.09570364761717
703 => 0.093373805585611
704 => 0.092033888795629
705 => 0.087633033174486
706 => 0.088881110369398
707 => 0.089708586840854
708 => 0.089435105871974
709 => 0.090022648816214
710 => 0.090058719181164
711 => 0.0898677029807
712 => 0.089646530691254
713 => 0.089538876252346
714 => 0.090341244240337
715 => 0.09080704586383
716 => 0.089791635174971
717 => 0.089553738657677
718 => 0.090580374926473
719 => 0.091206622457371
720 => 0.095830482367426
721 => 0.095487931890418
722 => 0.096347666365571
723 => 0.09625087345737
724 => 0.097152012153773
725 => 0.098624993072764
726 => 0.095630011012513
727 => 0.096149836339485
728 => 0.096022387173831
729 => 0.097413843745472
730 => 0.097418187721006
731 => 0.096583939997897
801 => 0.097036199222718
802 => 0.096783760530506
803 => 0.097239951366469
804 => 0.095483356919955
805 => 0.097622699343156
806 => 0.09883556864093
807 => 0.098852409332306
808 => 0.099427299753525
809 => 0.10001142171689
810 => 0.10113259295927
811 => 0.099980152859458
812 => 0.097907025307676
813 => 0.098056698420753
814 => 0.096841224495671
815 => 0.096861656831945
816 => 0.096752587419604
817 => 0.097079912936402
818 => 0.095555186463781
819 => 0.095913036719326
820 => 0.095412044265995
821 => 0.096148747279734
822 => 0.095356176618322
823 => 0.096022325713985
824 => 0.09630981358048
825 => 0.097370649997021
826 => 0.095199490217059
827 => 0.090772348451123
828 => 0.091702987324229
829 => 0.0903264993308
830 => 0.090453898535251
831 => 0.090711265203675
901 => 0.089877055626178
902 => 0.090036196524599
903 => 0.09003051089185
904 => 0.089981515180448
905 => 0.089764505050638
906 => 0.089449797428269
907 => 0.090703495733891
908 => 0.090916523505931
909 => 0.091390057854619
910 => 0.092798974874896
911 => 0.092658190840019
912 => 0.092887815441977
913 => 0.09238654622519
914 => 0.090477150976543
915 => 0.090580840324922
916 => 0.089287832489124
917 => 0.09135699273718
918 => 0.090866988278859
919 => 0.090551079216913
920 => 0.090464880502484
921 => 0.091877289955539
922 => 0.092299905000698
923 => 0.092036559665195
924 => 0.091496430699068
925 => 0.092533637988827
926 => 0.092811150903303
927 => 0.092873275810572
928 => 0.094711008263253
929 => 0.092975984640016
930 => 0.093393622070781
1001 => 0.096651910085744
1002 => 0.093697092469184
1003 => 0.095262325260972
1004 => 0.095185715260892
1005 => 0.095986435392581
1006 => 0.095120032838824
1007 => 0.095130772936852
1008 => 0.095841758168312
1009 => 0.094843307637589
1010 => 0.09459607724494
1011 => 0.094254530228194
1012 => 0.095000285644012
1013 => 0.095447332288179
1014 => 0.09905019992058
1015 => 0.10137781672184
1016 => 0.10127676873784
1017 => 0.10220015815766
1018 => 0.10178416276675
1019 => 0.10044080391548
1020 => 0.10273375366944
1021 => 0.1020081684262
1022 => 0.10206798479206
1023 => 0.10206575842394
1024 => 0.10254820917893
1025 => 0.10220634860306
1026 => 0.10153250631674
1027 => 0.1019798342733
1028 => 0.10330823838162
1029 => 0.10743164549426
1030 => 0.10973915874237
1031 => 0.10729273029932
1101 => 0.10898024388036
1102 => 0.10796833705431
1103 => 0.10778444348239
1104 => 0.10884432671755
1105 => 0.10990606513801
1106 => 0.10983843699065
1107 => 0.10906766941827
1108 => 0.10863228237413
1109 => 0.11192917893769
1110 => 0.11435827616455
1111 => 0.11419262801855
1112 => 0.11492374506332
1113 => 0.11707032731937
1114 => 0.11726658389902
1115 => 0.11724186008089
1116 => 0.11675541767097
1117 => 0.11886900667098
1118 => 0.12063219979984
1119 => 0.11664282030775
1120 => 0.11816192379353
1121 => 0.11884389829075
1122 => 0.11984523918539
1123 => 0.12153466911886
1124 => 0.12336983812577
1125 => 0.12362935114495
1126 => 0.123445214239
1127 => 0.12223487094695
1128 => 0.12424293477244
1129 => 0.12541921146651
1130 => 0.12611965731922
1201 => 0.12789587145862
1202 => 0.11884810993307
1203 => 0.11244365462236
1204 => 0.11144350644414
1205 => 0.11347734709344
1206 => 0.11401365465309
1207 => 0.11379746974827
1208 => 0.10658867302846
1209 => 0.11140555362131
1210 => 0.11658811212438
1211 => 0.11678719530312
1212 => 0.11938169245195
1213 => 0.12022656707564
1214 => 0.12231547734896
1215 => 0.12218481544261
1216 => 0.12269343185234
1217 => 0.12257650974775
1218 => 0.12644577615713
1219 => 0.13071415159829
1220 => 0.13056635132936
1221 => 0.12995272185857
1222 => 0.13086406626207
1223 => 0.13526948714426
1224 => 0.13486390658486
1225 => 0.13525789355105
1226 => 0.14045213304979
1227 => 0.14720538327011
1228 => 0.14406782052753
1229 => 0.15087542886956
1230 => 0.15516045746505
1231 => 0.16257097134073
]
'min_raw' => 0.066374126374898
'max_raw' => 0.16257097134073
'avg_raw' => 0.11447254885781
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.066374'
'max' => '$0.16257'
'avg' => '$0.114472'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.029595773730689
'max_diff' => 0.065954001853869
'year' => 2028
]
3 => [
'items' => [
101 => 0.16164313850595
102 => 0.16452799717689
103 => 0.15998212408712
104 => 0.1495438806005
105 => 0.14789198861275
106 => 0.15119911820479
107 => 0.15932937360184
108 => 0.15094306752922
109 => 0.15263960632536
110 => 0.15215100303794
111 => 0.15212496744518
112 => 0.15311864012629
113 => 0.15167726607586
114 => 0.1458048488962
115 => 0.14849614308327
116 => 0.14745690515108
117 => 0.14861001711717
118 => 0.15483288681857
119 => 0.15208160778889
120 => 0.14918335882689
121 => 0.15281840619817
122 => 0.15744707063961
123 => 0.15715741713738
124 => 0.15659536827727
125 => 0.15976360827378
126 => 0.1649966125408
127 => 0.16641107256626
128 => 0.16745519803969
129 => 0.16759916530183
130 => 0.16908211757705
131 => 0.16110790944112
201 => 0.17376318254503
202 => 0.17594839861522
203 => 0.17553766856195
204 => 0.17796644425601
205 => 0.17725183683472
206 => 0.17621648279975
207 => 0.18006660889024
208 => 0.17565275001665
209 => 0.16938783303497
210 => 0.16595077567281
211 => 0.17047697006681
212 => 0.17324095904081
213 => 0.1750677799299
214 => 0.17562057482715
215 => 0.16172692451905
216 => 0.15423901758016
217 => 0.15903868007896
218 => 0.16489459958251
219 => 0.1610753795126
220 => 0.1612250857086
221 => 0.15577988156229
222 => 0.1653763793247
223 => 0.16397825031997
224 => 0.17123174606977
225 => 0.16950064109614
226 => 0.17541558530102
227 => 0.17385798226051
228 => 0.18032350539726
301 => 0.18290277762356
302 => 0.18723377712318
303 => 0.19041967798545
304 => 0.19229049990834
305 => 0.19217818277737
306 => 0.19959131127565
307 => 0.1952200483952
308 => 0.18972871198978
309 => 0.18962939103915
310 => 0.19247343197636
311 => 0.1984337615562
312 => 0.19997918829699
313 => 0.2008428710141
314 => 0.19952011086784
315 => 0.19477541830233
316 => 0.19272668410869
317 => 0.19447226499922
318 => 0.19233756956957
319 => 0.19602265277089
320 => 0.20108305909759
321 => 0.20003810520214
322 => 0.20353122940639
323 => 0.2071462454704
324 => 0.21231588080246
325 => 0.2136674149093
326 => 0.21590144939367
327 => 0.21820100472019
328 => 0.21893955991631
329 => 0.22034969094593
330 => 0.22034225885935
331 => 0.22459178362987
401 => 0.22927914104858
402 => 0.23104850996157
403 => 0.23511707621342
404 => 0.2281497990867
405 => 0.23343455882163
406 => 0.23820154438866
407 => 0.2325181476759
408 => 0.24035138598284
409 => 0.2406555328758
410 => 0.24524778985965
411 => 0.24059265763653
412 => 0.23782845498215
413 => 0.24580860447202
414 => 0.24966994743782
415 => 0.24850687951187
416 => 0.23965587516765
417 => 0.23450421100188
418 => 0.22102131219825
419 => 0.23699238824903
420 => 0.24477143351069
421 => 0.2396357293197
422 => 0.24222587978756
423 => 0.25635690088111
424 => 0.26173707879767
425 => 0.26061803940131
426 => 0.26080713863834
427 => 0.26371018498498
428 => 0.2765838912228
429 => 0.26886966803492
430 => 0.27476690261563
501 => 0.27789477457318
502 => 0.28080011636554
503 => 0.27366551516619
504 => 0.26438350383395
505 => 0.2614435012127
506 => 0.23912508475157
507 => 0.2379633142508
508 => 0.23731117726347
509 => 0.23319954580495
510 => 0.22996892974919
511 => 0.22739982391657
512 => 0.22065772301183
513 => 0.22293298415073
514 => 0.21218748249439
515 => 0.21906207365692
516 => 0.2019119935542
517 => 0.21619508988113
518 => 0.20842144992308
519 => 0.21364124008353
520 => 0.2136230287274
521 => 0.20401174010603
522 => 0.19846814941169
523 => 0.2020007411619
524 => 0.2057879599356
525 => 0.2064024234399
526 => 0.21131265143653
527 => 0.21268299052539
528 => 0.20853079911113
529 => 0.20155659626376
530 => 0.20317654452057
531 => 0.19843532121197
601 => 0.19012650973217
602 => 0.1960940431949
603 => 0.198131621493
604 => 0.19903153214771
605 => 0.19086077033077
606 => 0.18829333957202
607 => 0.18692646097889
608 => 0.20050185351723
609 => 0.20124554416519
610 => 0.19744071766294
611 => 0.21463889424158
612 => 0.21074641720767
613 => 0.21509526773458
614 => 0.20302955119576
615 => 0.20349047781619
616 => 0.19777837424503
617 => 0.20097677056198
618 => 0.19871624713428
619 => 0.20071837174674
620 => 0.20191843698437
621 => 0.20762960325554
622 => 0.21626030222597
623 => 0.20677654546524
624 => 0.20264433683469
625 => 0.20520793582866
626 => 0.21203513777673
627 => 0.22237869820608
628 => 0.21625510224835
629 => 0.21897265014899
630 => 0.21956631346999
701 => 0.2150510005186
702 => 0.22254518423517
703 => 0.22656137817153
704 => 0.23068116211599
705 => 0.23425825508124
706 => 0.22903562981258
707 => 0.23462458748397
708 => 0.23012087418467
709 => 0.22608057776987
710 => 0.22608670523177
711 => 0.22355216827146
712 => 0.21864118353864
713 => 0.21773552260588
714 => 0.22244688515044
715 => 0.22622495174349
716 => 0.22653613140381
717 => 0.22862786319379
718 => 0.22986572852055
719 => 0.24199849151909
720 => 0.24687838916459
721 => 0.25284543563376
722 => 0.25516993651782
723 => 0.26216585079914
724 => 0.25651608183659
725 => 0.25529371878284
726 => 0.23832391908248
727 => 0.24110272283274
728 => 0.2455518557516
729 => 0.23839728364559
730 => 0.24293521289136
731 => 0.24383109625096
801 => 0.23815417402316
802 => 0.24118646347036
803 => 0.23313360170976
804 => 0.21643583260642
805 => 0.2225637736255
806 => 0.22707600085818
807 => 0.22063649624354
808 => 0.23217905902204
809 => 0.2254361321337
810 => 0.22329894802767
811 => 0.21496103086888
812 => 0.21889620681197
813 => 0.22421858862128
814 => 0.22092997545642
815 => 0.22775434156125
816 => 0.23741946395764
817 => 0.2443074057453
818 => 0.24483617638785
819 => 0.24040769127464
820 => 0.24750436693077
821 => 0.24755605846531
822 => 0.23955097933442
823 => 0.23464791293922
824 => 0.23353392593809
825 => 0.23631688387693
826 => 0.23969590857706
827 => 0.24502368874189
828 => 0.24824315471291
829 => 0.25663781449252
830 => 0.25890916873513
831 => 0.26140469841617
901 => 0.2647394956629
902 => 0.26874377478206
903 => 0.25998264003307
904 => 0.26033073624945
905 => 0.25217248887736
906 => 0.24345423154926
907 => 0.25007030211517
908 => 0.25871993428111
909 => 0.25673569910525
910 => 0.25651243211372
911 => 0.25688790526437
912 => 0.25539185674084
913 => 0.24862528471502
914 => 0.24522715460464
915 => 0.24961160940248
916 => 0.2519417519979
917 => 0.25555559995361
918 => 0.25511011691399
919 => 0.26441900114896
920 => 0.26803615207662
921 => 0.2671107300827
922 => 0.26728103000111
923 => 0.27382970897799
924 => 0.28111318683883
925 => 0.28793512499506
926 => 0.29487469349664
927 => 0.28650877281202
928 => 0.28226107422662
929 => 0.28664361490865
930 => 0.28431817713404
1001 => 0.29768083235662
1002 => 0.29860603361169
1003 => 0.3119677225622
1004 => 0.32464955645656
1005 => 0.31668432380616
1006 => 0.32419517943353
1007 => 0.33231878216356
1008 => 0.34799052983684
1009 => 0.34271283655921
1010 => 0.33867020622055
1011 => 0.33484994008435
1012 => 0.3427993074636
1013 => 0.35302604160276
1014 => 0.35522878218589
1015 => 0.35879806344223
1016 => 0.35504540063214
1017 => 0.35956506964465
1018 => 0.37552148730201
1019 => 0.37120992239979
1020 => 0.36508680712
1021 => 0.37768286638985
1022 => 0.38224133127366
1023 => 0.41423502511488
1024 => 0.45462838518298
1025 => 0.43790526887769
1026 => 0.4275246909354
1027 => 0.42996437298244
1028 => 0.44471466067778
1029 => 0.44945198493479
1030 => 0.43657430455063
1031 => 0.44112291896768
1101 => 0.46618623161552
1102 => 0.47963189472374
1103 => 0.4613708782293
1104 => 0.41098945796355
