Previsão de Preço Cronos - Projeção CRO
$0.1106
4.5612%
Add to portfolio
Add to favorites
Sentiment
Altista 60%
Baixista 40%
SMA 50
$0.100989
SMA 200
$0.1453019
RSI (14)
69.30
Momentum (10)
0.02
MACD (12, 26)
0
Hull Moving Average (9)
0.108126
Previsão de Preço Cronos até $0.114148 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.03824 | $0.114148 |
| 2027 | $0.036812 | $0.0967078 |
| 2028 | $0.066436 | $0.162723 |
| 2029 | $0.145941 | $0.480082 |
| 2030 | $0.124117 | $0.358859 |
| 2031 | $0.146745 | $0.327598 |
| 2032 | $0.223995 | $0.607678 |
| 2033 | $0.520516 | $1.61 |
| 2034 | $0.41847 | $0.937425 |
| 2035 | $0.494761 | $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 $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.43
(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' => 0.1106
'ticker' => 'CRO'
'marketcap' => '$4.27B'
'low24h' => '$0.1057'
'high24h' => '$0.1112'
'volume24h' => '$25.14M'
'current_supply' => '38.59B'
'max_supply' => '98.29B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.007534 ETH'
'price' => '$0.1106'
'change_24h_pct' => '4.5612%'
'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' => '38.87%'
'change_30d_pct_is_increased' => true
'max_price' => '$5.45'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.111628'
'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' => '$0.097822'
'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' => '$0.03824'
'current_year_max_price_prediction' => '$0.114148'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.124117'
'grand_prediction_max_price' => '$0.358859'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.11277834673179
107 => 0.11319942013995
108 => 0.11414812002907
109 => 0.10604158334782
110 => 0.10968118032229
111 => 0.11181910256067
112 => 0.10215989210939
113 => 0.11162817102678
114 => 0.10590046657962
115 => 0.10395639766302
116 => 0.10657383034761
117 => 0.10555381428489
118 => 0.10467686437151
119 => 0.10418751125194
120 => 0.10610946494
121 => 0.10601980350322
122 => 0.10287511423441
123 => 0.09877299527718
124 => 0.10014980104669
125 => 0.099649594603005
126 => 0.09783678192317
127 => 0.099058398789541
128 => 0.093679016356191
129 => 0.084424068475581
130 => 0.090538170532232
131 => 0.090302784253914
201 => 0.090184091818469
202 => 0.094778670532673
203 => 0.094337007804269
204 => 0.09353538562744
205 => 0.097822059503253
206 => 0.096257365874681
207 => 0.10107938294975
208 => 0.10425547526391
209 => 0.10344991551722
210 => 0.10643704569006
211 => 0.10018151987086
212 => 0.10225935461987
213 => 0.10268759348188
214 => 0.097769162613029
215 => 0.094409269288771
216 => 0.094185202709631
217 => 0.088359610707189
218 => 0.091471594932358
219 => 0.094210012267849
220 => 0.092898522873919
221 => 0.092483344511431
222 => 0.094604400724178
223 => 0.094769224957527
224 => 0.091011214969894
225 => 0.091792624247022
226 => 0.095051230831128
227 => 0.091710515721825
228 => 0.085220051967165
301 => 0.083610327218327
302 => 0.083395560263719
303 => 0.079029859075991
304 => 0.083717896723243
305 => 0.08167144265862
306 => 0.088136166528481
307 => 0.084443550925026
308 => 0.084284369646698
309 => 0.084043743797689
310 => 0.080286004440567
311 => 0.081108710542982
312 => 0.083843510929088
313 => 0.084819318516582
314 => 0.08471753379065
315 => 0.083830108915231
316 => 0.084236367478847
317 => 0.082927667095572
318 => 0.082465537751995
319 => 0.081006930424974
320 => 0.078863180604812
321 => 0.079161282165687
322 => 0.074913952829293
323 => 0.072599782383996
324 => 0.071959250505014
325 => 0.07110270450677
326 => 0.072055999654698
327 => 0.074901920678932
328 => 0.071469136127879
329 => 0.065583867796938
330 => 0.065937582451637
331 => 0.066732274261922
401 => 0.065251371330869
402 => 0.063849820989389
403 => 0.065068355299932
404 => 0.062574689523991
405 => 0.067033621857315
406 => 0.066913020233712
407 => 0.06857503446905
408 => 0.069614326078372
409 => 0.067219095393539
410 => 0.066616701353696
411 => 0.066959852376073
412 => 0.061288330354525
413 => 0.068111550121608
414 => 0.068170557609495
415 => 0.067665299673729
416 => 0.071298453556425
417 => 0.078965541458026
418 => 0.076080874581547
419 => 0.074963844377457
420 => 0.072840369142937
421 => 0.075669773813451
422 => 0.075452519680345
423 => 0.074470014099252
424 => 0.073875791658203
425 => 0.07497066472569
426 => 0.073740124768718
427 => 0.073519085979469
428 => 0.072179831409195
429 => 0.071701778459808
430 => 0.071347847087918
501 => 0.070958203424045
502 => 0.071817660253397
503 => 0.069870018007124
504 => 0.067521352387842
505 => 0.067326086254513
506 => 0.067865233216609
507 => 0.067626700820652
508 => 0.067324944253171
509 => 0.066748808787339
510 => 0.066577881701813
511 => 0.067133311807739
512 => 0.066506263601736
513 => 0.067431507386777
514 => 0.06717989227332
515 => 0.065774390703241
516 => 0.064022615363595
517 => 0.064007020888599
518 => 0.063629603765159
519 => 0.063148906313415
520 => 0.063015187279208
521 => 0.064965733739067
522 => 0.069003306536033
523 => 0.06821063438506
524 => 0.068783421250447
525 => 0.071600965720157
526 => 0.072496578380559
527 => 0.071860893727954
528 => 0.070990729368146
529 => 0.071029012183819
530 => 0.074002627217947
531 => 0.074188087940115
601 => 0.074656687353137
602 => 0.075258970025049
603 => 0.071963465071324
604 => 0.070873794196858
605 => 0.070357447683898
606 => 0.068767300275228
607 => 0.070482137926543
608 => 0.069482975463791
609 => 0.069617796616267
610 => 0.06952999416385
611 => 0.069577940240045
612 => 0.067032375494855
613 => 0.067959845497058
614 => 0.06641774673263
615 => 0.064353049595771
616 => 0.064346128006992
617 => 0.064851459706184
618 => 0.064550868637873
619 => 0.063741985801952
620 => 0.063856883790976
621 => 0.062850256505786
622 => 0.063979106568973
623 => 0.064011477949565
624 => 0.06357680918636
625 => 0.065315958459989
626 => 0.066028489336406
627 => 0.065742381044957
628 => 0.066008415215971
629 => 0.068243573491633
630 => 0.068608001817359
701 => 0.068769856806862
702 => 0.068552992562604
703 => 0.066049269806113
704 => 0.066160320557014
705 => 0.065345503830229
706 => 0.064657069559366
707 => 0.064684603319839
708 => 0.065038548025253
709 => 0.066584245312378
710 => 0.069837074129302
711 => 0.069960516605118
712 => 0.070110132486877
713 => 0.069501569504845
714 => 0.0693180210863
715 => 0.069560168828227
716 => 0.070781760306249
717 => 0.073924025246574
718 => 0.072813338951845
719 => 0.071910333705367
720 => 0.072702512754994
721 => 0.072580562999609
722 => 0.071551184338259
723 => 0.071522293107687
724 => 0.069546586344292
725 => 0.068816212538531
726 => 0.068205857518906
727 => 0.067539365771196