1105 => 0.36453548758352
1106 => 0.37685717237785
1107 => 0.37546027570857
1108 => 0.40238767843674
1109 => 0.3711070930028
1110 => 0.37163377783798
1111 => 0.39911801073795
1112 => 0.39178568859928
1113 => 0.37990826578749
1114 => 0.36462220591438
1115 => 0.33636451044954
1116 => 0.3113358815522
1117 => 0.36042278656888
1118 => 0.35830606996582
1119 => 0.35524075064476
1120 => 0.36206228709159
1121 => 0.3951857317505
1122 => 0.39442212914098
1123 => 0.38956447893272
1124 => 0.39324896380232
1125 => 0.37926235777563
1126 => 0.38286702461781
1127 => 0.36452812903727
1128 => 0.3728180757396
1129 => 0.37988278217256
1130 => 0.38130112658374
1201 => 0.3844967289646
1202 => 0.35719065650035
1203 => 0.36945028137263
1204 => 0.37665166241359
1205 => 0.34411556088205
1206 => 0.37600852829785
1207 => 0.35671531852928
1208 => 0.35016691335954
1209 => 0.35898347823381
1210 => 0.35554765432792
1211 => 0.35259373469198
1212 => 0.35094539678034
1213 => 0.35741930897525
1214 => 0.35711729323336
1215 => 0.34652471635027
1216 => 0.33270713161496
1217 => 0.33734476659889
1218 => 0.33565987033117
1219 => 0.329553588901
1220 => 0.3336684853097
1221 => 0.31554856402719
1222 => 0.2843741812522
1223 => 0.30496893341053
1224 => 0.30417605785521
1225 => 0.30377625404618
1226 => 0.31925264109602
1227 => 0.31776494358218
1228 => 0.31506475802698
1229 => 0.32950399787577
1230 => 0.32423348109578
1231 => 0.34047597192177
]
'min_raw' => 0.1458048488962
'max_raw' => 0.47963189472374
'avg_raw' => 0.31271837180997
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.1458048'
'max' => '$0.479631'
'avg' => '$0.312718'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.079430722521307
'max_diff' => 0.31706092338301
'year' => 2029
]
4 => [
'items' => [
101 => 0.35117432687822
102 => 0.34846087800574
103 => 0.35852273255191
104 => 0.33745160834221
105 => 0.3444505905779
106 => 0.34589307111651
107 => 0.32932581989738
108 => 0.31800834929411
109 => 0.31725360303348
110 => 0.29763066865094
111 => 0.3081130818073
112 => 0.31733717159317
113 => 0.31291954840402
114 => 0.31152106087508
115 => 0.31866563036552
116 => 0.31922082460403
117 => 0.30656233712922
118 => 0.3091944375174
119 => 0.32017073368638
120 => 0.30891786301621
121 => 0.28705537345007
122 => 0.2816331737651
123 => 0.28090975237616
124 => 0.26620431679044
125 => 0.28199551107531
126 => 0.27510223159227
127 => 0.29687801888502
128 => 0.28443980596929
129 => 0.28390361947044
130 => 0.28309309493596
131 => 0.27043551905344
201 => 0.2732067237408
202 => 0.28241863018797
203 => 0.28570554218788
204 => 0.28536269033741
205 => 0.28237348682084
206 => 0.28374192888353
207 => 0.27933370020279
208 => 0.27777706290628
209 => 0.27286388741167
210 => 0.26564287673395
211 => 0.26664700255772
212 => 0.25234029092495
213 => 0.24454523511276
214 => 0.24238766640113
215 => 0.23950247534894
216 => 0.24271355640768
217 => 0.25229976180844
218 => 0.24073676426819
219 => 0.22091281603541
220 => 0.22210426910256
221 => 0.22478111039887
222 => 0.21979283435228
223 => 0.21507184970846
224 => 0.21917636283067
225 => 0.21077669462995
226 => 0.22579617017104
227 => 0.22538993544924
228 => 0.23098826713282
301 => 0.2344890188239
302 => 0.22642091955779
303 => 0.22439181441083
304 => 0.22554768492022
305 => 0.20644372013324
306 => 0.2294270656389
307 => 0.22962582656524
308 => 0.22792391484268
309 => 0.24016183679327
310 => 0.26598766921258
311 => 0.25627095221473
312 => 0.25250834570384
313 => 0.24535562797618
314 => 0.25488619966193
315 => 0.25415440045654
316 => 0.25084492692318
317 => 0.24884334700401
318 => 0.25253131937686
319 => 0.24838636641403
320 => 0.24764181896622
321 => 0.24313067150807
322 => 0.24152039710965
323 => 0.24032821405192
324 => 0.23901573764686
325 => 0.24191073354769
326 => 0.23535029196797
327 => 0.22743904255085
328 => 0.22678130776272
329 => 0.22859737134138
330 => 0.22779389839786
331 => 0.22677746104339
401 => 0.22483680532346
402 => 0.22426105422691
403 => 0.22613196597599
404 => 0.22401981569221
405 => 0.2271364084907
406 => 0.22628886769846
407 => 0.22155457372925
408 => 0.2156538905835
409 => 0.2156013621264
410 => 0.21433006962171
411 => 0.21271088747687
412 => 0.21226046804605
413 => 0.21883069218394
414 => 0.2324308595191
415 => 0.22976082124679
416 => 0.23169019753506
417 => 0.24118081929948
418 => 0.24419760256544
419 => 0.24205636125969
420 => 0.23912529809437
421 => 0.23925424999825
422 => 0.2492705801273
423 => 0.24989528635117
424 => 0.25147371744102
425 => 0.25350244745605
426 => 0.24240186275373
427 => 0.23873141345703
428 => 0.23699215095148
429 => 0.23163589561368
430 => 0.23741215778487
501 => 0.23404657718193
502 => 0.23450070898987
503 => 0.23420495505418
504 => 0.23436645670186
505 => 0.22579197192152
506 => 0.22891606351383
507 => 0.2237216553141
508 => 0.21676692583434
509 => 0.21674361114248
510 => 0.21844577132989
511 => 0.21743325984489
512 => 0.21470861747278
513 => 0.21509564006179
514 => 0.21170491493777
515 => 0.21550733548291
516 => 0.21561637529842
517 => 0.2141522362693
518 => 0.220010389752
519 => 0.22241048001366
520 => 0.22144675233979
521 => 0.22234286231096
522 => 0.2298717733915
523 => 0.23109931440705
524 => 0.23164450703935
525 => 0.23091402113625
526 => 0.22248047698449
527 => 0.22285454052982
528 => 0.22010991042926
529 => 0.21779098721627
530 => 0.21788373198364
531 => 0.21907595995403
601 => 0.22428248942397
602 => 0.23523932375178
603 => 0.23565512760518
604 => 0.23615909400535
605 => 0.23410920938263
606 => 0.23349094456566
607 => 0.23430659544693
608 => 0.23842140633747
609 => 0.24900581710821
610 => 0.2452645794328
611 => 0.24222289496687
612 => 0.24489127227574
613 => 0.24448049650447
614 => 0.24101313560484
615 => 0.24091581833279
616 => 0.23426084418407
617 => 0.23180065176772
618 => 0.2297447308424
619 => 0.22749971886313
620 => 0.22616880050834
621 => 0.22821369599288
622 => 0.22868138778468
623 => 0.22421018806908
624 => 0.2236007800695
625 => 0.2272520582748
626 => 0.22564526687002
627 => 0.22729789167635
628 => 0.22768131480737
629 => 0.22761957485229
630 => 0.22594190008688
701 => 0.22701119995337
702 => 0.22448198699549
703 => 0.22173184777929
704 => 0.21997743029908
705 => 0.21844646835789
706 => 0.2192959350229
707 => 0.21626774146865
708 => 0.21529896140515
709 => 0.22664894521862
710 => 0.23503330029451
711 => 0.23491138845114
712 => 0.23416928145779
713 => 0.23306666099658
714 => 0.23834074278293
715 => 0.23650335814716
716 => 0.23784020898831
717 => 0.23818049363484
718 => 0.23921043277269
719 => 0.23957854748821
720 => 0.23846584914579
721 => 0.23473149760398
722 => 0.22542584861328
723 => 0.22109404388799
724 => 0.21966447617673
725 => 0.2197164382479
726 => 0.21828309235616
727 => 0.21870527695934
728 => 0.21813627378042
729 => 0.2170587194162
730 => 0.21922939907738
731 => 0.21947954968705
801 => 0.21897288711644
802 => 0.21909222449327
803 => 0.21489727480704
804 => 0.21521620772073
805 => 0.21344034872926
806 => 0.21310739657666
807 => 0.20861817968795
808 => 0.2006648812472
809 => 0.20507178062874
810 => 0.19974886587967
811 => 0.19773299740888
812 => 0.20727580521774
813 => 0.20631797199001
814 => 0.20467857786425
815 => 0.20225357227257
816 => 0.20135411410968
817 => 0.19588929104581
818 => 0.19556640014549
819 => 0.19827491401859
820 => 0.19702502806043
821 => 0.19526971480634
822 => 0.1889121481333
823 => 0.1817641382748
824 => 0.18197989176164
825 => 0.18425354070418
826 => 0.19086448164793
827 => 0.18828147265077
828 => 0.18640746998671
829 => 0.18605652562005
830 => 0.19044932912065
831 => 0.19666606639479
901 => 0.19958282043216
902 => 0.19669240576426
903 => 0.19337205302476
904 => 0.19357414751098
905 => 0.19491859158788
906 => 0.19505987365095
907 => 0.19289866535531
908 => 0.19350703283118
909 => 0.19258286700504
910 => 0.18691126303591
911 => 0.18680868170496
912 => 0.18541677862397
913 => 0.18537463235185
914 => 0.18300665798459
915 => 0.18267536200157
916 => 0.1779736051696
917 => 0.18106831575464
918 => 0.17899254637379
919 => 0.17586387229236
920 => 0.17532448770146
921 => 0.17530827314933
922 => 0.17852072187223
923 => 0.18103077642093
924 => 0.17902865527089
925 => 0.17857281109451
926 => 0.1834400343126
927 => 0.18282063579238
928 => 0.18228424066855
929 => 0.19610942575766
930 => 0.18516571296698
1001 => 0.18039362954496
1002 => 0.17448727011614
1003 => 0.17641041052862
1004 => 0.17681564447034
1005 => 0.16261191474534
1006 => 0.15684946336487
1007 => 0.15487200720449
1008 => 0.15373395322707
1009 => 0.15425257871536
1010 => 0.14906569660481
1011 => 0.15255136716621
1012 => 0.1480599656947
1013 => 0.14730696762172
1014 => 0.15533814983066
1015 => 0.15645564191754
1016 => 0.1516880734973
1017 => 0.15474962422231
1018 => 0.15363946337069
1019 => 0.14813695788183
1020 => 0.14792680264584
1021 => 0.14516583881396
1022 => 0.14084546504499
1023 => 0.13887093830148
1024 => 0.13784258762982
1025 => 0.1382669051591
1026 => 0.13805235723197
1027 => 0.13665228688161
1028 => 0.13813260762559
1029 => 0.13435099983549
1030 => 0.13284513314298
1031 => 0.13216496809382
1101 => 0.12880857351888
1102 => 0.13415008988305
1103 => 0.13520243589744
1104 => 0.13625685535857
1105 => 0.14543485688493
1106 => 0.14497634986543
1107 => 0.14912103001968
1108 => 0.14895997537047
1109 => 0.14777784545111
1110 => 0.14279063377227
1111 => 0.14477844745895
1112 => 0.13866026590617
1113 => 0.14324442352142
1114 => 0.14115240542482
1115 => 0.14253711009858
1116 => 0.14004728624137
1117 => 0.14142525756626
1118 => 0.13545198617692
1119 => 0.12987422939975
1120 => 0.13211888155175
1121 => 0.13455907514809
1122 => 0.13985003661472
1123 => 0.13669878361468
1124 => 0.13783209335556
1125 => 0.13403569543737
1126 => 0.12620264214468
1127 => 0.12624697637564
1128 => 0.12504203177891
1129 => 0.12400078372253
1130 => 0.13706074292943
1201 => 0.13543653055465
1202 => 0.1328485607071
1203 => 0.13631266118988
1204 => 0.1372286243402
1205 => 0.13725470052339
1206 => 0.13978201881426
1207 => 0.14113084903914
1208 => 0.14136858621244
1209 => 0.14534537614944
1210 => 0.14667834368119
1211 => 0.15216864829587
1212 => 0.14101641021831
1213 => 0.14078673721404
1214 => 0.13636140818766
1215 => 0.13355479455745
1216 => 0.13655357942408
1217 => 0.13921009344097
1218 => 0.13644395348317
1219 => 0.13680515296525
1220 => 0.13309183607385
1221 => 0.13441917213473
1222 => 0.13556245276183
1223 => 0.13493120039847
1224 => 0.13398618505757
1225 => 0.13899228958607
1226 => 0.13870982554949
1227 => 0.14337162517627
1228 => 0.14700583135385
1229 => 0.15351897851611
1230 => 0.14672216991425
1231 => 0.14647446719393
]
'min_raw' => 0.12400078372253
'max_raw' => 0.35852273255191
'avg_raw' => 0.24126175813722
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.12400078'
'max' => '$0.358522'
'avg' => '$0.241261'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.021804065173672
'max_diff' => -0.12110916217183
'year' => 2030
]
5 => [
'items' => [
101 => 0.14889580101781
102 => 0.1466779729876
103 => 0.14807956374587
104 => 0.15329316057644
105 => 0.153403315662
106 => 0.15155807605219
107 => 0.15144579305424
108 => 0.15180019150601
109 => 0.15387591430748
110 => 0.15315059298013
111 => 0.15398995318303
112 => 0.15503958596949
113 => 0.15938131220939
114 => 0.16042808770698
115 => 0.1578849659387
116 => 0.15811458136024
117 => 0.15716338400865
118 => 0.15624453928548
119 => 0.15830996803667
120 => 0.16208457967558
121 => 0.16206109801247
122 => 0.16293673454473
123 => 0.16348224885017
124 => 0.16114050211037
125 => 0.15961611109118
126 => 0.16020065960746
127 => 0.1611353654148
128 => 0.15989754711178
129 => 0.15225715913238
130 => 0.15457476477545
131 => 0.15418900187132
201 => 0.15363962858546
202 => 0.15596999898109
203 => 0.15574522907146
204 => 0.14901249763177
205 => 0.14944350525424
206 => 0.14903870863283
207 => 0.15034668933021
208 => 0.14660733773752
209 => 0.14775753710251
210 => 0.14847893136179
211 => 0.14890383812251
212 => 0.15043889270354
213 => 0.15025877176599
214 => 0.15042769613316
215 => 0.15270377683745
216 => 0.16421541198315
217 => 0.16484196488513
218 => 0.16175658924478
219 => 0.16298913595676
220 => 0.1606229157981
221 => 0.16221137524291
222 => 0.16329815885255
223 => 0.15838719269705
224 => 0.15809639715323
225 => 0.15572041076226
226 => 0.15699713126602
227 => 0.15496577714509