728 => 0.067144247122148
729 => 0.0677513289453
730 => 0.067890175741036
731 => 0.066562780724739
801 => 0.066381861688911
802 => 0.06746584111303
803 => 0.066988822183301
804 => 0.067479447982028
805 => 0.067593277375843
806 => 0.067574948221725
807 => 0.067076885673813
808 => 0.067394335889413
809 => 0.066643471493055
810 => 0.065827019238201
811 => 0.065306173566377
812 => 0.064851666637557
813 => 0.065103853497764
814 => 0.064204853388628
815 => 0.063917245160418
816 => 0.067286790899224
817 => 0.069775910565201
818 => 0.069739717779458
819 => 0.069519403504277
820 => 0.069192061180477
821 => 0.070757813176374
822 => 0.070212336489203
823 => 0.070609216355222
824 => 0.07071023893812
825 => 0.071016003870495
826 => 0.071125288552435
827 => 0.07079495434052
828 => 0.069686312378407
829 => 0.066923682015336
830 => 0.065637670123748
831 => 0.065213264779302
901 => 0.065228691107512
902 => 0.064803164109315
903 => 0.064928500881067
904 => 0.064759577095059
905 => 0.064439676311414
906 => 0.065084100525831
907 => 0.065158364413315
908 => 0.065007948101374
909 => 0.065043376587986
910 => 0.063797993768765
911 => 0.063892677519681
912 => 0.063365466362751
913 => 0.063266620626452
914 => 0.061933876731259
915 => 0.059572727736609
916 => 0.060881033481924
917 => 0.05930078411721
918 => 0.058702319738108
919 => 0.061535357028472
920 => 0.061250998660742
921 => 0.0607643007428
922 => 0.06004437308543
923 => 0.059777344914305
924 => 0.058154966277398
925 => 0.058059107492476
926 => 0.058863202152835
927 => 0.058492140134287
928 => 0.05797102852807
929 => 0.056083615114588
930 => 0.053961537536729
1001 => 0.054025589719901
1002 => 0.054700583114761
1003 => 0.056663217445577
1004 => 0.055896382258609
1005 => 0.055340034532043
1006 => 0.055235847326608
1007 => 0.05653996833331
1008 => 0.058385572779591
1009 => 0.059251489092714
1010 => 0.058393392324679
1011 => 0.057407656960771
1012 => 0.057467654104914
1013 => 0.057866788225705
1014 => 0.057908731578347
1015 => 0.057267119191676
1016 => 0.057447729320258
1017 => 0.057173366019605
1018 => 0.055489598949937
1019 => 0.05545914494293
1020 => 0.055045921349622
1021 => 0.055033409103442
1022 => 0.054330412687768
1023 => 0.054232058629631
1024 => 0.052836216577479
1025 => 0.053754964043204
1026 => 0.053138716479602
1027 => 0.05220988604315
1028 => 0.052049755325808
1029 => 0.052044941603081
1030 => 0.052998642778633
1031 => 0.053743819489696
1101 => 0.05314943636981
1102 => 0.053014106855044
1103 => 0.054459072021857
1104 => 0.05427518703323
1105 => 0.05411594381901
1106 => 0.058220319144193
1107 => 0.05497138580591
1108 => 0.053554665427787
1109 => 0.051801204931957
1110 => 0.052372140511115
1111 => 0.052492445026432
1112 => 0.048275688618971
1113 => 0.046564951069627
1114 => 0.045977890410477
1115 => 0.045640028701317
1116 => 0.045793996524782
1117 => 0.044254132080872
1118 => 0.045288946454186
1119 => 0.043955554007262
1120 => 0.0437320064243
1121 => 0.046116277295029
1122 => 0.046448034657983
1123 => 0.045032654678689
1124 => 0.0459415577546
1125 => 0.045611976864577
1126 => 0.043978411193696
1127 => 0.043916021000764
1128 => 0.043096355169725
1129 => 0.04181373686273
1130 => 0.04122754587919
1201 => 0.040922252525418
1202 => 0.041048222513233
1203 => 0.040984528232649
1204 => 0.040568879967363
1205 => 0.041008352704674
1206 => 0.039885681463518
1207 => 0.039438624729312
1208 => 0.039236699574109
1209 => 0.038240264229037
1210 => 0.039826035979856
1211 => 0.040138452991793
1212 => 0.040451485561755
1213 => 0.043176220366857
1214 => 0.043040100316015
1215 => 0.044270559282476
1216 => 0.044222745909708
1217 => 0.04387179908036
1218 => 0.04239121213529
1219 => 0.04298134770267
1220 => 0.041165002153704
1221 => 0.042525931738482
1222 => 0.041904860309767
1223 => 0.042315946863692
1224 => 0.041576776173556
1225 => 0.041985863753087
1226 => 0.040212538655231
1227 => 0.038556632630211
1228 => 0.039223017553589
1229 => 0.039947454175661
1230 => 0.041518217355332
1231 => 0.040582683764035
]
'min_raw' => 0.038240264229037
'max_raw' => 0.11414812002907
'avg_raw' => 0.076194192129053
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.03824'
'max' => '$0.114148'
'avg' => '$0.076194'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.072440735770963
'max_diff' => 0.0034671200290688
'year' => 2026
]
1 => [
'items' => [
101 => 0.040919137019907
102 => 0.03979207493433
103 => 0.037466623922417
104 => 0.037479785722601
105 => 0.037122065747122
106 => 0.036812943460337
107 => 0.040690141050908
108 => 0.040207950241097
109 => 0.039439642293236
110 => 0.040468053012792
111 => 0.040739981130116
112 => 0.04074772254133
113 => 0.041498024455196
114 => 0.041898460721125
115 => 0.041969039348585
116 => 0.043149655621398
117 => 0.04354538262334
118 => 0.045175326138956
119 => 0.041864486501653
120 => 0.041796301938081
121 => 0.040482524860623
122 => 0.039649306668106
123 => 0.040539576023114
124 => 0.041328233137766
125 => 0.040507030635549
126 => 0.040614262345807
127 => 0.039511865081291
128 => 0.039905920230743
129 => 0.040245333610412
130 => 0.040057929491955
131 => 0.039777376456163
201 => 0.041263572248092
202 => 0.041179715257063
203 => 0.042563694946
204 => 0.043642606082864
205 => 0.045576207718559
206 => 0.043558393610779
207 => 0.043484856444606
208 => 0.044203694039672
209 => 0.043545272573049
210 => 0.043961372212018
211 => 0.045509167633846
212 => 0.045541870112125
213 => 0.044994061466186
214 => 0.044960727260296
215 => 0.045065939903119
216 => 0.045682173638387
217 => 0.045466842636334
218 => 0.045716029123424
219 => 0.046027640641208
220 => 0.04731659799931
221 => 0.047627361254604
222 => 0.046872367656514
223 => 0.046940535125117
224 => 0.046658146794394
225 => 0.046385363205231
226 => 0.046998540876825
227 => 0.048119135123702
228 => 0.048112163965051
301 => 0.048372120049087
302 => 0.048534070535849
303 => 0.047838860491665
304 => 0.047386304316483
305 => 0.047559843150945
306 => 0.047837335526435
307 => 0.047469856113523
308 => 0.045201602944008
309 => 0.045889646059065
310 => 0.04577512204113
311 => 0.045612025912994
312 => 0.046303858585665
313 => 0.046237129636649
314 => 0.044238338545316
315 => 0.044366294665921
316 => 0.044246119980814
317 => 0.044634428973823
318 => 0.043524302613105
319 => 0.043865770004847
320 => 0.044079935151889
321 => 0.044206080068791
322 => 0.044661802007021
323 => 0.044608328297493
324 => 0.044658478006156
325 => 0.04533419333442
326 => 0.048751729587278
327 => 0.048937738545153
328 => 0.048021762406999
329 => 0.048387676807361
330 => 0.047685201175349
331 => 0.048156777773296
401 => 0.048479418504865
402 => 0.047021467079151
403 => 0.046935136657746
404 => 0.046229761658916