228 => 0.15546420039261
301 => 0.15407056554077
302 => 0.15657883080415
303 => 0.15938346111363
304 => 0.16009202148801
305 => 0.15822810419743
306 => 0.15687850524092
307 => 0.15450905405882
308 => 0.15844950418132
309 => 0.15960181188018
310 => 0.15844345159953
311 => 0.15817503421183
312 => 0.15766638374716
313 => 0.15828294681246
314 => 0.15959553616498
315 => 0.15897654326605
316 => 0.15938539898104
317 => 0.15782726260567
318 => 0.16114127732598
319 => 0.16640473026291
320 => 0.16642165312477
321 => 0.16580265688924
322 => 0.16554937696611
323 => 0.1661845046676
324 => 0.16652903539136
325 => 0.16858292191548
326 => 0.1707868239863
327 => 0.18107147331303
328 => 0.17818358493678
329 => 0.18730873765598
330 => 0.19452554870409
331 => 0.19668955478451
401 => 0.19469877101487
402 => 0.18788840727897
403 => 0.18755425834353
404 => 0.19773181702638
405 => 0.19485619053675
406 => 0.19451414391598
407 => 0.19087534576784
408 => 0.19302632614731
409 => 0.19255587518534
410 => 0.19181324532662
411 => 0.19591716605206
412 => 0.20359933929054
413 => 0.20240200054836
414 => 0.20150824272027
415 => 0.19759205608656
416 => 0.199950475152
417 => 0.19911068729534
418 => 0.20271894887011
419 => 0.20058149464599
420 => 0.19483440483784
421 => 0.19574964783244
422 => 0.19561131069502
423 => 0.19845827918047
424 => 0.19760368990724
425 => 0.19544443842375
426 => 0.20357308245757
427 => 0.20304525352791
428 => 0.20379359427168
429 => 0.20412303701029
430 => 0.2090707993909
501 => 0.2110977393275
502 => 0.21155789017969
503 => 0.2134833263503
504 => 0.21150998357373
505 => 0.21940476164955
506 => 0.22465432839689
507 => 0.23075197031417
508 => 0.23966226404695
509 => 0.2430126169153
510 => 0.24240740565748
511 => 0.24916308867389
512 => 0.261302900884
513 => 0.24486120879565
514 => 0.26217435048823
515 => 0.25669320971819
516 => 0.24369752355395
517 => 0.24286075457405
518 => 0.25166158412749
519 => 0.27118097702858
520 => 0.26629159049398
521 => 0.27118897431337
522 => 0.26547591594819
523 => 0.26519221444692
524 => 0.27091150382036
525 => 0.28427493518363
526 => 0.27792646986368
527 => 0.26882438811996
528 => 0.27554522363544
529 => 0.26972301392796
530 => 0.25660394592313
531 => 0.26628785167224
601 => 0.25981249967957
602 => 0.26170235163967
603 => 0.27531257839235
604 => 0.27367495990128
605 => 0.27579418986812
606 => 0.27205380444655
607 => 0.26855969465816
608 => 0.26203767926213
609 => 0.26010683203484
610 => 0.26064044874386
611 => 0.2601065676009
612 => 0.25645755992724
613 => 0.25566955706754
614 => 0.25435618444484
615 => 0.25476325353886
616 => 0.25229372876747
617 => 0.25695423224094
618 => 0.25781926275383
619 => 0.26121078852808
620 => 0.26156290798492
621 => 0.27100825899087
622 => 0.26580591837947
623 => 0.26929609761008
624 => 0.26898390312885
625 => 0.2439791794795
626 => 0.24742460977983
627 => 0.25278461809157
628 => 0.25036994161245
629 => 0.24695615401826
630 => 0.24419933750023
701 => 0.24002247857647
702 => 0.2459013273022
703 => 0.25363138823067
704 => 0.26175895508661
705 => 0.27152369412475
706 => 0.26934431804553
707 => 0.2615764100825
708 => 0.26192487275926
709 => 0.26407893191199
710 => 0.2612892295923
711 => 0.26046649191676
712 => 0.26396590038937
713 => 0.26398999889228
714 => 0.26078010922668
715 => 0.25721290426698
716 => 0.25719795754795
717 => 0.25656320788048
718 => 0.26558883650393
719 => 0.27055201965284
720 => 0.27112104060229
721 => 0.27051372000922
722 => 0.2707474536018
723 => 0.26785948668373
724 => 0.27446052265846
725 => 0.28051828604367
726 => 0.2788946760512
727 => 0.27646065386271
728 => 0.2745218379512
729 => 0.2784379526389
730 => 0.27826357421639
731 => 0.28046537676518
801 => 0.28036549028334
802 => 0.27962510690016
803 => 0.27889470249262
804 => 0.28179067340736
805 => 0.28095668029179
806 => 0.28012139175455
807 => 0.27844609271683
808 => 0.27867379367983
809 => 0.2762401917596
810 => 0.27511429615725
811 => 0.25818352769924
812 => 0.25365907313844
813 => 0.25508255864703
814 => 0.25555120703725
815 => 0.25358215861414
816 => 0.25640526824583
817 => 0.25596528960015
818 => 0.25767698913162
819 => 0.25660759357771
820 => 0.25665148194426
821 => 0.25979634624913
822 => 0.26070931373604
823 => 0.26024497110365
824 => 0.26057018076664
825 => 0.26806450018796
826 => 0.26699904762109
827 => 0.2664330471802
828 => 0.26658983317044
829 => 0.26850479246261
830 => 0.26904087651151
831 => 0.26676945072634
901 => 0.26784066825759
902 => 0.27240177654787
903 => 0.27399790631309
904 => 0.27909198633795
905 => 0.27692793060334
906 => 0.28090014856235
907 => 0.29310939233947
908 => 0.30286298108404
909 => 0.29389317779043
910 => 0.3118044014078
911 => 0.32575085820635
912 => 0.32521556996539
913 => 0.3227836826352
914 => 0.30690601235579
915 => 0.29229514344195
916 => 0.30451775569864
917 => 0.30454891365089
918 => 0.30349898041834
919 => 0.29697793528369
920 => 0.30327206218284
921 => 0.30377166711918
922 => 0.3034920212105
923 => 0.29849235119517
924 => 0.29085877917522
925 => 0.29235036087573
926 => 0.29479360212861
927 => 0.2901680367234
928 => 0.28868988830354
929 => 0.2914380474453
930 => 0.30029318880173
1001 => 0.29861917562263
1002 => 0.29857546037331
1003 => 0.30573759864553
1004 => 0.3006110533288
1005 => 0.29236917449768
1006 => 0.2902879913958
1007 => 0.28290119343704
1008 => 0.28800328109802
1009 => 0.28818689614987
1010 => 0.28539253488002
1011 => 0.29259592151413
1012 => 0.29252954103816
1013 => 0.29936808456463
1014 => 0.3124408113476
1015 => 0.30857456276806
1016 => 0.3040785363167
1017 => 0.30456737905326
1018 => 0.30992877730656
1019 => 0.3066871535338
1020 => 0.30785286404389
1021 => 0.30992701286409
1022 => 0.31117839834554
1023 => 0.30438732394021
1024 => 0.30280399964168
1025 => 0.29956507379822
1026 => 0.29872009850308
1027 => 0.30135813602017
1028 => 0.30066310633766
1029 => 0.28817146401576
1030 => 0.28686601789028
1031 => 0.2869060540592
1101 => 0.2836234477061
1102 => 0.27861668510182
1103 => 0.29177415828759
1104 => 0.29071742905206
1105 => 0.28955088176037
1106 => 0.28969377714738
1107 => 0.29540499030918
1108 => 0.29209219825215
1109 => 0.30089979889169
1110 => 0.29908922098091
1111 => 0.29723220857866
1112 => 0.29697551289868
1113 => 0.29626072155667
1114 => 0.29380943608276
1115 => 0.29084936157359
1116 => 0.28889486398537
1117 => 0.26649024110177
1118 => 0.27064840878727
1119 => 0.27543200168053
1120 => 0.27708327877824
1121 => 0.27425865503771
1122 => 0.29392096944432
1123 => 0.29751346375718
1124 => 0.28663156415091
1125 => 0.28459600503961
1126 => 0.29405442036077
1127 => 0.28834983967786
1128 => 0.29091861201008
1129 => 0.28536633127117
1130 => 0.29664813707772
1201 => 0.29656218861967
1202 => 0.29217331134978
1203 => 0.29588276036456
1204 => 0.29523815231318
1205 => 0.29028312068481
1206 => 0.29680522041847
1207 => 0.29680845529857
1208 => 0.29258425634872
1209 => 0.28765131677136
1210 => 0.28676942368576
1211 => 0.28610503571142
1212 => 0.29075521329612
1213 => 0.29492454797783
1214 => 0.30268264615477
1215 => 0.30463321636432
1216 => 0.312246421749
1217 => 0.30771312862267
1218 => 0.3097226787496
1219 => 0.3119043296806
1220 => 0.31295029336448
1221 => 0.31124595167111
1222 => 0.32307239335387
1223 => 0.32407090738471
1224 => 0.32440570050213
1225 => 0.32041789090743
1226 => 0.32395999918598
1227 => 0.32230276402474
1228 => 0.3266144295211
1229 => 0.32729055372504
1230 => 0.32671790057812
1231 => 0.32693251307234
]
'min_raw' => 0.14660733773752
'max_raw' => 0.32729055372504
'avg_raw' => 0.23694894573128
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.1466073'
'max' => '$0.32729'
'avg' => '$0.236948'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.022606554014983
'max_diff' => -0.031232178826872
'year' => 2031
]
6 => [
'items' => [
101 => 0.31684073142338
102 => 0.31631741930649
103 => 0.30918202146019
104 => 0.31208974882476
105 => 0.3066538918877
106 => 0.30837765811797
107 => 0.30913747784763
108 => 0.30874059114024
109 => 0.31225414736723
110 => 0.30926690680218
111 => 0.30138308780319
112 => 0.29349712086298
113 => 0.29339811897182
114 => 0.29132188307534
115 => 0.28982114480376
116 => 0.29011024023641
117 => 0.29112905024841
118 => 0.28976192971376
119 => 0.2900536741946
120 => 0.29489857645979
121 => 0.29587018705682
122 => 0.29256827461537
123 => 0.27931061969926
124 => 0.27605715792854
125 => 0.27839568173038
126 => 0.27727801797332
127 => 0.22378500116649
128 => 0.23635239199212
129 => 0.2288852751118
130 => 0.23232646611578
131 => 0.22470447338151
201 => 0.22834208781717
202 => 0.22767035325531
203 => 0.2478783458068
204 => 0.24756282579829
205 => 0.24771384852942
206 => 0.2405051400852
207 => 0.2519888083746
208 => 0.25764607631332
209 => 0.25659906658117
210 => 0.25686257637382
211 => 0.25233460508652
212 => 0.24775768918913
213 => 0.24268118507663
214 => 0.25211270224279
215 => 0.25106407853528
216 => 0.25346924403741
217 => 0.25958625709843
218 => 0.26048701050794
219 => 0.26169763222486
220 => 0.26126371051727
221 => 0.2716014860249
222 => 0.27034951320008
223 => 0.27336640749072
224 => 0.26716042704256
225 => 0.2601377710884
226 => 0.26147254839737
227 => 0.26134399860891
228 => 0.25970741225931
229 => 0.2582299752796
301 => 0.25577045897368
302 => 0.26355273250554
303 => 0.26323678641224
304 => 0.2683515864155
305 => 0.26744749583241
306 => 0.26140975765003
307 => 0.26162539665039
308 => 0.2630756725604
309 => 0.26809509404392
310 => 0.2695852000885
311 => 0.26889492359819
312 => 0.27052875685015
313 => 0.27182007203576
314 => 0.27069092615603
315 => 0.28667725065505
316 => 0.2800386141604
317 => 0.28327423939656
318 => 0.28404591694997
319 => 0.28206928112354
320 => 0.28249794265627
321 => 0.28314724807508
322 => 0.28708970343107
323 => 0.29743584704385
324 => 0.30201808362136
325 => 0.31580396844839
326 => 0.30163759266141
327 => 0.3007970185485
328 => 0.30328027269969
329 => 0.31137404647727
330 => 0.31793328991448
331 => 0.32010936937443
401 => 0.32039697419822
402 => 0.32447944392812
403 => 0.32681943944375
404 => 0.3239837247233
405 => 0.32158075340943
406 => 0.3129736084309
407 => 0.31396990889865
408 => 0.32083343113775
409 => 0.33052856055993
410 => 0.33884799021045
411 => 0.33593481590823
412 => 0.35816027945359
413 => 0.36036384338123
414 => 0.36005938209619
415 => 0.36507942865764
416 => 0.35511565854786
417 => 0.35085595378697
418 => 0.32210030308237
419 => 0.33017946800261
420 => 0.3419230086869
421 => 0.34036870704132
422 => 0.33184023389064
423 => 0.3388415205988
424 => 0.3365266762626
425 => 0.33470086249167
426 => 0.34306526932773
427 => 0.33386826042058
428 => 0.34183126148771
429 => 0.33161863025242
430 => 0.33594812304306
501 => 0.33349049354109
502 => 0.3350808810246
503 => 0.32578350829293
504 => 0.33080014493798
505 => 0.32557479971532
506 => 0.32557232222133
507 => 0.32545697243592
508 => 0.33160456791765
509 => 0.3318050407856
510 => 0.3272619584361
511 => 0.32660722929326
512 => 0.3290281060918
513 => 0.32619389338935
514 => 0.3275200036745
515 => 0.32623405991895
516 => 0.32594456689346
517 => 0.32363783721315
518 => 0.32264403464202
519 => 0.3230337302373
520 => 0.32170349826877
521 => 0.32090198539114
522 => 0.32529753135078
523 => 0.32294916846036
524 => 0.32493761105755
525 => 0.32267152975659
526 => 0.31481630468281
527 => 0.31029868167539
528 => 0.29546088969077
529 => 0.29966886909139
530 => 0.30245876378746
531 => 0.30153670360705
601 => 0.30351764566449
602 => 0.30363925941828
603 => 0.30299523496209
604 => 0.30224953714646
605 => 0.30188657268949
606 => 0.30459181238055
607 => 0.30616229507538
608 => 0.30273876704419
609 => 0.30193668232673
610 => 0.30539805818443
611 => 0.30750949545806
612 => 0.3230991619724
613 => 0.32194422912305
614 => 0.32484288393078
615 => 0.32451653988291
616 => 0.32755479191333
617 => 0.33252104992195
618 => 0.32242325880285
619 => 0.32417588618578
620 => 0.32374618242556
621 => 0.32843757540524
622 => 0.32845222142204
623 => 0.32563949697826
624 => 0.32716432053048
625 => 0.32631320585498
626 => 0.32785128510865
627 => 0.32192880429072
628 => 0.32914174663466
629 => 0.33323102015194
630 => 0.33328779971869
701 => 0.3352260829114
702 => 0.33719549089298
703 => 0.34097559801435
704 => 0.33709006575703
705 => 0.33010037147505
706 => 0.33060500482563
707 => 0.32650694962554
708 => 0.32657583867382