405 => 0.046608790228805
406 => 0.046005728520993
407 => 0.046153698769887
408 => 0.045739961054165
409 => 0.046484606568108
410 => 0.04731723595891
411 => 0.047527591024558
412 => 0.046974237410389
413 => 0.04657357292595
414 => 0.045870138078361
415 => 0.047039965906969
416 => 0.047382059213911
417 => 0.047038169036461
418 => 0.046958482168197
419 => 0.046807475696828
420 => 0.046990518904952
421 => 0.047380196100293
422 => 0.047196431531178
423 => 0.047317811266593
424 => 0.046855236881429
425 => 0.047839090635117
426 => 0.049401687173274
427 => 0.049406711176654
428 => 0.04922294561698
429 => 0.049147752709245
430 => 0.049336307325298
501 => 0.049438590469591
502 => 0.050048341522902
503 => 0.050702628696659
504 => 0.053755901448721
505 => 0.05289855467781
506 => 0.055607599903449
507 => 0.057750102951432
508 => 0.058392545935219
509 => 0.057801528619413
510 => 0.055779690308171
511 => 0.055680489274932
512 => 0.058701969310046
513 => 0.057848262807573
514 => 0.057746717135576
515 => 0.056666442749643
516 => 0.057305018706315
517 => 0.057165352777247
518 => 0.056944883275521
519 => 0.058163241717265
520 => 0.0604438999566
521 => 0.060088437982122
522 => 0.059823102107581
523 => 0.058660477543453
524 => 0.059360637212655
525 => 0.059111323765127
526 => 0.060182532553931
527 => 0.059547972197624
528 => 0.057841795141174
529 => 0.058113509461046
530 => 0.058072440388211
531 => 0.058917638996978
601 => 0.058663931353746
602 => 0.058022899899008
603 => 0.060436104914677
604 => 0.060279404803911
605 => 0.060501569734345
606 => 0.0605993736074
607 => 0.062068248974996
608 => 0.062670000214331
609 => 0.062806608280798
610 => 0.063378225417055
611 => 0.062792385925717
612 => 0.065136161587549
613 => 0.066694635639566
614 => 0.068504883449324
615 => 0.071150142048123
616 => 0.072144783751281
617 => 0.071965110630298
618 => 0.073970715509988
619 => 0.077574742896699
620 => 0.072693587608239
621 => 0.077833455979358
622 => 0.076206232995696
623 => 0.072348116573924
624 => 0.072099699360566
625 => 0.074712460595043
626 => 0.080507313544163
627 => 0.079055768605087
628 => 0.080509687751682
629 => 0.078813613837716
630 => 0.078729389472255
701 => 0.080427313227388
702 => 0.084394604630265
703 => 0.082509893196453
704 => 0.07980769720588
705 => 0.081802956674492
706 => 0.080074478270234
707 => 0.076179732654795
708 => 0.079054658636028
709 => 0.077132277505556
710 => 0.077693330518829
711 => 0.08173388972247
712 => 0.081247718949094
713 => 0.081876868948044
714 => 0.08076643566762
715 => 0.079729115884448
716 => 0.07779288147678
717 => 0.077219657923872
718 => 0.077378076291473
719 => 0.077219579419596
720 => 0.076136274063419
721 => 0.075902334374894
722 => 0.075512424644888
723 => 0.075633273974165
724 => 0.074900129609638
725 => 0.076283724500856
726 => 0.076540531904862
727 => 0.077547396884452
728 => 0.07765193294678
729 => 0.080456037583111
730 => 0.078911583870484
731 => 0.079947736762632
801 => 0.079855053495309
802 => 0.072431733655616
803 => 0.07345460163302
804 => 0.075045863212207
805 => 0.074329002027688
806 => 0.07331552803246
807 => 0.072497093442276
808 => 0.071257081348914
809 => 0.073002374557998
810 => 0.075297249536703
811 => 0.07771013476336
812 => 0.080609058264685
813 => 0.079962052286379
814 => 0.077655941404952
815 => 0.077759391854478
816 => 0.078398881827194
817 => 0.077570684208735
818 => 0.077326432562714
819 => 0.07836532540177
820 => 0.078372479685787
821 => 0.077419538234725
822 => 0.076360518198313
823 => 0.076356080865692
824 => 0.076167638479133
825 => 0.078847137319658
826 => 0.080320590754058
827 => 0.080489519815723
828 => 0.080309220482252
829 => 0.08037861053988
830 => 0.079521240451734
831 => 0.081480934228035
901 => 0.083279343030796
902 => 0.082797331054256
903 => 0.082074726579382
904 => 0.081499137309798
905 => 0.082661740514832
906 => 0.082609971624219
907 => 0.083263635498801
908 => 0.083233981529705
909 => 0.083014178954224
910 => 0.082797338904098
911 => 0.083657085192362
912 => 0.083409492068445
913 => 0.083161514364019
914 => 0.082664157114306
915 => 0.082731756224772
916 => 0.082009276517749
917 => 0.081675024346858
918 => 0.076648673679756
919 => 0.075305468540761
920 => 0.075728068220951
921 => 0.075867199008465
922 => 0.07528263441061
923 => 0.07612074988161
924 => 0.075990130473238
925 => 0.076498294181413
926 => 0.076180815558449
927 => 0.076193844991876
928 => 0.077127481928435
929 => 0.077398520703094
930 => 0.077260668194751
1001 => 0.077357215366287
1002 => 0.079582104184311
1003 => 0.079265796142327
1004 => 0.079097763799276
1005 => 0.079144309906655
1006 => 0.079712816701814
1007 => 0.079871967565138
1008 => 0.0791976341739
1009 => 0.079515653699483
1010 => 0.080869740476727
1011 => 0.081343594214089
1012 => 0.082855907881049
1013 => 0.082213450156093
1014 => 0.08339270911517
1015 => 0.087017349116367
1016 => 0.089912962355335
1017 => 0.087250036754502
1018 => 0.092567461713743
1019 => 0.09670783978382
1020 => 0.09654892517733
1021 => 0.095826954492142
1022 => 0.091113244137006
1023 => 0.086775617590748
1024 => 0.090404226382044
1025 => 0.090413476452084
1026 => 0.090101775738857
1027 => 0.088165829379186
1028 => 0.090034409001948
1029 => 0.090182730066718
1030 => 0.090099709712201
1031 => 0.088615424177308
1101 => 0.086349194507345
1102 => 0.086792010360268
1103 => 0.087517351760556
1104 => 0.086144129167744
1105 => 0.08570530134285
1106 => 0.086521165759738
1107 => 0.089150050903053
1108 => 0.088653075394804
1109 => 0.088640097355848
1110 => 0.090766369330551
1111 => 0.089244417474875
1112 => 0.086797595686266
1113 => 0.086179740915028
1114 => 0.083986772713978
1115 => 0.085501463661528
1116 => 0.085555974692178
1117 => 0.084726393939972
1118 => 0.086864911592228
1119 => 0.086845204775583
1120 => 0.088875409010053
1121 => 0.092756396996472
1122 => 0.091608597877068
1123 => 0.09027383238139
1124 => 0.090418958399803
1125 => 0.092010632620257
1126 => 0.091048270052182
1127 => 0.091394342341492
1128 => 0.092010108798399
1129 => 0.092381615990472
1130 => 0.090365504232035
1201 => 0.08989545213937
1202 => 0.088933890523644
1203 => 0.088683037046498
1204 => 0.089466208918866
1205 => 0.089259870800368
1206 => 0.085551393251129
1207 => 0.08516383671346
1208 => 0.085175722519167
1209 => 0.084201193177887
1210 => 0.082714802018595
1211 => 0.08662094923741
1212 => 0.086307230949244
1213 => 0.085960910238976
1214 => 0.086003332549905
1215 => 0.08769885866598
1216 => 0.086715367892535
1217 => 0.089330139304706
1218 => 0.088792620909587
1219 => 0.088241317195876
1220 => 0.088165110229519
1221 => 0.087952905334763
1222 => 0.08722517579268
1223 => 0.08634639864085
1224 => 0.085766153846838