709 => 0.32620810353513
710 => 0.32731170436816
711 => 0.32217098261271
712 => 0.32337749973359
713 => 0.32168836869901
714 => 0.32417221434479
715 => 0.32150000702432
716 => 0.32374597520939
717 => 0.32471526062305
718 => 0.32829194466665
719 => 0.32097172788297
720 => 0.30604531032595
721 => 0.30918302426175
722 => 0.30454209888859
723 => 0.30497163420112
724 => 0.30583936389248
725 => 0.3030267680593
726 => 0.30356332270919
727 => 0.30354415320142
728 => 0.30337896073965
729 => 0.30264729593584
730 => 0.30158623721483
731 => 0.30581316858266
801 => 0.30653140658922
802 => 0.30812796070693
803 => 0.31287822280824
804 => 0.31240355960542
805 => 0.3131777549828
806 => 0.31148769082091
807 => 0.30505003143037
808 => 0.30539962730779
809 => 0.30104016111447
810 => 0.30801647935495
811 => 0.3063643951127
812 => 0.30529928565428
813 => 0.30500866067038
814 => 0.30977069775264
815 => 0.31119557388343
816 => 0.3103076866986
817 => 0.3084866041787
818 => 0.31198362097163
819 => 0.31291927513812
820 => 0.3131287336004
821 => 0.31932477687099
822 => 0.31347502358977
823 => 0.31488311734611
824 => 0.32586866287496
825 => 0.31590628898195
826 => 0.32118358062052
827 => 0.32092528465652
828 => 0.323624968485
829 => 0.32070383178471
830 => 0.32074004277507
831 => 0.32313717912234
901 => 0.31977083344841
902 => 0.31893727891852
903 => 0.31778572930551
904 => 0.32030009575692
905 => 0.32180734472953
906 => 0.33395466449636
907 => 0.34180238705081
908 => 0.34146169671783
909 => 0.34457496861572
910 => 0.34317241111142
911 => 0.33864318295404
912 => 0.34637402313815
913 => 0.34392766183181
914 => 0.34412933688557
915 => 0.34412183053
916 => 0.3457484469341
917 => 0.34459584013459
918 => 0.3423239338201
919 => 0.34383213125709
920 => 0.3483109384545
921 => 0.36221329342186
922 => 0.3699932354433
923 => 0.36174493114338
924 => 0.36743450100027
925 => 0.36402278648716
926 => 0.36340277647042
927 => 0.36697624679645
928 => 0.37055597200924
929 => 0.37032795898876
930 => 0.3677292623052
1001 => 0.36626132448815
1002 => 0.37737704143414
1003 => 0.38556691232866
1004 => 0.38500841803924
1005 => 0.38747343020065
1006 => 0.39471078214649
1007 => 0.39537247490697
1008 => 0.39528911682798
1009 => 0.39364904228063
1010 => 0.40077515516022
1011 => 0.4067198838964
1012 => 0.39326941240923
1013 => 0.39839117587194
1014 => 0.40069050050327
1015 => 0.40406659124093
1016 => 0.40976262221387
1017 => 0.41595002264808
1018 => 0.41682498891087
1019 => 0.41620415847643
1020 => 0.41212340156382
1021 => 0.41889372894997
1022 => 0.42285962794907
1023 => 0.42522123004504
1024 => 0.43120986002732
1025 => 0.40070470034941
1026 => 0.37911163212457
1027 => 0.37573956271357
1028 => 0.38259679846091
1029 => 0.38440499684205
1030 => 0.3836761143419
1031 => 0.35937115289897
1101 => 0.37561160212161
1102 => 0.3930849599494
1103 => 0.39375618278606
1104 => 0.40250371106533
1105 => 0.40535226484637
1106 => 0.41239517167593
1107 => 0.41195463593616
1108 => 0.41366947167203
1109 => 0.41327526063317
1110 => 0.42632076247593
1111 => 0.44071188828426
1112 => 0.44021356935849
1113 => 0.43814467475547
1114 => 0.44121733603991
1115 => 0.45607052012087
1116 => 0.45470307694812
1117 => 0.45603143151192
1118 => 0.47354417263215
1119 => 0.49631322724682
1120 => 0.4857347154026
1121 => 0.50868704221978
1122 => 0.52313431530062
1123 => 0.54811938021803
1124 => 0.54499112703634
1125 => 0.55471762945981
1126 => 0.53939090095495
1127 => 0.50419763426492
1128 => 0.49862816509681
1129 => 0.50977838341279
1130 => 0.53719010712023
1201 => 0.5089150906832
1202 => 0.51463508968295
1203 => 0.51298772958622
1204 => 0.51289994876749
1205 => 0.51625018558784
1206 => 0.51139049234332
1207 => 0.49159122782302
1208 => 0.50066511407488
1209 => 0.49716125082923
1210 => 0.50104904833059
1211 => 0.52202988799575
1212 => 0.51275375865903
1213 => 0.50298210993436
1214 => 0.51523792593754
1215 => 0.53084379126489
1216 => 0.52986720425915
1217 => 0.52797221728629
1218 => 0.53865415963398
1219 => 0.55629759887692
1220 => 0.56106654960721
1221 => 0.5645868915394
1222 => 0.56507228721518
1223 => 0.5700721643475
1224 => 0.54318656487576
1225 => 0.58585470170857
1226 => 0.5932223102561
1227 => 0.59183750520526
1228 => 0.60002629202948
1229 => 0.59761694321632
1230 => 0.5941261748013
1231 => 0.6071071437226
]
'min_raw' => 0.22378500116649
'max_raw' => 0.6071071437226
'avg_raw' => 0.41544607244454
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.223785'
'max' => '$0.6071071'
'avg' => '$0.415446'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.07717766342897
'max_diff' => 0.27981658999756
'year' => 2032
]
7 => [
'items' => [
101 => 0.59222551036451
102 => 0.57110290535824
103 => 0.55951462649404
104 => 0.57477500690221
105 => 0.58409398870359
106 => 0.59025324287574
107 => 0.59211702946671
108 => 0.54527361742927
109 => 0.52002761639582
110 => 0.53621001361227
111 => 0.55595365506573
112 => 0.54307688795061
113 => 0.54358163284258
114 => 0.52522274689128
115 => 0.55757800910332
116 => 0.55286411954961
117 => 0.57731978689296
118 => 0.57148324561248
119 => 0.59142589296745
120 => 0.58617432556799
121 => 0.60797328823195
122 => 0.61666948462196
123 => 0.63127175181568
124 => 0.6420132390053
125 => 0.64832084573495
126 => 0.64794216068614
127 => 0.67293604098622
128 => 0.65819802299293
129 => 0.63968359890922
130 => 0.6393487313898
131 => 0.64893761397418
201 => 0.66903328128956
202 => 0.67424379544437
203 => 0.67715576202549
204 => 0.67269598384021
205 => 0.65669892159176
206 => 0.64979147121983
207 => 0.65567681906482
208 => 0.6484795443841
209 => 0.66090405968163
210 => 0.6779655729184
211 => 0.67444243790354
212 => 0.68621975004029
213 => 0.69840802909245
214 => 0.71583781554691
215 => 0.72039460714923
216 => 0.7279268103886
217 => 0.73567992172178
218 => 0.73817001212979
219 => 0.74292436734836
220 => 0.74289930954954
221 => 0.7572268790057
222 => 0.77303063180374
223 => 0.77899618262728
224 => 0.79271363780361
225 => 0.7692229765311
226 => 0.78704091294757
227 => 0.8031131376071
228 => 0.78395116878796
301 => 0.81036147863903
302 => 0.8113869311235
303 => 0.8268700461657
304 => 0.8111749428645
305 => 0.80185524062479
306 => 0.82876087178614
307 => 0.84177965918568
308 => 0.83785829447053
309 => 0.80801651536661
310 => 0.790647319954
311 => 0.74518878529165
312 => 0.79903638326177
313 => 0.82526397747704
314 => 0.80794859223371
315 => 0.81668146537464
316 => 0.86432518958791
317 => 0.88246483506563
318 => 0.87869191561196
319 => 0.87932947689209
320 => 0.88911730033401
321 => 0.93252189972831
322 => 0.90651285766051
323 => 0.92639579578113
324 => 0.93694163446704
325 => 0.94673719716449
326 => 0.92268239109894
327 => 0.89138744184294
328 => 0.88147501774096
329 => 0.8062269184202
330 => 0.80230992806463
331 => 0.80011120268109
401 => 0.78624855015374
402 => 0.77535630256735
403 => 0.76669438288343
404 => 0.74396291896464
405 => 0.75163412074811
406 => 0.71540491168679
407 => 0.73858307575989
408 => 0.68076038331319
409 => 0.72891683979339
410 => 0.70270746993661
411 => 0.72030635689669
412 => 0.720244956038
413 => 0.6878398254123
414 => 0.66914922234522
415 => 0.68105960206872
416 => 0.69382847457943
417 => 0.69590018118465
418 => 0.71245535769646
419 => 0.71707555160857
420 => 0.70307614835863
421 => 0.67956213653544
422 => 0.68502390518446
423 => 0.66903853977788
424 => 0.64102480177104
425 => 0.66114475748049
426 => 0.6680145949717
427 => 0.67104870657383
428 => 0.64350041264365
429 => 0.63484414058823
430 => 0.63023561397908
501 => 0.67600599772572
502 => 0.67851340266816
503 => 0.6656851644713
504 => 0.72367001754455
505 => 0.71054625946063
506 => 0.72520871263916
507 => 0.68452830692711
508 => 0.68608235320874
509 => 0.66682359721224
510 => 0.67760721369974
511 => 0.66998570113856
512 => 0.67673600405333
513 => 0.6807821077879
514 => 0.70003770361205
515 => 0.72913670776701
516 => 0.69716155971345
517 => 0.68322952981396
518 => 0.6918728828069
519 => 0.71489127083481
520 => 0.74976530698671
521 => 0.7291191756794
522 => 0.73828157815954
523 => 0.74028315549453
524 => 0.72505946262985
525 => 0.75032662625748
526 => 0.7638675045156
527 => 0.77775764371848
528 => 0.78981806239548
529 => 0.77220961667014
530 => 0.79105317766779
531 => 0.77586859383998
601 => 0.76224645239301
602 => 0.7622671115586
603 => 0.75372174324119
604 => 0.73716401534049
605 => 0.73411051627448
606 => 0.74999520403029
607 => 0.76273321932492
608 => 0.76378238327556
609 => 0.77083480304553
610 => 0.77500835241969
611 => 0.81591480995175
612 => 0.83236772556711
613 => 0.85248603934381
614 => 0.86032325636588
615 => 0.88391046980448
616 => 0.864861879293
617 => 0.86074059691459
618 => 0.80352573243125
619 => 0.81289466328516
620 => 0.82789522554963
621 => 0.80377308617794
622 => 0.81907303145816
623 => 0.82209356475363
624 => 0.80295342511254
625 => 0.81317700069146
626 => 0.78602621503275
627 => 0.72972852069983
628 => 0.75038930168482
629 => 0.76560259083346
630 => 0.74389135143333
701 => 0.78280790771706
702 => 0.76007365893689
703 => 0.75286799350997
704 => 0.72475612367435
705 => 0.73802384411166
706 => 0.75596862597858
707 => 0.74488083708963
708 => 0.76788966387408
709 => 0.80047629883083
710 => 0.82369947546866
711 => 0.82548226260759
712 => 0.81055131586145
713 => 0.83447825331016
714 => 0.83465253492784
715 => 0.80766285174129
716 => 0.79113182106871
717 => 0.78737593611832
718 => 0.79675887310902
719 => 0.80815149080147
720 => 0.82611447360093
721 => 0.83696912789816
722 => 0.86527230944155
723 => 0.87293033885139
724 => 0.88134419140335
725 => 0.8925876931488
726 => 0.9060883997689
727 => 0.87654962227979
728 => 0.8777232529766
729 => 0.85021715237095
730 => 0.82082293909998
731 => 0.84312948293224
801 => 0.87229232167774
802 => 0.86560233424745
803 => 0.8648495739975
804 => 0.86611550793963
805 => 0.86107147589176
806 => 0.83825750587976
807 => 0.82680047296275
808 => 0.84158296842652
809 => 0.84943920687234
810 => 0.86162354756581
811 => 0.86012157039511
812 => 0.89150712351883
813 => 0.90370260041285
814 => 0.90058247554948
815 => 0.90115665361434
816 => 0.92323598199905
817 => 0.94779273612306
818 => 0.97079337690931
819 => 0.99419061661759
820 => 0.96598433093945
821 => 0.95166291859394
822 => 0.96643896048264
823 => 0.95859858466865
824 => 1.0036517097024
825 => 1.0067710903293
826 => 1.0518209575093
827 => 1.0945786459015
828 => 1.0677233079059
829 => 1.0930466820448
830 => 1.1204359758209
831 => 1.1732743672679
901 => 1.1554802559055
902 => 1.1418502454713
903 => 1.1289699514706
904 => 1.1557717985969
905 => 1.1902519467548
906 => 1.1976786404213
907 => 1.2097127213763
908 => 1.1970603567095
909 => 1.2122987363384
910 => 1.2660969125117
911 => 1.2515601704201
912 => 1.230915659752
913 => 1.273384153009
914 => 1.2887533356267
915 => 1.3966223081407
916 => 1.5328113417847
917 => 1.4764281875907
918 => 1.4414293443094
919 => 1.4496549026642
920 => 1.4993865274612
921 => 1.5153587469432
922 => 1.471940748437
923 => 1.4872767195182
924 => 1.571779427975
925 => 1.6171124198906
926 => 1.5555441278361
927 => 1.3856796518917
928 => 1.2290568474428
929 => 1.2706002679995
930 => 1.2658905333508
1001 => 1.35667815166
1002 => 1.2512134739288
1003 => 1.2529892286225
1004 => 1.3456542387327
1005 => 1.3209328027157
1006 => 1.2808872424506
1007 => 1.2293492243498
1008 => 1.1340764312008
1009 => 1.0496906614303
1010 => 1.2151905888324
1011 => 1.2080539310207
1012 => 1.197718992916
1013 => 1.2207182793109
1014 => 1.3323962855835
1015 => 1.3298217460725
1016 => 1.313443839245
1017 => 1.3258663372254
1018 => 1.2787095184928
1019 => 1.290862904421
1020 => 1.2290320375904
1021 => 1.2569821716829
1022 => 1.2808013226637
1023 => 1.2855833698716
1024 => 1.2963575664085
1025 => 1.2042932366462
1026 => 1.2456274178428
1027 => 1.2699073768067
1028 => 1.1602096388951
1029 => 1.2677390052333
1030 => 1.2026906014897
1031 => 1.1806121962649
1101 => 1.2103378602914
1102 => 1.1987537401111
1103 => 1.1887943938224
1104 => 1.1832369074701
1105 => 1.2050641544293
1106 => 1.2040458872695
1107 => 1.1683322747581
1108 => 1.12174532311
1109 => 1.1373814332476
1110 => 1.1317006878453
1111 => 1.1111129336765
1112 => 1.1249865942114
1113 => 1.0638940145149
1114 => 0.95878740646309
1115 => 1.0282240512446
1116 => 1.025550815953
1117 => 1.0242028494975
1118 => 1.0763825689629
1119 => 1.0713666929272
1120 => 1.0622628288069
1121 => 1.1109457340726
1122 => 1.0931758187732
1123 => 1.1479385106075
1124 => 1.1840087612785
1125 => 1.1748601789579
1126 => 1.2087844240566
1127 => 1.1377416576447
1128 => 1.1613392149057
1129 => 1.1662026387523
1130 => 1.1103449945785
1201 => 1.072187352279
1202 => 1.0696426725666
1203 => 1.0034825792663
1204 => 1.0388247670817
1205 => 1.0699244298002
1206 => 1.0550301047894
1207 => 1.0503150064462
1208 => 1.0744034213012
1209 => 1.0762752974387
1210 => 1.03359632313
1211 => 1.0424706333562
1212 => 1.0794779822304
1213 => 1.0415381431156
1214 => 0.96782723315309
1215 => 0.94954590834932
1216 => 0.94710684262883
1217 => 0.89752643985086
1218 => 0.95076755388826
1219 => 0.92752638083779
1220 => 1.0009449680322
1221 => 0.95900866477855
1222 => 0.95720087456231
1223 => 0.95446813450529
1224 => 0.91179223369365
1225 => 0.92113554377642
1226 => 0.95219412951784
1227 => 0.96327618281039
1228 => 0.96212023385939
1229 => 0.95204192550376
1230 => 0.95665572345968
1231 => 0.94179307268988
]
'min_raw' => 0.52002761639582
'max_raw' => 1.6171124198906
'avg_raw' => 1.0685700181432
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.520027'
'max' => '$1.61'
'avg' => '$1.06'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.29624261522933
'max_diff' => 1.010005276168
'year' => 2033
]
8 => [
'items' => [
101 => 0.93654476136374
102 => 0.91997964715669
103 => 0.89563350550192
104 => 0.89901898582258
105 => 0.85078290868998
106 => 0.82450133378576
107 => 0.81722694023786
108 => 0.80749931716778
109 => 0.81832570114785
110 => 0.850646261944
111 => 0.81166080843435
112 => 0.74482298290366
113 => 0.74884005010417
114 => 0.75786520742575
115 => 0.74104688646437
116 => 0.72512975712911
117 => 0.7389684096886
118 => 0.71064834190375
119 => 0.76128755231683
120 => 0.7599179035899
121 => 0.77879306972413
122 => 0.79059609846526
123 => 0.76339393849288
124 => 0.75655266882229
125 => 0.76044976694503
126 => 0.69603941586948
127 => 0.77352936988777
128 => 0.77419950622796
129 => 0.76846139203168
130 => 0.80972240031249
131 => 0.89679599741623
201 => 0.86403540765848
202 => 0.85134951711021
203 => 0.82723362990462
204 => 0.85936661774637
205 => 0.85689930563282
206 => 0.84574118455502
207 => 0.83899271811171
208 => 0.85142697445279
209 => 0.83745197614722
210 => 0.83494168244427
211 => 0.81973203383088
212 => 0.81430288127082
213 => 0.81028335285614
214 => 0.80585824702228
215 => 0.8156189278241
216 => 0.79349994100268
217 => 0.76682661124706
218 => 0.76460901248731
219 => 0.77073199763626
220 => 0.76802303251048
221 => 0.7645960430045
222 => 0.75805298675252
223 => 0.75611180173284
224 => 0.76241971131773
225 => 0.75529844917036
226 => 0.76580625938402
227 => 0.76294871642956
228 => 0.74698671377454
301 => 0.72709214857609
302 => 0.72691504521556
303 => 0.72262879377719
304 => 0.71716960812819
305 => 0.71565098756989
306 => 0.73780295696918
307 => 0.78365687067305
308 => 0.77465465022182
309 => 0.78115967708249
310 => 0.81315797097529
311 => 0.82332926638154
312 => 0.81610992182251
313 => 0.80622763772035
314 => 0.8066624080674
315 => 0.84043316441535
316 => 0.84253940506472
317 => 0.84786119568669
318 => 0.85470120057377
319 => 0.8172748042318
320 => 0.80489962816539
321 => 0.7990355831965
322 => 0.78097659436332
323 => 0.80045166555922
324 => 0.78910437557906
325 => 0.79063551267601
326 => 0.78963835763297
327 => 0.7901828717138
328 => 0.76127339762549
329 => 0.77180649054604
330 => 0.75429318063865
331 => 0.73084482463395
401 => 0.73076621752257
402 => 0.73650516943545
403 => 0.73309141627246
404 => 0.72390509428645
405 => 0.72520996796635
406 => 0.71377790147786
407 => 0.72659802782229
408 => 0.72696566317324
409 => 0.72202921621363
410 => 0.74178038968375
411 => 0.74987246156988
412 => 0.74662318643213
413 => 0.74964448376432
414 => 0.77502873312415
415 => 0.77916747336225
416 => 0.78100562838619
417 => 0.77854274416299
418 => 0.75010846124409
419 => 0.75136964260345
420 => 0.74211593059544
421 => 0.73429751908082
422 => 0.73461021453924
423 => 0.73862989438011
424 => 0.75618407199628
425 => 0.79312580391422
426 => 0.79452771563645
427 => 0.79622687354045
428 => 0.78931554441656
429 => 0.78723102142029
430 => 0.78998104531341
501 => 0.8038544175178
502 => 0.83954049741131
503 => 0.8269266533838
504 => 0.81667140184327
505 => 0.82566802224028
506 => 0.824283063048
507 => 0.8125926136915
508 => 0.81226450171431
509 => 0.78982679173644
510 => 0.78153208123955
511 => 0.77460040030004
512 => 0.7670311856702
513 => 0.76254390151526
514 => 0.76943840941142
515 => 0.7710152649407
516 => 0.75594030293036
517 => 0.75388564131225
518 => 0.76619618070554
519 => 0.76077877130172
520 => 0.76635071121884
521 => 0.76764344907483
522 => 0.76743528850574
523 => 0.76177889090264
524 => 0.76538411005865
525 => 0.75685669198713
526 => 0.74758440561113
527 => 0.7416692645871
528 => 0.73650751951403
529 => 0.73937155568295
530 => 0.72916178969308
531 => 0.72589548007093
601 => 0.76416274292859
602 => 0.79243118144395
603 => 0.79202014715241
604 => 0.78951808161207
605 => 0.7858005197446
606 => 0.80358245471193
607 => 0.79738758413033
608 => 0.8018948700772
609 => 0.80304216352088
610 => 0.80651467523221
611 => 0.80775579969654
612 => 0.80400425954896
613 => 0.79141363260165
614 => 0.76003898732983
615 => 0.74543400526156
616 => 0.74061411791381
617 => 0.74078931166464
618 => 0.73595668591764
619 => 0.73738011078323
620 => 0.73546167683897
621 => 0.73182862706756
622 => 0.73914722509723
623 => 0.73999062534269
624 => 0.73828237711183
625 => 0.73868473140969
626 => 0.72454116566054
627 => 0.72561647024624
628 => 0.71962903766997
629 => 0.7185064662415
630 => 0.7033707580741
701 => 0.67655565709957
702 => 0.69141382604429
703 => 0.67346724733378
704 => 0.66667060604106
705 => 0.69884484882619
706 => 0.69561544722514
707 => 0.69008811547129
708 => 0.68191203981046
709 => 0.67887945381611
710 => 0.66045442131449
711 => 0.65936577210057
712 => 0.6684977157261
713 => 0.66428363795391
714 => 0.6583654767657
715 => 0.6369304968564
716 => 0.61283048256039
717 => 0.61355791050469
718 => 0.62122367665555
719 => 0.64351292560857
720 => 0.6348041304347
721 => 0.62848579961415
722 => 0.62730256617979
723 => 0.64211320987782
724 => 0.66307337363631
725 => 0.67290741351456
726 => 0.66316217865945
727 => 0.65196737757859
728 => 0.65264875324867
729 => 0.65718164032002
730 => 0.65765798265965
731 => 0.65037131800016
801 => 0.65242247141993
802 => 0.6493065818139
803 => 0.63018437305324
804 => 0.62983851293394
805 => 0.6251456145168
806 => 0.6250035154178
807 => 0.61701972451188
808 => 0.6159027369748
809 => 0.60005043554962
810 => 0.61048446835286
811 => 0.60348586695976
812 => 0.59293732385717
813 => 0.5911187510503
814 => 0.59106408255573
815 => 0.60189507771101
816 => 0.61035790186836
817 => 0.60360761062735
818 => 0.60207070016067
819 => 0.61848088305915
820 => 0.61639253770318
821 => 0.61458404409329
822 => 0.66119662086483
823 => 0.62429912912543
824 => 0.60820971669186
825 => 0.58829601350875
826 => 0.59478001567878
827 => 0.59614629020582
828 => 0.54825742376525
829 => 0.52882891661449
830 => 0.5221617851082
831 => 0.51832475666692
901 => 0.52007333870998
902 => 0.5025854035377
903 => 0.51433758519722
904 => 0.49919451155639
905 => 0.49665572598068
906 => 0.52373341751734
907 => 0.52750112010909
908 => 0.51142693031925
909 => 0.52174916233927
910 => 0.51800617751905
911 => 0.4994540960907
912 => 0.49874554304001
913 => 0.48943676071646
914 => 0.47487031891555
915 => 0.46821306414272
916 => 0.46474590805609
917 => 0.46617652423096
918 => 0.46545316091537
919 => 0.46073272597934
920 => 0.46572373072036
921 => 0.45297377603261
922 => 0.44789664134258
923 => 0.44560341739172
924 => 0.43428709874633
925 => 0.45229639410089
926 => 0.45584445216086
927 => 0.45939950099127
928 => 0.49034377392499
929 => 0.48879788549683
930 => 0.50277196400921
1001 => 0.5022289570149
1002 => 0.4982433234581
1003 => 0.48142859108689
1004 => 0.48813064371627
1005 => 0.46750276745326
1006 => 0.48295857490875
1007 => 0.47590518983602
1008 => 0.48057381832059
1009 => 0.47217920335207
1010 => 0.4768251298808
1011 => 0.45668582835116
1012 => 0.4378800319504
1013 => 0.44544803339748
1014 => 0.45367531647641
1015 => 0.47151416246427
1016 => 0.46088949296119
1017 => 0.46471052587773
1018 => 0.4519107052405
1019 => 0.42550101917787
1020 => 0.4256504951329
1021 => 0.42158794029845
1022 => 0.41807729977877
1023 => 0.46210986406207
1024 => 0.45663371864161
1025 => 0.4479081976143
1026 => 0.45958765424778
1027 => 0.46267588795957
1028 => 0.4627638056318
1029 => 0.47128483570118
1030 => 0.47583251097668
1031 => 0.47663405845474
1101 => 0.49004208337794
1102 => 0.49453627647607
1103 => 0.51304722180527
1104 => 0.47544667250239
1105 => 0.47467231393323
1106 => 0.45975200815419
1107 => 0.45028931434842
1108 => 0.46039992689476
1109 => 0.46935654937457
1110 => 0.46003031538112
1111 => 0.46124812465312
1112 => 0.44872841749824
1113 => 0.45320362369913
1114 => 0.45705827415472
1115 => 0.45492996273903
1116 => 0.45174377753829
1117 => 0.4686222084712
1118 => 0.46766986125086
1119 => 0.48338744416903
1120 => 0.49564042402888
1121 => 0.51759995441987
1122 => 0.49468403968066
1123 => 0.49384889266505
1124 => 0.50201258870442
1125 => 0.49453502665674
1126 => 0.49926058775421
1127 => 0.51683859347018
1128 => 0.5172099890319
1129 => 0.51098863485694
1130 => 0.51061006489
1201 => 0.51180494401345
1202 => 0.51880338836092
1203 => 0.51635791686544
1204 => 0.51918787839177
1205 => 0.52272678861436
1206 => 0.53736522176181
1207 => 0.54089449843548
1208 => 0.53232018583862
1209 => 0.53309435026361
1210 => 0.52988732198224
1211 => 0.52678937284639
1212 => 0.53375311008465
1213 => 0.54647947676018
1214 => 0.54640030669359
1215 => 0.5493525763971
1216 => 0.55119181596446
1217 => 0.5432964533357
1218 => 0.5381568625849
1219 => 0.54012770871941
1220 => 0.54327913460794
1221 => 0.53910574377762
1222 => 0.51334564227019
1223 => 0.52115961150589
1224 => 0.51985898494149
1225 => 0.5180067345522
1226 => 0.52586374104233
1227 => 0.52510591359907
1228 => 0.50240603948586
1229 => 0.50385921177702
1230 => 0.50249441170594
1231 => 0.50690435994743
]
'min_raw' => 0.41807729977877
'max_raw' => 0.93654476136374
'avg_raw' => 0.67731103057126
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.418077'
'max' => '$0.936544'
'avg' => '$0.677311'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.10195031661705
'max_diff' => -0.68056765852687
'year' => 2034
]
9 => [
'items' => [
101 => 0.49429687497949
102 => 0.49817485244292
103 => 0.50060708355421
104 => 0.50203968636403
105 => 0.50721523005807
106 => 0.50660793974147
107 => 0.50717748003931
108 => 0.51485144504469
109 => 0.55366372665511
110 => 0.5557761935087
111 => 0.5453736341232
112 => 0.5495292514163
113 => 0.54155137494716
114 => 0.54690697686802
115 => 0.55057114368473
116 => 0.53401347841876
117 => 0.53303304094007
118 => 0.52502223693685
119 => 0.52932678925305
120 => 0.52247793700971
121 => 0.52415840578755
122 => 0.51945966858409
123 => 0.52791646004107
124 => 0.5373724669425
125 => 0.53976142771483
126 => 0.53347710043511
127 => 0.52892683332724
128 => 0.52093806323699
129 => 0.53422356593843
130 => 0.53810865179669
131 => 0.53420315923635
201 => 0.53329817127342
202 => 0.53158322071894
203 => 0.53366200614064
204 => 0.53808749278474
205 => 0.53600051500929
206 => 0.53737900059779
207 => 0.53212563502259
208 => 0.54329906702925
209 => 0.56104516608868
210 => 0.56110222269893
211 => 0.5590152336739
212 => 0.55816128272966
213 => 0.56030266011843
214 => 0.56146426950794
215 => 0.56838909132177
216 => 0.57581970102509
217 => 0.61049511428145
218 => 0.60075839699497
219 => 0.63152448648558
220 => 0.65585646879593
221 => 0.66315256638217
222 => 0.65644049991075
223 => 0.63347888309072
224 => 0.63235227662535
225 => 0.66666662629904
226 => 0.65697125081944
227 => 0.65581801675657
228 => 0.64354955474735
301 => 0.65080173527338
302 => 0.64921557700927
303 => 0.64671174859185
304 => 0.66054840384424
305 => 0.68644938727
306 => 0.68241247610521
307 => 0.67939910918762
308 => 0.66619541253264
309 => 0.67414698707135
310 => 0.67131558368049
311 => 0.68348108950061
312 => 0.67627451335172
313 => 0.65689779881452
314 => 0.65998360447106
315 => 0.65951719115385
316 => 0.66911594417155
317 => 0.66623463677133