1225 => 0.079114743341969
1226 => 0.080349206442197
1227 => 0.081769343714159
1228 => 0.082259569409597
1229 => 0.081421004434964
1230 => 0.087258287448992
1231 => 0.088324815305114
]
'min_raw' => 0.036812943460337
'max_raw' => 0.09670783978382
'avg_raw' => 0.066760391622078
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.036812'
'max' => '$0.0967078'
'avg' => '$0.06676'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0014273207687001
'max_diff' => -0.017440280245249
'year' => 2027
]
2 => [
'items' => [
101 => 0.085094232861031
102 => 0.084489922789555
103 => 0.087297905916672
104 => 0.085604348829044
105 => 0.086366957481905
106 => 0.08471861469905
107 => 0.088067919976156
108 => 0.088042403881565
109 => 0.086739448481281
110 => 0.087840697463348
111 => 0.087649328352307
112 => 0.086178294914423
113 => 0.088114554359971
114 => 0.088115514720499
115 => 0.086861448476419
116 => 0.085396973653734
117 => 0.085135160144789
118 => 0.084937918835495
119 => 0.086318448210931
120 => 0.087556226532143
121 => 0.08985942511665
122 => 0.090438503963443
123 => 0.092698687253941
124 => 0.091352858150777
125 => 0.091949446760805
126 => 0.092597128089601
127 => 0.092907650336319
128 => 0.092401670998835
129 => 0.095912665977535
130 => 0.096209101527844
131 => 0.096308493803705
201 => 0.095124606051278
202 => 0.096176175467812
203 => 0.095684180962134
204 => 0.096964213985897
205 => 0.097164939508305
206 => 0.096994932131843
207 => 0.097058645580892
208 => 0.094062630748529
209 => 0.093907271574233
210 => 0.091788938208932
211 => 0.092652174713222
212 => 0.091038395444454
213 => 0.091550141474349
214 => 0.091775714248231
215 => 0.091657887832297
216 => 0.092700980809985
217 => 0.091814138689134
218 => 0.089473616521864
219 => 0.087132456680895
220 => 0.087103065326159
221 => 0.086486679264936
222 => 0.086041145039409
223 => 0.086126970737422
224 => 0.086429431691638
225 => 0.086023565458906
226 => 0.0861101775976
227 => 0.087548516193576
228 => 0.087836964741237
229 => 0.086856703872161
301 => 0.082920815031851
302 => 0.081954938038009
303 => 0.082649191267009
304 => 0.082317382939181
305 => 0.066436552640242
306 => 0.070167518155293
307 => 0.067950705137867
308 => 0.068972314566959
309 => 0.066709522517116
310 => 0.067789445486394
311 => 0.06759002314644
312 => 0.073589305287346
313 => 0.073495634748458
314 => 0.073540469878489
315 => 0.071400372304808
316 => 0.074809605849663
317 => 0.076489116885931
318 => 0.076178284091857
319 => 0.076256514009496
320 => 0.074912264836343
321 => 0.073553485148868
322 => 0.072046389360765
323 => 0.074846387052392
324 => 0.074535075106638
325 => 0.075249112703696
326 => 0.077065111354685
327 => 0.077332524054351
328 => 0.077691929434534
329 => 0.077563108189955
330 => 0.080632152867282
331 => 0.080260471306649
401 => 0.081156116927692
402 => 0.07931370593241
403 => 0.077228843007992
404 => 0.07762510729062
405 => 0.077586943853647
406 => 0.077101079499025
407 => 0.076662462884135
408 => 0.075932289799808
409 => 0.078242665483901
410 => 0.078148868450368
411 => 0.079667333396139
412 => 0.079398929967393
413 => 0.077606466180763
414 => 0.077670484375567
415 => 0.078101037501721
416 => 0.079591186787308
417 => 0.08003356455237
418 => 0.079828637545887
419 => 0.080313684569966
420 => 0.080697045960837
421 => 0.080361828858323
422 => 0.085107796119611
423 => 0.083136939625041
424 => 0.084097521367363
425 => 0.084326614452831
426 => 0.083739797331714
427 => 0.083867056952939
428 => 0.084059820602923
429 => 0.085230243738633
430 => 0.0883017727114
501 => 0.089662131984834
502 => 0.093754839977903
503 => 0.08954917308429
504 => 0.089299626215603
505 => 0.090036846513096
506 => 0.092439699362166
507 => 0.094386985907846
508 => 0.095033013196704
509 => 0.095118396367675
510 => 0.096330386508655
511 => 0.097025076655186
512 => 0.096183219027034
513 => 0.095469832833344
514 => 0.092914572036297
515 => 0.093210350431299
516 => 0.095247970263544
517 => 0.098126228291798
518 => 0.10059607311175
519 => 0.099731219538584
520 => 0.10632944181036
521 => 0.10698362859728
522 => 0.10689324113572
523 => 0.10838357599238
524 => 0.10542556480332
525 => 0.10416095771123
526 => 0.095624075025697
527 => 0.098022590845412
528 => 0.10150897444926
529 => 0.10104753850603
530 => 0.098515633541609
531 => 0.10059415243479
601 => 0.09990692908741
602 => 0.099364887520408
603 => 0.10184808501877
604 => 0.099117707365189
605 => 0.10148173684354
606 => 0.098449844584801
607 => 0.099735170116857
608 => 0.099005557180661
609 => 0.099477706168378
610 => 0.096717532833775
611 => 0.098206855365707
612 => 0.096655572120008
613 => 0.096654836609767
614 => 0.096620591946138
615 => 0.098445669805259
616 => 0.098505185528723
617 => 0.097156450233293
618 => 0.096962076406016
619 => 0.097680778320904
620 => 0.0968393666069
621 => 0.0972330578521
622 => 0.096851291113657
623 => 0.096765347379596
624 => 0.096080533084475
625 => 0.095785496256775
626 => 0.095901187799079
627 => 0.095506272922119
628 => 0.095268322424056
629 => 0.096573257602946
630 => 0.0958760833778
701 => 0.096466405654056
702 => 0.095793658915651
703 => 0.093461625618538
704 => 0.092120448608563
705 => 0.087715453889917
706 => 0.088964704927746
707 => 0.08979295965827
708 => 0.089519221474773
709 => 0.09010731701554
710 => 0.090143421305429
711 => 0.089952225450201
712 => 0.089730845143553
713 => 0.089623089453376
714 => 0.090426212085377
715 => 0.090892451805118
716 => 0.089876086101097
717 => 0.089637965837112
718 => 0.090665567678966
719 => 0.091292404208871
720 => 0.095920612956665
721 => 0.095577740303711
722 => 0.096438283377265
723 => 0.096341399433293
724 => 0.09724338566964
725 => 0.098717751958243
726 => 0.095719953054216
727 => 0.096240267287868
728 => 0.096112698253587
729 => 0.097505463519472
730 => 0.097509811580606
731 => 0.096674779229923
801 => 0.097127463814081
802 => 0.096874787697956
803 => 0.097331407591019
804 => 0.095573161030391
805 => 0.097714515550249
806 => 0.098928525577171
807 => 0.098945382107572
808 => 0.099520813225354
809 => 0.10010548456774
810 => 0.10122771029532
811 => 0.10007418630129
812 => 0.097999108929333
813 => 0.09814892281313
814 => 0.096932305709193
815 => 0.09695275726251
816 => 0.096843585268086
817 => 0.097171218641435
818 => 0.095645058131418
819 => 0.096003244952673
820 => 0.095501781305377
821 => 0.096239177203833
822 => 0.095445861113003
823 => 0.096112636735936
824 => 0.096400394990832
825 => 0.097462229146389
826 => 0.095289027344876
827 => 0.090857721758763
828 => 0.091789235917351
829 => 0.090411453307942
830 => 0.090538972334031
831 => 0.090796581061234
901 => 0.089961586892039
902 => 0.090120877465831
903 => 0.090115186485625