318 => 0.65895456964063
319 => 0.68636086052445
320 => 0.68458124843625
321 => 0.68710433150135
322 => 0.68821507069554
323 => 0.70489679700351
324 => 0.71173076651618
325 => 0.71328219724104
326 => 0.7197739397199
327 => 0.71312067677432
328 => 0.73973847225274
329 => 0.75743775305446
330 => 0.77799637850232
331 => 0.80803805591923
401 => 0.81933400452904
402 => 0.81729349251879
403 => 0.84007074947537
404 => 0.88100097391635
405 => 0.82556666111822
406 => 0.88393912709968
407 => 0.86545907831248
408 => 0.8216432150799
409 => 0.81882199004282
410 => 0.84849460133655
411 => 0.91430559730305
412 => 0.89782068923558
413 => 0.91433256070709
414 => 0.89507058555588
415 => 0.89411406613695
416 => 0.91339704956753
417 => 0.95845279141379
418 => 0.93704849735186
419 => 0.90636019326586
420 => 0.92901995944006
421 => 0.90938997291761
422 => 0.86515811919523
423 => 0.89780808353706
424 => 0.87597598219913
425 => 0.88234775002788
426 => 0.92823557976022
427 => 0.92271423468269
428 => 0.9298593664758
429 => 0.91724839588161
430 => 0.9054677607791
501 => 0.88347833051882
502 => 0.87696834428456
503 => 0.87876747027494
504 => 0.87696745272707
505 => 0.86466456858974
506 => 0.86200776193165
507 => 0.85757963443746
508 => 0.85895209630862
509 => 0.85062592112516
510 => 0.86633913397192
511 => 0.86925564474064
512 => 0.8806904106773
513 => 0.88187760601023
514 => 0.91372326638014
515 => 0.89618321179297
516 => 0.9079505947455
517 => 0.90689800925532
518 => 0.82259283769747
519 => 0.83420934650731
520 => 0.85228098875415
521 => 0.84413973841748
522 => 0.83262991520062
523 => 0.82333511583533
524 => 0.80925254435488
525 => 0.82907349328178
526 => 0.85513593339774
527 => 0.88253859250114
528 => 0.91546109192054
529 => 0.90811317331027
530 => 0.88192312927491
531 => 0.8830979955185
601 => 0.89036055634353
602 => 0.88095488020188
603 => 0.8781809626871
604 => 0.8899794626734
605 => 0.89006071245846
606 => 0.87923834534357
607 => 0.86721126476764
608 => 0.86716087086088
609 => 0.86502076804021
610 => 0.89545130509341
611 => 0.91218502359835
612 => 0.91410351745721
613 => 0.91205589367589
614 => 0.91284394280204
615 => 0.90310696070634
616 => 0.92536281436476
617 => 0.94578698655754
618 => 0.94031287211108
619 => 0.93210639636461
620 => 0.92556954315513
621 => 0.93877299723911
622 => 0.93818506821291
623 => 0.94560859923109
624 => 0.94527182498371
625 => 0.94277557071542
626 => 0.94031296126018
627 => 0.95007692938947
628 => 0.94726506337277
629 => 0.94444882975148
630 => 0.93880044208019
701 => 0.9395681517745
702 => 0.93136309299178
703 => 0.92756705736095
704 => 0.87048378943625
705 => 0.85522927499719
706 => 0.86002865577399
707 => 0.86160873654158
708 => 0.85496995230851
709 => 0.86448826353499
710 => 0.86300484481273
711 => 0.86877595929012
712 => 0.86517041751731
713 => 0.86531839020933
714 => 0.87592151978061
715 => 0.8789996534041
716 => 0.87743408979961
717 => 0.87853055688381
718 => 0.90379817804944
719 => 0.90020593033272
720 => 0.89829762032937
721 => 0.89882623524192
722 => 0.90528265419365
723 => 0.90709009899273
724 => 0.89943182837214
725 => 0.90304351306874
726 => 0.91842160811584
727 => 0.92380307105753
728 => 0.94097811751863
729 => 0.93368185251985
730 => 0.94707446270007
731 => 0.98823878051681
801 => 1.0211236859429
802 => 0.99088136788687
803 => 1.0512703088345
804 => 1.0982917616414
805 => 1.0964869999643
806 => 1.0882877220416
807 => 1.0347550481511
808 => 0.98549348350975
809 => 1.0267028740887
810 => 1.0268079253001
811 => 1.0232680021026
812 => 1.0012818431463
813 => 1.0225029314287
814 => 1.0241873843528
815 => 1.0232445386475
816 => 1.006387802125
817 => 0.98065068110075
818 => 0.98567965294292
819 => 0.99391721140864
820 => 0.97832179469831
821 => 0.97333811409974
822 => 0.98260372451651
823 => 1.0124594518459
824 => 1.0068153995368
825 => 1.0066680105216
826 => 1.0308156597509
827 => 1.0135311542916
828 => 0.98574308438284
829 => 0.97872623025128
830 => 0.95382112520355
831 => 0.97102316996896
901 => 0.97164224093586
902 => 0.96222085681848
903 => 0.98650757777976
904 => 0.98628377137051
905 => 1.0093403983219
906 => 1.0534160093793
907 => 1.0403806823605
908 => 1.0252220152772
909 => 1.0268701826934
910 => 1.0449465112253
911 => 1.0340171503525
912 => 1.0379474247246
913 => 1.0449405622843
914 => 1.049159695804
915 => 1.0262631143087
916 => 1.0209248258921
917 => 1.0100045612763
918 => 1.0071556680744
919 => 1.0160499957452
920 => 1.0137066546452
921 => 0.97159021041825
922 => 0.96718880766286
923 => 0.96732379240161
924 => 0.95625625589787
925 => 0.93937560621656
926 => 0.98373694568783
927 => 0.98017410929174
928 => 0.97624101365209
929 => 0.97672279542601
930 => 0.99597854934519
1001 => 0.98480923963319
1002 => 1.0145046801164
1003 => 1.0084001902797
1004 => 1.0021391433131
1005 => 1.0012736759061
1006 => 0.99886370699136
1007 => 0.99059902687278
1008 => 0.98061892899931
1009 => 0.97402920392197
1010 => 0.89849045362911
1011 => 0.91251000629477
1012 => 0.92863822371417
1013 => 0.93420561973758
1014 => 0.92468220358747
1015 => 0.99097506938829
1016 => 1.003087414784
1017 => 0.96639833051155
1018 => 0.95953530084961
1019 => 0.99142500847036
1020 => 0.97219161641684
1021 => 0.98085241168086
1022 => 0.96213250952177
1023 => 1.0001699054691
1024 => 0.99988012424204
1025 => 0.98508271810498
1026 => 0.99758938444376
1027 => 0.99541604339345
1028 => 0.97870980830912
1029 => 1.0006995229196
1030 => 1.0007104295437
1031 => 0.98646824786017
1101 => 0.96983649766823
1102 => 0.96686313355832
1103 => 0.96462310311677
1104 => 0.9803015015086
1105 => 0.99435870448164
1106 => 1.0205156741383
1107 => 1.0270921577843
1108 => 1.0527606112758
1109 => 1.0374762969959
1110 => 1.0442516355512
1111 => 1.051607223983
1112 => 1.0551337635701
1113 => 1.0493874565575
1114 => 1.0892611303868
1115 => 1.0926276901558
1116 => 1.0937564685257
1117 => 1.0803112900572
1118 => 1.0922537554204
1119 => 1.0866662713698
1120 => 1.1012033526217
1121 => 1.1034829525807
1122 => 1.1015522125145
1123 => 1.1022757935226
1124 => 1.0682506471074
1125 => 1.0664862637688
1126 => 1.0424287717524
1127 => 1.0522323775731
1128 => 1.0339050063904
1129 => 1.0397168045853
1130 => 1.0422785898527
1201 => 1.0409404586091
1202 => 1.052786658737
1203 => 1.0427149686094
1204 => 1.0161341224237
1205 => 0.98954603430415
1206 => 0.989212242516
1207 => 0.98221206823286
1208 => 0.97715222437203
1209 => 0.97812692980723
1210 => 0.98156191889371
1211 => 0.97695257656185
1212 => 0.97793621344794
1213 => 0.99427113969531
1214 => 0.99754699265886
1215 => 0.98641436433035
1216 => 0.94171525516079
1217 => 0.93074598165136
1218 => 0.93863047791979
1219 => 0.93486219653008
1220 => 0.75450675560265
1221 => 0.79687859119848
1222 => 0.77170268529902
1223 => 0.78330490102522
1224 => 0.7576068203711
1225 => 0.76987129141105
1226 => 0.76760649143674
1227 => 0.83573914920107
1228 => 0.83467535146349
1229 => 0.83518453514554
1230 => 0.81087987132991
1231 => 0.84959786073175
]
'min_raw' => 0.49429687497949
'max_raw' => 1.1034829525807
'avg_raw' => 0.7988899137801
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.494296'
'max' => '$1.10'
'avg' => '$0.798889'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.076219575200715
'max_diff' => 0.16693819121698
'year' => 2035
]
10 => [
'items' => [
101 => 0.86867173456497
102 => 0.86514166815315
103 => 0.86603010981671
104 => 0.85076373848872
105 => 0.83533234699063
106 => 0.81821655894513
107 => 0.85001557755834
108 => 0.8464800695159
109 => 0.85458925292962
110 => 0.87521318954108
111 => 0.87825014254983
112 => 0.88233183819134
113 => 0.88086884085874
114 => 0.91572337274314
115 => 0.91150225895433
116 => 0.92167392868804
117 => 0.90075003231937
118 => 0.87707265746374
119 => 0.88157295235209
120 => 0.88113953776525
121 => 0.87562167262475
122 => 0.87064039069632
123 => 0.86234795975296
124 => 0.8885864383066
125 => 0.88752120399441
126 => 0.90476610930932
127 => 0.90171790478684
128 => 0.88136124896352
129 => 0.88208829090868
130 => 0.88697799739432
131 => 0.90390132737082
201 => 0.90892532393601
202 => 0.90659800855537
203 => 0.91210659143494
204 => 0.91646035073995
205 => 0.912653356572
206 => 0.96655236574999
207 => 0.94416973931347
208 => 0.95507887570132
209 => 0.95768064044945
210 => 0.95101627475632
211 => 0.95246153704212
212 => 0.9546507155947
213 => 0.96794297908087
214 => 1.002825724616
215 => 1.0182750551587
216 => 1.0647551283527
217 => 1.0169922033222
218 => 1.0141581490135
219 => 1.0225306137595
220 => 1.0498193371398
221 => 1.0719342843401
222 => 1.0792710881684
223 => 1.0802407679117
224 => 1.094005099635
225 => 1.1018945578892
226 => 1.0923337477259
227 => 1.0842319621711
228 => 1.0552123719443
229 => 1.0585714685308
301 => 1.0817123129558
302 => 1.114400118695
303 => 1.1424496566057
304 => 1.1326276860545
305 => 1.20756238813
306 => 1.2149918577599
307 => 1.2139653452806
308 => 1.230890782751
309 => 1.1972972361776
310 => 1.1829353441732
311 => 1.0859836601672
312 => 1.1132231287651
313 => 1.15281729609
314 => 1.1475768595741
315 => 1.1188225169076
316 => 1.1424278438583
317 => 1.1346231845616
318 => 1.1284673259586
319 => 1.1566685075907
320 => 1.1256601499456
321 => 1.1525079640024
322 => 1.1180753647695
323 => 1.1326725519886
324 => 1.1243864825365
325 => 1.1297485849745
326 => 1.0984018436878
327 => 1.115315784387
328 => 1.0976981681468
329 => 1.0976898151029
330 => 1.0973009052479
331 => 1.1180279526259
401 => 1.1187038608968
402 => 1.1033865415676
403 => 1.1011790765508
404 => 1.1093412316973
405 => 1.0997854856926
406 => 1.104256559105
407 => 1.0999209099515
408 => 1.0989448640043
409 => 1.0911675638364
410 => 1.0878168890827
411 => 1.0891307749899
412 => 1.0846458050342
413 => 1.0819434484074
414 => 1.0967633384975
415 => 1.088845669055
416 => 1.0955498421001
417 => 1.0879095907811
418 => 1.0614251510106
419 => 1.0461936696307
420 => 0.99616701801302
421 => 1.0103545143539
422 => 1.019760839106
423 => 1.0166520488315
424 => 1.0233309332832
425 => 1.0237409625448
426 => 1.0215695891264
427 => 1.0190554168781
428 => 1.0178316568701
429 => 1.0269525613623
430 => 1.0322475534155
501 => 1.0207048896352
502 => 1.0180006050105
503 => 1.0296708753803
504 => 1.0367897335642
505 => 1.0893513826531
506 => 1.0854574459167
507 => 1.0952304629785
508 => 1.0941301712365
509 => 1.1043738500811
510 => 1.1211179356902
511 => 1.0870725279269
512 => 1.092981633513
513 => 1.0915328572844
514 => 1.107350216258
515 => 1.1073995963262
516 => 1.0979162994859
517 => 1.1030573485519
518 => 1.1001877560006
519 => 1.1053734975896
520 => 1.0854054400175
521 => 1.1097243787217
522 => 1.1235116498891
523 => 1.1237030861627
524 => 1.1302381432735
525 => 1.1368781397831
526 => 1.1496230348614
527 => 1.1365226915766
528 => 1.1129564493001
529 => 1.114657855874
530 => 1.1008409766498
531 => 1.1010732408857
601 => 1.0998333961912
602 => 1.1035542634507
603 => 1.0862219611385
604 => 1.0902898178478
605 => 1.0845947946334
606 => 1.0929692536447
607 => 1.0839597200962
608 => 1.0915321586407
609 => 1.0948001720861
610 => 1.1068592120552
611 => 1.0821785900879
612 => 1.0318531311652
613 => 1.0424321527679
614 => 1.0267849488532
615 => 1.0282331571486
616 => 1.031158768386
617 => 1.0216759051653
618 => 1.0234849366284
619 => 1.0234203052946
620 => 1.0228633473764
621 => 1.0203964884071
622 => 1.0168190548485
623 => 1.03107044907
624 => 1.0334920386549
625 => 1.0388749323306
626 => 1.0548907726579
627 => 1.0532904125297
628 => 1.0559006662971
629 => 1.0502024969788
630 => 1.0284974788806
701 => 1.0296761657893
702 => 1.0149779211503
703 => 1.0384990651691
704 => 1.0329289478015
705 => 1.0293378568989
706 => 1.0283579944749
707 => 1.0444135349725
708 => 1.0492176043291
709 => 1.0462240306952
710 => 1.0400841238354
711 => 1.0518745601067
712 => 1.0550291834543
713 => 1.0557353872838
714 => 1.0766257797645
715 => 1.0569029281601
716 => 1.0616504145696
717 => 1.0986889483064
718 => 1.0651001091754
719 => 1.0828928663836
720 => 1.0820220035073
721 => 1.0911241760209
722 => 1.0812753596887
723 => 1.0813974475708
724 => 1.0894795601284
725 => 1.078129690658
726 => 1.0753193033635
727 => 1.0714367734446
728 => 1.079914135483
729 => 1.0849959306269
730 => 1.1259514673196
731 => 1.1524106118224
801 => 1.1512619505785
802 => 1.161758564144
803 => 1.1570297435948
804 => 1.1417591346416
805 => 1.1678242020723
806 => 1.1595761241285
807 => 1.1602560856528
808 => 1.1602307774509
809 => 1.165715028224
810 => 1.161828933927
811 => 1.1541690431683
812 => 1.1592540361261
813 => 1.1743546472925
814 => 1.2212274076964
815 => 1.2474580253999
816 => 1.2196482915745
817 => 1.2388310735801
818 => 1.2273282399008
819 => 1.2252378328416
820 => 1.2372860375376
821 => 1.2493553310209
822 => 1.248586569203
823 => 1.2398248818992
824 => 1.2348756270609
825 => 1.2723530428189
826 => 1.2999657643383
827 => 1.2980827618487
828 => 1.3063937224525
829 => 1.3307949598337
830 => 1.3330259031735
831 => 1.3327448555904
901 => 1.3272152297476
902 => 1.3512414168505
903 => 1.3712844848322
904 => 1.3259352811313
905 => 1.3432036642359
906 => 1.3509559977642
907 => 1.3623387233973
908 => 1.3815432895068
909 => 1.4024045420612
910 => 1.4053545519044
911 => 1.4032613787497
912 => 1.3895028219095
913 => 1.412329453381
914 => 1.4257007587467
915 => 1.4336630650951
916 => 1.4538541491931
917 => 1.3510038735368
918 => 1.2782013364369
919 => 1.2668321689874
920 => 1.2899518180664
921 => 1.2960482851528
922 => 1.2935908069146
923 => 1.2116449324915
924 => 1.2664007409176
925 => 1.3253133867849
926 => 1.327576461442
927 => 1.3570693637685
928 => 1.3666734617209
929 => 1.3904191138168
930 => 1.388933816813
1001 => 1.3947155052225
1002 => 1.393386395182
1003 => 1.4373702154527
1004 => 1.4858909008718
1005 => 1.4842107838221
1006 => 1.4772353612224
1007 => 1.4875950532692
1008 => 1.5376736004144
1009 => 1.5330631702856
1010 => 1.5375418104402
1011 => 1.5965872398276
1012 => 1.6733546971456
1013 => 1.6376885058947
1014 => 1.7150738782391
1015 => 1.7637838681076
1016 => 1.8480227588782
1017 => 1.8374756348684
1018 => 1.8702692168719
1019 => 1.8185940816397
1020 => 1.6999375258789
1021 => 1.6811596717307
1022 => 1.7187534112664
1023 => 1.8111739515715
1024 => 1.7158427595554
1025 => 1.7351281355406
1026 => 1.7295739459595
1027 => 1.7292779868005
1028 => 1.7405735441464
1029 => 1.7241887490795
1030 => 1.6574341464088
1031 => 1.6880273874255
1101 => 1.6762138678608
1102 => 1.689321848574
1103 => 1.7600602143406
1104 => 1.7287850966431
1105 => 1.6958393007332
1106 => 1.7371606400617
1107 => 1.7897769045796
1108 => 1.7864842733065
1109 => 1.7800951924238
1110 => 1.8161101068384
1111 => 1.8755961940716
1112 => 1.8916750444163
1113 => 1.9035441230231
1114 => 1.9051806684332
1115 => 1.9220381032651
1116 => 1.8313914275535
1117 => 1.9752500298795
1118 => 2.0000904364875
1119 => 1.9954214695746
1120 => 2.0230305360753
1121 => 2.0149072483364
1122 => 2.0031378789075
1123 => 2.0469041219279
1124 => 1.9967296560587
1125 => 1.9255133185468
1126 => 1.8864426272884
1127 => 1.9378940652803
1128 => 1.9693136630542
1129 => 1.990080018521
1130 => 1.9963639051379
1201 => 1.838428070951
1202 => 1.7533094158473
1203 => 1.8078694978814
1204 => 1.8744365634988
1205 => 1.831021644143
1206 => 1.8327234267864
1207 => 1.7708251610251
1208 => 1.8799131865453
1209 => 1.8640199788017
1210 => 1.94647396869
1211 => 1.9267956622685
1212 => 1.994033690177
1213 => 1.976327664037
1214 => 2.0498243886135
1215 => 2.0791442218915
1216 => 2.1283767852328
1217 => 2.1645924592393
1218 => 2.1858589957114
1219 => 2.1845822326304
1220 => 2.2688508450791
1221 => 2.2191605884391
1222 => 2.1567379150051
1223 => 2.1556088857837
1224 => 2.1879384728913
1225 => 2.2556924182798
1226 => 2.2732600305392
1227 => 2.2830779291745
1228 => 2.2680414756511
1229 => 2.2141062634012
1230 => 2.1908173122094
1231 => 2.2106601733707
]
'min_raw' => 0.81821655894513
'max_raw' => 2.2830779291745
'avg_raw' => 1.5506472440598
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.818216'
'max' => '$2.28'
'avg' => '$1.55'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.32391968396564
'max_diff' => 1.1795949765938
'year' => 2036
]
11 => [
'items' => [
101 => 2.186394059287
102 => 2.2282841800645
103 => 2.2858082631391
104 => 2.2739297674591
105 => 2.3136377975938
106 => 2.3547314313767
107 => 2.4134971733167
108 => 2.428860714349
109 => 2.4542560634521
110 => 2.4803962196169
111 => 2.4887917332801
112 => 2.5048213738379
113 => 2.5047368897197
114 => 2.5530432904601
115 => 2.6063267464015
116 => 2.6264400175045
117 => 2.6726893753537
118 => 2.5934889708078
119 => 2.6535633874445
120 => 2.707752015011
121 => 2.6431460992914
122 => 2.7321903028632
123 => 2.7356476875094
124 => 2.7878500908707
125 => 2.7349329542936
126 => 2.7035109275116
127 => 2.7942251414633
128 => 2.8381188921235
129 => 2.8248977372055
130 => 2.7242840954701
131 => 2.665722640458
201 => 2.5124560170304
202 => 2.6940069531058
203 => 2.7824351181548
204 => 2.7240550878853
205 => 2.7534985793897
206 => 2.9141327219533
207 => 2.9752918031511
208 => 2.9625711417962
209 => 2.9647207241652
210 => 2.9977210542637
211 => 3.1440626915339
212 => 3.056371390309
213 => 3.1234081043651
214 => 3.1589641357816
215 => 3.1919905593204
216 => 3.1108881012175
217 => 3.0053749948573
218 => 2.9719545649341
219 => 2.7182503444196
220 => 2.7050439379603
221 => 2.6976307818196
222 => 2.6508918809641
223 => 2.6141679077542
224 => 2.5849636407839
225 => 2.5083229231216
226 => 2.5341869155208
227 => 2.4120376077279
228 => 2.4901844061481
301 => 2.2952311615126
302 => 2.457594016712
303 => 2.3692272963601
304 => 2.4285631724611
305 => 2.4283561551791
306 => 2.3190999948206
307 => 2.2560833216437
308 => 2.2962399984377
309 => 2.3392911436017
310 => 2.3462760470631
311 => 2.4020929805182
312 => 2.4176702868646
313 => 2.3704703214003
314 => 2.2911911888425
315 => 2.3096059231712
316 => 2.2557101476403
317 => 2.1612598740935
318 => 2.2290957094984
319 => 2.2522578462367
320 => 2.2624875653382
321 => 2.1696065689922
322 => 2.1404213433957
323 => 2.1248833741759
324 => 2.2792014185638
325 => 2.2876553093887
326 => 2.244404008669
327 => 2.4399039891786
328 => 2.3956563225272
329 => 2.4450918071184
330 => 2.307934979045
331 => 2.3131745545835
401 => 2.2482423141379
402 => 2.2846000300136
403 => 2.2589035682965
404 => 2.2816626858648
405 => 2.2953044070958
406 => 2.3602259927997
407 => 2.4583353169358
408 => 2.3505288728396
409 => 2.3035560613303
410 => 2.3326977294056
411 => 2.4103058317342
412 => 2.5278860794478
413 => 2.4582762062783
414 => 2.4891678859386
415 => 2.4959163436692
416 => 2.4445886002917
417 => 2.5297786065593
418 => 2.5754326230004
419 => 2.6222641971015
420 => 2.6629267407025
421 => 2.6035586365571
422 => 2.6670910180761
423 => 2.6158951335469
424 => 2.5699671325909
425 => 2.5700367864101
426 => 2.5412254805093
427 => 2.4853999448685
428 => 2.4751048595789
429 => 2.5286611933811
430 => 2.5716083012868
501 => 2.5751456307967
502 => 2.5989233564353
503 => 2.6129947695382
504 => 2.7509137471052
505 => 2.8063859008083
506 => 2.8742162003223
507 => 2.9006399246892
508 => 2.9801658616041
509 => 2.9159422087645
510 => 2.9020470174869
511 => 2.7091431072671
512 => 2.7407311117589
513 => 2.7913065547394
514 => 2.7099770776937
515 => 2.7615619114141
516 => 2.7717458503067
517 => 2.7072135331848
518 => 2.7416830320364
519 => 2.6501422625808
520 => 2.4603306555578
521 => 2.5299899211384
522 => 2.5812825876609
523 => 2.5080816281931
524 => 2.6392915147709
525 => 2.562641407754
526 => 2.5383470036836
527 => 2.4435658718247
528 => 2.4882989176018
529 => 2.5488010025308
530 => 2.511417748167
531 => 2.5889936140957
601 => 2.6988617289786
602 => 2.7771602904035
603 => 2.7831710817126
604 => 2.7328303523126
605 => 2.8135016924463
606 => 2.8140892950883
607 => 2.7230916938653
608 => 2.667356169793
609 => 2.6546929414553
610 => 2.6863281686152
611 => 2.7247391745724
612 => 2.7853026252162
613 => 2.8218998500271
614 => 2.9173260026657
615 => 2.9431455834875
616 => 2.9715134748028
617 => 3.0094217259339
618 => 3.0549403008927
619 => 2.9553482502566
620 => 2.9593052280912
621 => 2.8665664894846
622 => 2.7674618472031
623 => 2.8426699171267
624 => 2.9409944640416
625 => 2.9184387043404
626 => 2.9159007206016
627 => 2.9201689052722
628 => 2.9031625990597
629 => 2.8262437063437
630 => 2.7876155199595
701 => 2.8374557354965
702 => 2.8639435919216
703 => 2.9050239472532
704 => 2.8999599263575
705 => 3.0057785099834
706 => 3.0468964117926
707 => 3.0363766929756
708 => 3.0383125744091
709 => 3.1127545715877
710 => 3.1955493826146
711 => 3.2730976488789
712 => 3.3519830760985
713 => 3.2568836146346
714 => 3.2085979730227
715 => 3.2584164298807
716 => 3.2319820554263
717 => 3.3838818119862
718 => 3.3943990215582
719 => 3.5462877940368
720 => 3.6904483256975
721 => 3.5999036786656
722 => 3.6852832025962
723 => 3.7776281188219
724 => 3.955776444644
725 => 3.8957823558408
726 => 3.8498278240448
727 => 3.8064010135482
728 => 3.8967653123795
729 => 4.0130175392211
730 => 4.0380571554328
731 => 4.0786308995653
801 => 4.0359725687314
802 => 4.0873498295599
803 => 4.2687341365969
804 => 4.2197224957119
805 => 4.1501180866408
806 => 4.2933035767125
807 => 4.3451218489499
808 => 4.7088096209521
809 => 5.1679804562974
810 => 4.9778807153862
811 => 4.8598796717223
812 => 4.8876127160055
813 => 5.0552863611599
814 => 5.109137814288
815 => 4.9627510009767
816 => 5.0144572982003
817 => 5.2993640795531
818 => 5.4522074268449
819 => 5.2446256316224
820 => 4.6719156914168
821 => 4.1438509711623
822 => 4.2839175140381
823 => 4.2680383148468
824 => 4.5741351085656
825 => 4.218553584286
826 => 4.2245406652152
827 => 4.5369672164659
828 => 4.4536171689393
829 => 4.3186007666138
830 => 4.1448367403174
831 => 3.8236178664815
901 => 3.5391053520741
902 => 4.0970999121459
903 => 4.0730381720684
904 => 4.038193206686
905 => 4.1157369065254
906 => 4.4922671017828
907 => 4.4835868620728
908 => 4.4283676057351
909 => 4.4702509249871
910 => 4.311258418246
911 => 4.3522344074253
912 => 4.1437673230127
913 => 4.2380031515216
914 => 4.3183110820533
915 => 4.3344340880868
916 => 4.3707600439413
917 => 4.0603587284214
918 => 4.199719806186
919 => 4.2815813830056
920 => 3.911727800785
921 => 4.274270566855
922 => 4.0549553320988
923 => 3.9805164474183
924 => 4.0807385990633
925 => 4.041681929098
926 => 4.0081032977464
927 => 3.9893658444981
928 => 4.062957931551
929 => 4.0595247727284
930 => 3.9391138347013
1001 => 3.7820426746227
1002 => 3.8347609116302
1003 => 3.8156078818893
1004 => 3.7461948313182
1005 => 3.7929708464394
1006 => 3.5869929486451
1007 => 3.2326186812894
1008 => 3.4667291770819
1009 => 3.4577161776571
1010 => 3.4531714146401
1011 => 3.6290989818894
1012 => 3.6121876056379
1013 => 3.5814932921448
1014 => 3.7456311061801
1015 => 3.6857185960921
1016 => 3.8703548350207
1017 => 3.9919682035022
1018 => 3.961123119475
1019 => 4.0755010803403
1020 => 3.835975433335
1021 => 3.9155362451692
1022 => 3.9319336182217
1023 => 3.7436056710334
1024 => 3.6149545159392
1025 => 3.6063749506249
1026 => 3.3833115769128
1027 => 3.5024702306452
1028 => 3.6073249148096
1029 => 3.557107658147
1030 => 3.5412103748855
1031 => 3.6224261473684
1101 => 3.6287373084564
1102 => 3.4848421668238
1103 => 3.5147625233357
1104 => 3.6395353838358
1105 => 3.5116185673853
1106 => 3.2630970881152
1107 => 3.201460325178
1108 => 3.1932368448112
1109 => 3.0260730552521
1110 => 3.2055791884051
1111 => 3.1272199508186
1112 => 3.3747558434667
1113 => 3.2333646691477
1114 => 3.2272695782178
1115 => 3.2180559543217
1116 => 3.074171175199
1117 => 3.1056727974721
1118 => 3.2103889877406
1119 => 3.2477529041406
1120 => 3.2438555415466
1121 => 3.2098758212805
1122 => 3.225431563214
1123 => 3.1753210984665
1124 => 3.157626050405
1125 => 3.1017756113166
1126 => 3.0196908949342
1127 => 3.031105278202
1128 => 2.8684739764141
1129 => 2.7798638117036
1130 => 2.7553376859749
1201 => 2.7225403256331
1202 => 2.7590422350959
1203 => 2.8680132623697
1204 => 2.7365710839844
1205 => 2.5112226887397
1206 => 2.5247665112689
1207 => 2.555195459295
1208 => 2.498491315956
1209 => 2.4448256031037
1210 => 2.4914835863919
1211 => 2.3960005006113
1212 => 2.5667341340358
1213 => 2.5621162677271
1214 => 2.6257552081707
1215 => 2.6655499436326
1216 => 2.5738359620915
1217 => 2.5507701437549
1218 => 2.5639094821624
1219 => 2.3467454865241
1220 => 2.6080082766726
1221 => 2.610267688131
1222 => 2.5909212354959
1223 => 2.7300356056662
1224 => 3.0236103175859
1225 => 2.9131557019463
1226 => 2.8703843362622
1227 => 2.7890759388311
1228 => 2.8974145507931
1229 => 2.8890958357401
1230 => 2.8514754514911
1231 => 2.8287225257146
]