904 => 0.090066144692723
905 => 0.08984893046031
906 => 0.089533926848786
907 => 0.090788804284099
908 => 0.091002032413251
909 => 0.091476012130978
910 => 0.092886254267419
911 => 0.092745337822189
912 => 0.092975178390927
913 => 0.092473437719872
914 => 0.090562246644734
915 => 0.090666033515132
916 => 0.089371809578201
917 => 0.091442915915098
918 => 0.090952450597253
919 => 0.090636244416173
920 => 0.090549964630035
921 => 0.091963702483961
922 => 0.092386715007482
923 => 0.092123121990138
924 => 0.09158248502133
925 => 0.092620667826414
926 => 0.092898441747638
927 => 0.092960625084692
928 => 0.094800085963492
929 => 0.093063430513956
930 => 0.09348146074153
1001 => 0.096742813245072
1002 => 0.093785216560241
1003 => 0.095351921486473
1004 => 0.095275239433072
1005 => 0.096076712658928
1006 => 0.095209495235302
1007 => 0.095220245434618
1008 => 0.095931899362679
1009 => 0.09493250976818
1010 => 0.094685046850134
1011 => 0.094343178601217
1012 => 0.095089635415728
1013 => 0.095537102516689
1014 => 0.099143358722065
1015 => 0.101473164696
1016 => 0.10137202167425
1017 => 0.10229627956128
1018 => 0.10187989291794
1019 => 0.10053527060934
1020 => 0.10283037693089
1021 => 0.10210410925943
1022 => 0.10216398188385
1023 => 0.10216175342178
1024 => 0.10264465793188
1025 => 0.10230247582892
1026 => 0.10162799977973
1027 => 0.10207574845766
1028 => 0.10340540195806
1029 => 0.10753268722203
1030 => 0.109842370735
1031 => 0.10739364137442
1101 => 0.10908274209756
1102 => 0.1080698835518
1103 => 0.10788581702411
1104 => 0.1089466971018
1105 => 0.11000943410963
1106 => 0.10994174235657
1107 => 0.10917024986103
1108 => 0.1087344533262
1109 => 0.11203445069049
1110 => 0.11446583253451
1111 => 0.11430002859294
1112 => 0.11503183326871
1113 => 0.11718043443062
1114 => 0.11737687559372
1115 => 0.11735212852232
1116 => 0.11686522860306
1117 => 0.11898080547809
1118 => 0.12074565692727
1119 => 0.11675252533965
1120 => 0.11827305757428
1121 => 0.1189556734829
1122 => 0.11995795615976
1123 => 0.12164897503771
1124 => 0.12348587005977
1125 => 0.12374562715641
1126 => 0.12356131706582
1127 => 0.12234983542039
1128 => 0.12435978787224
1129 => 0.12553717087934
1130 => 0.12623827551615
1201 => 0.12801616022239
1202 => 0.11895988908636
1203 => 0.1125494102504
1204 => 0.11154832141172
1205 => 0.11358407493104
1206 => 0.11412088689925
1207 => 0.11390449866797
1208 => 0.10668892192285
1209 => 0.11151033289346
1210 => 0.11669776570208
1211 => 0.11689703612274
1212 => 0.11949397345084
1213 => 0.12033964269693
1214 => 0.12243051763441
1215 => 0.12229973283778
1216 => 0.12280882761197
1217 => 0.12269179553968
1218 => 0.12656470107569
1219 => 0.13083709101396
1220 => 0.13068915173576
1221 => 0.13007494513351
1222 => 0.13098714667564
1223 => 0.13539671094906
1224 => 0.13499074893259
1225 => 0.13538510645183
1226 => 0.14058423124233
1227 => 0.14734383303688
1228 => 0.14420331935039
1229 => 0.1510173303916
1230 => 0.15530638914683
1231 => 0.16272387276706
]
'min_raw' => 0.066436552640242
'max_raw' => 0.16272387276706
'avg_raw' => 0.11458021270365
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.066436'
'max' => '$0.162723'
'avg' => '$0.11458'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.029623609179905
'max_diff' => 0.066016032983244
'year' => 2028
]
3 => [
'items' => [
101 => 0.16179516728593
102 => 0.16468273922728
103 => 0.16013259064803
104 => 0.14968452977332
105 => 0.14803108414633
106 => 0.15134132416348
107 => 0.15947922623715
108 => 0.15108503266684
109 => 0.15278316709349
110 => 0.15229410426438
111 => 0.1522680441846
112 => 0.15326265143581
113 => 0.1518199217427
114 => 0.14594198143087
115 => 0.14863580683686
116 => 0.14759559147949
117 => 0.14874978797169
118 => 0.15497851041325
119 => 0.15222464374764
120 => 0.14932366892138
121 => 0.15296213513136
122 => 0.1575951529293
123 => 0.15730522700184
124 => 0.15674264952293
125 => 0.15991386931596
126 => 0.16515179533382
127 => 0.16656758568876
128 => 0.16761269318422
129 => 0.1677567958506
130 => 0.1692411428737
131 => 0.16125943482688
201 => 0.17392661048199
202 => 0.17611388179396
203 => 0.17570276544042
204 => 0.17813382544923
205 => 0.17741854592459
206 => 0.17638221811732
207 => 0.18023596533258
208 => 0.17581795513165
209 => 0.16954714586346
210 => 0.16610685587638
211 => 0.17063730725164
212 => 0.17340389581554
213 => 0.17523243486821
214 => 0.17578574968071
215 => 0.16187903210155
216 => 0.1543840826283
217 => 0.15918825931088
218 => 0.1650496864302
219 => 0.16122687430328
220 => 0.16137672130112
221 => 0.1559263958255
222 => 0.16553191929639
223 => 0.16413247532185
224 => 0.17139279313734
225 => 0.16966006002299
226 => 0.17558056735761
227 => 0.17402149935859
228 => 0.18049310345618
301 => 0.18307480154239
302 => 0.18740987443836
303 => 0.19059877170756
304 => 0.19247135317792
305 => 0.19235893041032
306 => 0.19977903111226
307 => 0.1954036569669
308 => 0.18990715584381
309 => 0.18980774147974
310 => 0.1926544572974
311 => 0.1986203926929
312 => 0.20016727294012
313 => 0.20103176796903
314 => 0.19970776373896
315 => 0.19495860869006
316 => 0.19290794761871
317 => 0.19465517026487
318 => 0.19251846710916
319 => 0.19620701620893
320 => 0.20127218195448
321 => 0.20022624525786
322 => 0.20372265481907
323 => 0.20734107088191
324 => 0.212515568365
325 => 0.21386837361817
326 => 0.21610450925908
327 => 0.21840622736587
328 => 0.21914547718873
329 => 0.22055693447631
330 => 0.22054949539969
331 => 0.22480301693786
401 => 0.22949478291506
402 => 0.23126581595682
403 => 0.23533820878101
404 => 0.22836437878324
405 => 0.23365410894614
406 => 0.2384255779636
407 => 0.2327368358964
408 => 0.24057744152913
409 => 0.24088187447865
410 => 0.24547845057702
411 => 0.2408189401039
412 => 0.23805213765864
413 => 0.24603979264737
414 => 0.24990476728764
415 => 0.24874060547178
416 => 0.23988127657135
417 => 0.23472476715681
418 => 0.22122918740258
419 => 0.23721528458713
420 => 0.24500164620488
421 => 0.23986111177581
422 => 0.2424536983348
423 => 0.25659800995163
424 => 0.26198324803897
425 => 0.26086315616246
426 => 0.26105243325131
427 => 0.26395820997425
428 => 0.27684402420423
429 => 0.26912254562679
430 => 0.27502532668096
501 => 0.27815614046803
502 => 0.28106421479561
503 => 0.27392290335341
504 => 0.26463216209379
505 => 0.26168939433809
506 => 0.2393499869357
507 => 0.23818712376528
508 => 0.23753437342936
509 => 0.23341887489476
510 => 0.23018522037648
511 => 0.22761369824566
512 => 0.22086525625286
513 => 0.22314265732284
514 => 0.21238704929562
515 => 0.21926810615609
516 => 0.20210189604142
517 => 0.21639842592161
518 => 0.20861747469127
519 => 0.21384217417443
520 => 0.21382394569013
521 => 0.20420361744915
522 => 0.19865481289089
523 => 0.20219072711812
524 => 0.20598150785093
525 => 0.20659654927111
526 => 0.2115113954407
527 => 0.21288302336237
528 => 0.20872692672453
529 => 0.20174616449234
530 => 0.20336763634464
531 => 0.19862195381555
601 => 0.19030532772337
602 => 0.19627847377714
603 => 0.19831796846059
604 => 0.19921872550025
605 => 0.19104027890954
606 => 0.18847043342803
607 => 0.18710226925676
608 => 0.20069042973801
609 => 0.20143481984271
610 => 0.19762641482091
611 => 0.21484076664725
612 => 0.21094462865661
613 => 0.21529756936914
614 => 0.20322050476951
615 => 0.20368186490114
616 => 0.19796438897613
617 => 0.20116579345226
618 => 0.19890314395462
619 => 0.20090715160748
620 => 0.20210834553178
621 => 0.20782488327525
622 => 0.21646369960003
623 => 0.20697102316611
624 => 0.20283492810621
625 => 0.20540093821909
626 => 0.21223456129454
627 => 0.22258785006057
628 => 0.21645849473172
629 => 0.21917859854346
630 => 0.21977282021733
701 => 0.21525326051891
702 => 0.22275449267328
703 => 0.22677446392471
704 => 0.23089812261284
705 => 0.23447857990944
706 => 0.2292510426516
707 => 0.23484525685552
708 => 0.2303373077189
709 => 0.22629321132014
710 => 0.22629934454505
711 => 0.22376242379928
712 => 0.21884682018178
713 => 0.21794030745582
714 => 0.22265610113619
715 => 0.22643772108052
716 => 0.22674919341188
717 => 0.22884289251971
718 => 0.23008192208491
719 => 0.24222609620287
720 => 0.24711058349499
721 => 0.25308324209719
722 => 0.25540992922333
723 => 0.26241242330954
724 => 0.25675734062017
725 => 0.25553382790818
726 => 0.2385480677534
727 => 0.24132948502719
728 => 0.24578280244936
729 => 0.23862150131743
730 => 0.24316369858134
731 => 0.24406042453813
801 => 0.23837816304528
802 => 0.24141330442464
803 => 0.23335286877776
804 => 0.21663939507051
805 => 0.22277309954732
806 => 0.22728957062485
807 => 0.22084400952034
808 => 0.23239742832251
809 => 0.22564815956926
810 => 0.22350896539651
811 => 0.21516320625084
812 => 0.21910208330987
813 => 0.22442947093149
814 => 0.22113776475661
815 => 0.22796854932165
816 => 0.23764276196945
817 => 0.24453718201159
818 => 0.24506644997408
819 => 0.24063379977725
820 => 0.24773715000646
821 => 0.24778889015798
822 => 0.23977628208138
823 => 0.23486860424886
824 => 0.23375356951947
825 => 0.23653914488892
826 => 0.23992134763303
827 => 0.24525413868744
828 => 0.24847663263409
829 => 0.25687918776822
830 => 0.25915267826738
831 => 0.26165055504671
901 => 0.26498848874056
902 => 0.26899653396867
903 => 0.26022715918772
904 => 0.26057558279593
905 => 0.25240966242017
906 => 0.24368320538723
907 => 0.250305498507
908 => 0.25896326583437
909 => 0.25697716444349
910 => 0.25675368746465
911 => 0.25712951375572
912 => 0.255632058167
913 => 0.24885912203753
914 => 0.24545779591413
915 => 0.24984637438415
916 => 0.25217870852781
917 => 0.25579595538372
918 => 0.25535005335791
919 => 0.26466769279477
920 => 0.26828824572915
921 => 0.26736195335634
922 => 0.26753241344541
923 => 0.27408725159294
924 => 0.28137757971828
925 => 0.28820593405119
926 => 0.29515202936327
927 => 0.28677824035384
928 => 0.28252654671837
929 => 0.28691320927232
930 => 0.28458558437444
1001 => 0.29796080745601
1002 => 0.29888687888237
1003 => 0.31226113478306
1004 => 0.32495489620959
1005 => 0.31698217208995
1006 => 0.32450009183539
1007 => 0.33263133498508
1008 => 0.34831782226749
1009 => 0.34303516520805
1010 => 0.33898873269031
1011 => 0.33516487351327
1012 => 0.34312171744014
1013 => 0.35335807003839
1014 => 0.35556288234548
1015 => 0.3591355205861
1016 => 0.35537932831751
1017 => 0.35990324817402
1018 => 0.37587467317863
1019 => 0.37155905315872
1020 => 0.3654301789599
1021 => 0.37803808508908
1022 => 0.38260083730523
1023 => 0.41462462189009
1024 => 0.45505597276502
1025 => 0.43831712801624
1026 => 0.42792678692152
1027 => 0.43036876354096
1028 => 0.44513292419289
1029 => 0.44987470400326
1030 => 0.43698491188917
1031 => 0.44153780437398
1101 => 0.46662468959582
1102 => 0.4800829986337
1103 => 0.46180480726821
1104 => 0.41137600221441
1105 => 0.36487834089577
1106 => 0.37721161449445
1107 => 0.3758134040144
1108 => 0.4027661325326
1109 => 0.37145612704851
1110 => 0.37198330724188
1111 => 0.3994933896424
1112 => 0.39215417130015
1113 => 0.38026557752178
1114 => 0.36496514078705
1115 => 0.33668086836382
1116 => 0.31162869951327
1117 => 0.36076177179911
1118 => 0.35864306437945
1119 => 0.35557486206094
1120 => 0.36240281430663
1121 => 0.39555741226364
1122 => 0.39479309146977
1123 => 0.38993087253907
1124 => 0.39361882274438
1125 => 0.37961906201981
1126 => 0.38322711912716
1127 => 0.36487097542865
1128 => 0.37316871900065
1129 => 0.38024006993897
1130 => 0.38165974833297
1201 => 0.38485835624525
1202 => 0.3575266018441
1203 => 0.36979775715207
1204 => 0.37700591124373
1205 => 0.34443920882269
1206 => 0.3763621722468
1207 => 0.35705081680764
1208 => 0.35049625272477
1209 => 0.35932110976421
1210 => 0.35588205439348
1211 => 0.35292535653384
1212 => 0.35127546832565
1213 => 0.35775546937148
1214 => 0.35745316957741
1215 => 0.34685063015243
1216 => 0.33302004968732
1217 => 0.33766204646474
1218 => 0.33597556551655
1219 => 0.32986354099995
1220 => 0.33398230755549
1221 => 0.31584534410496
1222 => 0.28464164116565
1223 => 0.30525576312263
1224 => 0.30446214185113
1225 => 0.30406196201819
1226 => 0.31955290493637
1227 => 0.31806380821165
1228 => 0.315361083075
1229 => 0.32981390333331
1230 => 0.32453842952116
1231 => 0.34079619675226
]
'min_raw' => 0.14594198143087
'max_raw' => 0.4800829986337
'avg_raw' => 0.31301249003228
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.145941'
'max' => '$0.480082'
'avg' => '$0.313012'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.079505428790624
'max_diff' => 0.31735912586663
'year' => 2029
]
4 => [
'items' => [
101 => 0.35150461373711
102 => 0.34878861280875
103 => 0.35885993074128
104 => 0.33776898869498
105 => 0.34477455362103
106 => 0.346218390843
107 => 0.32963555777478
108 => 0.31830744285178
109 => 0.31755198673638
110 => 0.2979105965703
111 => 0.30840286865726
112 => 0.31763563389406
113 => 0.31321385583716
114 => 0.31181405300121
115 => 0.3189653421099
116 => 0.3195210585203
117 => 0.30685066547111
118 => 0.3094852414052
119 => 0.32047186101216
120 => 0.30920840677987
121 => 0.28732535508132
122 => 0.28189805570322
123 => 0.28117395392121
124 => 0.26645468756326
125 => 0.28226073379931
126 => 0.27536097104157
127 => 0.29715723892142
128 => 0.28470732760418
129 => 0.28417063681061
130 => 0.28335934996072
131 => 0.2706898693612
201 => 0.273463680425
202 => 0.28268425086442
203 => 0.28597425427437
204 => 0.28563107996451
205 => 0.282639065039
206 => 0.2840087941503