'min_raw' => 2.1248833741759
'max_raw' => 5.4522074268449
'avg_raw' => 3.7885454005104
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.12'
'max' => '$5.45'
'avg' => '$3.78'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.3066668152308
'max_diff' => 3.1691294976704
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.066697661065536
]
1 => [
'year' => 2028
'avg' => 0.11447254885781
]
2 => [
'year' => 2029
'avg' => 0.31271837180997
]
3 => [
'year' => 2030
'avg' => 0.24126175813722
]
4 => [
'year' => 2031
'avg' => 0.23694894573128
]
5 => [
'year' => 2032
'avg' => 0.41544607244454
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.066697661065536
'min' => '$0.066697'
'max_raw' => 0.41544607244454
'max' => '$0.415446'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.41544607244454
]
1 => [
'year' => 2033
'avg' => 1.0685700181432
]
2 => [
'year' => 2034
'avg' => 0.67731103057126
]
3 => [
'year' => 2035
'avg' => 0.7988899137801
]
4 => [
'year' => 2036
'avg' => 1.5506472440598
]
5 => [
'year' => 2037
'avg' => 3.7885454005104
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.41544607244454
'min' => '$0.415446'
'max_raw' => 3.7885454005104
'max' => '$3.78'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.7885454005104
]
]
]
]
'prediction_2025_max_price' => '$0.11404'
'last_price' => 0.110577
'sma_50day_nextmonth' => '$0.099159'
'sma_200day_nextmonth' => '$0.146736'
'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' => '$0.106056'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.102025'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.097036'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.095324'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.100987'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.128304'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.1453014'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.106621'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.103557'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0997092'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.09823'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.105857'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.1218096'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.130939'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.154751'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.122951'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.119624'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.118128'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.104323'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.103884'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.112198'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.1263035'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.127691'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.122647'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.11794'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '69.20'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.89
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.098449'
'vwma_10_action' => 'BUY'
'hma_9' => '0.108094'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 277.7
'cci_20_action' => 'SELL'
'adx_14' => 25.81
'adx_14_action' => 'SELL'
'ao_5_34' => '0.003850'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 82.37
'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' => 1767713416
'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 $0.0382043 na extremidade inferior e $0.11404 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 $0.066697 na extremidade inferior e $0.415446 na extremidade superior. Considerando a volatilidade de preços no mercado, se Crypto.com Coin atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.036778 | $0.066697 | $0.096616 |
| 2028 | $0.066374 | $0.114472 | $0.16257 |
| 2029 | $0.1458048 | $0.312718 | $0.479631 |
| 2030 | $0.12400078 | $0.241261 | $0.358522 |
| 2031 | $0.1466073 | $0.236948 | $0.32729 |
| 2032 | $0.223785 | $0.415446 | $0.6071071 |
Previsão de preço de Crypto.com Coin 2032-2037
A previsão de preço de Crypto.com Coin para 2032-2037 é atualmente estimada entre $0.415446 na extremidade inferior e $3.78 na extremidade superior. Comparado ao preço atual, Crypto.com Coin poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.223785 | $0.415446 | $0.6071071 |
| 2033 | $0.520027 | $1.06 | $1.61 |
| 2034 | $0.418077 | $0.677311 | $0.936544 |
| 2035 | $0.494296 | $0.798889 | $1.10 |
| 2036 | $0.818216 | $1.55 | $2.28 |
| 2037 | $2.12 | $3.78 | $5.45 |
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 $0.146736 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Crypto.com Coin é esperado para alcançar $0.099159 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 69.20, 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 | $0.106056 | BUY |
| SMA 5 | $0.102025 | BUY |
| SMA 10 | $0.097036 | BUY |
| SMA 21 | $0.095324 | BUY |
| SMA 50 | $0.100987 | BUY |
| SMA 100 | $0.128304 | SELL |
| SMA 200 | $0.1453014 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.106621 | BUY |
| EMA 5 | $0.103557 | BUY |
| EMA 10 | $0.0997092 | BUY |
| EMA 21 | $0.09823 | BUY |
| EMA 50 | $0.105857 | BUY |
| EMA 100 | $0.1218096 | SELL |
| EMA 200 | $0.130939 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.154751 | SELL |
| SMA 50 | $0.122951 | SELL |
| SMA 100 | $0.119624 | SELL |
| SMA 200 | $0.118128 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.1263035 | SELL |
| EMA 50 | $0.127691 | SELL |
| EMA 100 | $0.122647 | SELL |
| EMA 200 | $0.11794 | SELL |
Osciladores de Crypto.com Coin
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 69.20 | NEUTRAL |
| Stoch RSI (14) | 124.89 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 277.7 | SELL |
| Índice Direcional Médio (14) | 25.81 | SELL |
| Oscilador Impressionante (5, 34) | 0.003850 | BUY |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 82.37 | SELL |
| VWMA (10) | 0.098449 | BUY |
| Média Móvel de Hull (9) | 0.108094 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.019431 | NEUTRAL |
Previsão do preço de Crypto.com Coin com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Crypto.com Coin
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 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 | $0.155379 | $0.218333 | $0.306795 | $0.431098 | $0.605765 | $0.8512016 |
| Amazon.com stock | $0.230725 | $0.481422 | $1.00 | $2.09 | $4.37 | $9.12 |
| Apple stock | $0.156845 | $0.222472 | $0.31556 | $0.447598 | $0.634884 | $0.900535 |
| Netflix stock | $0.174473 | $0.275291 | $0.434366 | $0.685362 | $1.08 | $1.70 |
| Google stock | $0.143196 | $0.185439 | $0.240142 | $0.310983 | $0.402722 | $0.521524 |
| Tesla stock | $0.250669 | $0.568249 | $1.28 | $2.92 | $6.61 | $15.00 |
| Kodak stock | $0.08292 | $0.062181 | $0.046629 | $0.034967 | $0.026221 | $0.019663 |
| Nokia stock | $0.073252 | $0.048526 | $0.032147 | $0.021296 | $0.0141077 | $0.009345 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Crypto.com Coin
Você pode fazer perguntas como: 'Devo investir em Crypto.com Coin agora?', 'Devo comprar CRO hoje?', 'Crypto.com Coin será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Crypto.com Coin/Cronos regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Crypto.com Coin, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Crypto.com Coin para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Crypto.com Coin é de $0.1105 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para Crypto.com Coin
com base no histórico de preços de 4 horas
Previsão de longo prazo para Crypto.com Coin
com base no histórico de preços de 1 mês
Previsão do preço de Crypto.com Coin com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Crypto.com Coin tiver 1% da média anterior do crescimento anual do Bitcoin | $0.113451 | $0.11640021 | $0.119425 | $0.12253 |
| Se Crypto.com Coin tiver 2% da média anterior do crescimento anual do Bitcoin | $0.116325 | $0.122372 | $0.128734 | $0.135427 |
| Se Crypto.com Coin tiver 5% da média anterior do crescimento anual do Bitcoin | $0.124948 | $0.141187 | $0.159536 | $0.180271 |
| Se Crypto.com Coin tiver 10% da média anterior do crescimento anual do Bitcoin | $0.139319 | $0.175533 | $0.221159 | $0.278646 |
| Se Crypto.com Coin tiver 20% da média anterior do crescimento anual do Bitcoin | $0.168062 | $0.255431 | $0.388221 | $0.590043 |
| Se Crypto.com Coin tiver 50% da média anterior do crescimento anual do Bitcoin | $0.254289 | $0.584779 | $1.34 | $3.09 |
| Se Crypto.com Coin tiver 100% da média anterior do crescimento anual do Bitcoin | $0.3980021 | $1.43 | $5.15 | $18.55 |
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 4.4628% nas últimas 24 horas, e Crypto.com Coin registrou um crescimento de 38.74% 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 $0.11404 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 $0.358522. 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 $0.111523 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 $0.09773 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 $0.0382043 e $0.11404. 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 $0.358522 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 $0.358522, enquanto seu pico mais baixo está previsto para cerca de $0.12400078.
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 $0.11404 se o melhor cenário ocorrer. O preço ficará entre $0.11404 e $0.0382043 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 $0.096616 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.096616 e $0.036778 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 $0.16257 no melhor cenário. O preço é esperado para variar entre $0.16257 e $0.066374 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 $0.479631 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.479631 e $0.1458048.
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 $0.358522 no melhor cenário. O preço está previsto para variar entre $0.358522 e $0.12400078 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 $0.32729 sob condições ideais. O preço provavelmente oscilará entre $0.32729 e $0.1466073 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 $0.6071071 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.6071071 e $0.223785 ao longo do ano.
Quanto será Crypto.com Coin em 2033?
De acordo com nossa previsão experimental de preços de Crypto.com Coin, espera-se que o valor de CRO seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $1.61. Ao longo do ano, o preço de CRO poderia variar entre $1.61 e $0.520027.
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 $0.936544 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.936544 e $0.418077.
Quanto será Crypto.com Coin em 2035?
Com base em nossa previsão experimental para o preço de Crypto.com Coin, CRO poderia aumentar 897.93%, com o valor potencialmente atingindo $1.10 em 2035. A faixa de preço esperada para o ano está entre $1.10 e $0.494296.
Quanto será Crypto.com Coin em 2036?
Nossa recente simulação de previsão de preços de Crypto.com Coin sugere que o valor de CRO pode aumentar 1964.7% em 2036, possivelmente atingindo $2.28 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $2.28 e $0.818216.
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 $5.45 sob condições favoráveis. O preço é esperado para cair entre $5.45 e $2.12 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Stellar- Previsão de Preço do Immutable
- Previsão de Preço do Render Token
- Previsão de Preço do dogwifhat
- Previsão de Preço do OKB
- Previsão de Preço do Hedera Hashgraph
- Previsão de Preço do VeChain
- Previsão de Preço do Maker
- Previsão de Preço do Kaspa
- Previsão de Preço do The Graph
- Previsão de Preço do Optimism
- Previsão de Preço do Injective Protocol
- Previsão de Preço do Pepe
- Previsão de Preço do Fantom
- Previsão de Preço do Theta Network
- Previsão de Preço do Fetch.ai
- Previsão de Preço do Monero
- Previsão de Preço do Lido DAO
- Previsão de Preço do Thorchain
- Previsão de Preço do Wrapped eETH
- Previsão de Preço do Gala
- Previsão de Preço do Rocket Pool ETH
- Previsão de Preço do Celestia
- Previsão de Preço do Arweave
- Previsão de Preço do Sui
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