207 => 0.27959641943755
208 => 0.27803831809084
209 => 0.27312052165107
210 => 0.26589271946056
211 => 0.26689778968584
212 => 0.25257762228912
213 => 0.24477523506259
214 => 0.24261563711209
215 => 0.23972773247688
216 => 0.24294183362506
217 => 0.25253705505412
218 => 0.24096318227089
219 => 0.22112058919681
220 => 0.22231316285069
221 => 0.22499252177268
222 => 0.21999955414729
223 => 0.21527412931787
224 => 0.21938250282122
225 => 0.21097493455544
226 => 0.22600853622996
227 => 0.22560191943585
228 => 0.23120551646842
301 => 0.23470956069027
302 => 0.22663387320669
303 => 0.22460285964355
304 => 0.22575981727353
305 => 0.20663788480486
306 => 0.22964284663157
307 => 0.22984179449675
308 => 0.22813828209034
309 => 0.24038771406455
310 => 0.26623783622378
311 => 0.25651198044872
312 => 0.25274583512707
313 => 0.24558639011758
314 => 0.25512592550695
315 => 0.25439343802898
316 => 0.25108085186598
317 => 0.2490773894187
318 => 0.25276883040733
319 => 0.24861997902884
320 => 0.24787473131845
321 => 0.243359341031
322 => 0.24174755213555
323 => 0.24055424780452
324 => 0.23924053698773
325 => 0.24213825569324
326 => 0.2355716438799
327 => 0.22765295376589
328 => 0.22699460036433
329 => 0.22881237198907
330 => 0.2280081433623
331 => 0.22699075002707
401 => 0.22504826907952
402 => 0.22447197647692
403 => 0.22634464785795
404 => 0.2242305110523
405 => 0.22735003507202
406 => 0.22650169714979
407 => 0.22176295047729
408 => 0.21585671761462
409 => 0.2158041397534
410 => 0.2145316515713
411 => 0.21291094655152
412 => 0.21246010349173
413 => 0.21903650706395
414 => 0.23264946564325
415 => 0.22997691614364
416 => 0.231908107051
417 => 0.2414076549453
418 => 0.24442727555952
419 => 0.24228402037118
420 => 0.23935020047915
421 => 0.23947927366501
422 => 0.24950502436375
423 => 0.25013031813699
424 => 0.25171023377456
425 => 0.25374087185295
426 => 0.24262984681666
427 => 0.238955945385
428 => 0.23721504706639
429 => 0.23185375405752
430 => 0.23763544892507
501 => 0.2342667029226
502 => 0.23472126185109
503 => 0.23442522975259
504 => 0.23458688329597
505 => 0.22600433403191
506 => 0.22913136389822
507 => 0.22393207024806
508 => 0.21697079969859
509 => 0.21694746307877
510 => 0.21865122418373
511 => 0.21763776041032
512 => 0.21491055545462
513 => 0.21529794204653
514 => 0.21190402787404
515 => 0.21571002467587
516 => 0.21581916704563
517 => 0.21435365096288
518 => 0.22021731416245
519 => 0.2226196617596
520 => 0.22165502767954
521 => 0.22255198046103
522 => 0.23008797264119
523 => 0.23131666818495
524 => 0.23186237358241
525 => 0.23113120064192
526 => 0.22268972456407
527 => 0.22306413992405
528 => 0.220316928441
529 => 0.21799582423184
530 => 0.21808865622762
531 => 0.21928200551356
601 => 0.22449343183424
602 => 0.23546057129575
603 => 0.23587676622144
604 => 0.23638120661264
605 => 0.23432939403021
606 => 0.23371054772215
607 => 0.23452696574027
608 => 0.23864564669721
609 => 0.24924001232945
610 => 0.24549525594113
611 => 0.24245071070682
612 => 0.24512159768081
613 => 0.24471043556627
614 => 0.2412398135406
615 => 0.24114240473961
616 => 0.23448117144738
617 => 0.23201866516819
618 => 0.22996081060589
619 => 0.22771368714552
620 => 0.22638151703395
621 => 0.22842833578581
622 => 0.22889646745161
623 => 0.2244210624784
624 => 0.22381108131774
625 => 0.22746579362719
626 => 0.22585749100121
627 => 0.22751167013602
628 => 0.22789545388458
629 => 0.22783365586177
630 => 0.22615440320787
701 => 0.22722470877343
702 => 0.22469311703743
703 => 0.22194039125731
704 => 0.22018432371047
705 => 0.2186519218673
706 => 0.21950218747361
707 => 0.21647114583947
708 => 0.2155014546179
709 => 0.22686211333045
710 => 0.23525435406908
711 => 0.23513232756505
712 => 0.23438952260443
713 => 0.23328586510542
714 => 0.2385649072769
715 => 0.23672579454214
716 => 0.23806390271969
717 => 0.2384045074111
718 => 0.23943541522843
719 => 0.2398038761636
720 => 0.23869013130493
721 => 0.23495226752676
722 => 0.22563786637697
723 => 0.221301987498
724 => 0.21987107524817
725 => 0.21992308619076
726 => 0.21848839220699
727 => 0.21891097388369
728 => 0.21834143554528
729 => 0.21726286771846
730 => 0.21943558894963
731 => 0.21968597483122
801 => 0.21917883573378
802 => 0.21929828534993
803 => 0.21509939022508
804 => 0.2154186231019
805 => 0.2136410938776
806 => 0.21330782857648
807 => 0.20881438948463
808 => 0.20085361079901
809 => 0.20526465496233
810 => 0.19993673389971
811 => 0.19791896946212
812 => 0.20747075248292
813 => 0.20651201839286
814 => 0.20487108238235
815 => 0.20244379602178
816 => 0.20154349189952
817 => 0.19607352905433
818 => 0.19575033446832
819 => 0.19846139575582
820 => 0.19721033425356
821 => 0.19545337009035
822 => 0.1890898239918
823 => 0.18193509127932
824 => 0.18215104768687
825 => 0.18442683504417
826 => 0.19104399371727
827 => 0.18845855534568
828 => 0.18658279014261
829 => 0.18623151570537
830 => 0.19062845073029
831 => 0.19685103497691
901 => 0.19977053228295
902 => 0.19687739911912
903 => 0.19355392351785
904 => 0.1937562080782
905 => 0.1951019166331
906 => 0.19524333157493
907 => 0.19308009061732
908 => 0.19368903027563
909 => 0.19276399525204
910 => 0.1870870570198
911 => 0.18698437920894
912 => 0.18559116701375
913 => 0.18554898110218
914 => 0.18317877960509
915 => 0.18284717203122
916 => 0.17814099309781
917 => 0.1812386143234
918 => 0.17916089263769
919 => 0.17602927597232
920 => 0.17548938407883
921 => 0.17547315427657
922 => 0.17868862437524
923 => 0.18120103968316
924 => 0.17919703549596
925 => 0.17874076258853
926 => 0.18361256353268
927 => 0.18299258245508
928 => 0.18245568284034
929 => 0.19629387080753
930 => 0.18533986522422
1001 => 0.18056329355712
1002 => 0.17465137907273
1003 => 0.17657632823931
1004 => 0.17698194331209
1005 => 0.16276485467981
1006 => 0.15699698359231
1007 => 0.15501766759272
1008 => 0.15387854325154
1009 => 0.15439765651804
1010 => 0.14920589603549
1011 => 0.15269484494356
1012 => 0.14819921921426
1013 => 0.14744551293071
1014 => 0.15548424863585
1015 => 0.15660279174761
1016 => 0.15183073932875
1017 => 0.15489516950677
1018 => 0.15378396452545
1019 => 0.14827628381416
1020 => 0.14806593092275
1021 => 0.14530237034616
1022 => 0.14097793317458
1023 => 0.13900154934702
1024 => 0.13797223148988
1025 => 0.13839694809874
1026 => 0.13818219838476
1027 => 0.13678081123871
1028 => 0.13826252425557
1029 => 0.1344773597836
1030 => 0.13297007679172
1031 => 0.13228927203299
1101 => 0.12892972069819
1102 => 0.13427626087112
1103 => 0.13532959663913
1104 => 0.13638500780399
1105 => 0.1455716414343
1106 => 0.14511270317929
1107 => 0.14926128149261
1108 => 0.1491000753681
1109 => 0.14791683363063
1110 => 0.14292493137405
1111 => 0.14491461464142
1112 => 0.13879067880988
1113 => 0.14337914792203
1114 => 0.1412851622383
1115 => 0.142671169256
1116 => 0.14017900366696
1117 => 0.14155827100293
1118 => 0.1355793816259
1119 => 0.12999637885088
1120 => 0.13224314214556
1121 => 0.13468563079543
1122 => 0.13998156852287
1123 => 0.13682735170294
1124 => 0.13796172734553
1125 => 0.13416175883505
1126 => 0.12632133839058
1127 => 0.12636571431883
1128 => 0.12515963644629
1129 => 0.12411740907416
1130 => 0.13718965144806
1201 => 0.1355639114673
1202 => 0.13297350757954
1203 => 0.13644086612186
1204 => 0.13735769075484
1205 => 0.13738379146323
1206 => 0.13991348675024
1207 => 0.14126358557838
1208 => 0.14150154634851
1209 => 0.14548207654029
1210 => 0.14681629775612
1211 => 0.15231176611804
1212 => 0.14114903912543
1213 => 0.14091915010886
1214 => 0.13648965896722
1215 => 0.13368040565771
1216 => 0.13668201094474
1217 => 0.13934102346907
1218 => 0.13657228189832
1219 => 0.13693382109614
1220 => 0.1332170117519
1221 => 0.13454559620033
1222 => 0.13568995210697
1223 => 0.13505810603745
1224 => 0.13411220188969
1225 => 0.13912301476506
1226 => 0.13884028506509
1227 => 0.14350646921272
1228 => 0.14714409343783
1229 => 0.15366336635233
1230 => 0.14686016520867
1231 => 0.14661222951872
]
'min_raw' => 0.12411740907416
'max_raw' => 0.35885993074128
'avg_raw' => 0.24148866990772
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.124117'
'max' => '$0.358859'
'avg' => '$0.241488'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.021824572356703
'max_diff' => -0.12122306789242
'year' => 2030
]
5 => [
'items' => [
101 => 0.14903584065812
102 => 0.14681592671388
103 => 0.14821883569781
104 => 0.15343733602613
105 => 0.15354759471486
106 => 0.1517006196183
107 => 0.15158823101582
108 => 0.15194296278681
109 => 0.15402063784933
110 => 0.15329463434198
111 => 0.15413478398085
112 => 0.15518540396908
113 => 0.15953121369405
114 => 0.16057897370607
115 => 0.15803346007814
116 => 0.15826329145784
117 => 0.15731119948508
118 => 0.15639149056908
119 => 0.15845886189956
120 => 0.16223702364029
121 => 0.16221351989219
122 => 0.16308997997907
123 => 0.16363600735221
124 => 0.16129205815023
125 => 0.15976623340914
126 => 0.16035133170562
127 => 0.16128691662349
128 => 0.16004793412626
129 => 0.15240036020086
130 => 0.15472014560091
131 => 0.15433401987863
201 => 0.15378412989562
202 => 0.15611669205374
203 => 0.15589171074326
204 => 0.1491526470277
205 => 0.14958406002193
206 => 0.14917888268076
207 => 0.15048809356156
208 => 0.14674522502985
209 => 0.1478965061816
210 => 0.14861857892739
211 => 0.14904388532188
212 => 0.15058038365411
213 => 0.15040009330902
214 => 0.15056917655312
215 => 0.1528473979593
216 => 0.16436986004057
217 => 0.16499700222878
218 => 0.16190872472758
219 => 0.16314243067573
220 => 0.16077398503712
221 => 0.16236393846153
222 => 0.16345174421407
223 => 0.15853615919135
224 => 0.15824509014819
225 => 0.15586686909192
226 => 0.15714479037823
227 => 0.15511152572592
228 => 0.15561041775102
301 => 0.15421547215622
302 => 0.15672609649597
303 => 0.15953336461938
304 => 0.16024259140974
305 => 0.15837692106565
306 => 0.15702605278286
307 => 0.15465437308197
308 => 0.15859852928089
309 => 0.15975192074943
310 => 0.15859247100652
311 => 0.15832380116661
312 => 0.15781467230545
313 => 0.15843181526131
314 => 0.15974563913179
315 => 0.15912606405699
316 => 0.1595353043094
317 => 0.15797570247391
318 => 0.16129283409495
319 => 0.16656123742035
320 => 0.16657817619851
321 => 0.16595859778397
322 => 0.16570507964574
323 => 0.16634080469822
324 => 0.16668565946039
325 => 0.16874147770808
326 => 0.17094745259528
327 => 0.18124177485155
328 => 0.17835117035538
329 => 0.18748490547312
330 => 0.19470850408419
331 => 0.19687454545796
401 => 0.19488188931421
402 => 0.18806512028761
403 => 0.18773065707805
404 => 0.19791778796944
405 => 0.19503945689247
406 => 0.19469708856964
407 => 0.19105486805511
408 => 0.19320787147698
409 => 0.19273697804597
410 => 0.19199364972821
411 => 0.19610143027762
412 => 0.20379082876201
413 => 0.20259236389749
414 => 0.20169776547132
415 => 0.19777789558151
416 => 0.20013853278981
417 => 0.19929795509496
418 => 0.20290961031582
419 => 0.20077014577094
420 => 0.19501765070364
421 => 0.19593375450358
422 => 0.19579528725717
423 => 0.19864493337651
424 => 0.19778954034405
425 => 0.19562825803901
426 => 0.20376454723393
427 => 0.20323622187003
428 => 0.20398526644405
429 => 0.20431501903051
430 => 0.20926743488596
501 => 0.21129628120231
502 => 0.21175686483607
503 => 0.21368411192
504 => 0.21170891317294
505 => 0.219611116454
506 => 0.22486562052956
507 => 0.23096899740762
508 => 0.23988767145953
509 => 0.2432411754054
510 => 0.24263539493363
511 => 0.24939743181236
512 => 0.26154866177181
513 => 0.24509150592539
514 => 0.26242093099277
515 => 0.25693463509427
516 => 0.24392672621318
517 => 0.24308917023441
518 => 0.25189827715361
519 => 0.27143602845528
520 => 0.26654204334956
521 => 0.27144403326169
522 => 0.26572560164466
523 => 0.26544163331615
524 => 0.27116630180183
525 => 0.28454230175407
526 => 0.27818786556862
527 => 0.26907722312511
528 => 0.2758043797281
529 => 0.26997669410964
530 => 0.25684528734473
531 => 0.26653830101138
601 => 0.26005685881363
602 => 0.26194848821935
603 => 0.27557151567726
604 => 0.27393235697146
605 => 0.27605358011877
606 => 0.27230967678585
607 => 0.26881228071353
608 => 0.26228413122451
609 => 0.26035146799469
610 => 0.26088558658147
611 => 0.26035120331204
612 => 0.25669876366972
613 => 0.25591001967671
614 => 0.25459541179937
615 => 0.25500286375046
616 => 0.25253101633895
617 => 0.2571959031142
618 => 0.25806174720653
619 => 0.26145646278229
620 => 0.2618089134149
621 => 0.27126314797262
622 => 0.26605591445018
623 => 0.26954937626795
624 => 0.26923688816123
625 => 0.24420864704206
626 => 0.24765731784224
627 => 0.25302236735481
628 => 0.25060541982155
629 => 0.24718842148815
630 => 0.24442901212606
701 => 0.24024822477841
702 => 0.24613260268532
703 => 0.25386993389908
704 => 0.26200514490302
705 => 0.27177906788411
706 => 0.26959764205574
707 => 0.26182242821149
708 => 0.26217121862474
709 => 0.26432730371552
710 => 0.26153497762197
711 => 0.26071146614431
712 => 0.26421416588437
713 => 0.26423828705243
714 => 0.26102537841792
715 => 0.25745481842674
716 => 0.25743985765001
717 => 0.2568045109871
718 => 0.26583862840456
719 => 0.27080647953187
720 => 0.27137603565753
721 => 0.27076814386663
722 => 0.27100209729059
723 => 0.26811141417873
724 => 0.27471865856698
725 => 0.28078211940638
726 => 0.27915698237448
727 => 0.27672067093681
728 => 0.27478003152804
729 => 0.27869982940418
730 => 0.27852528697509
731 => 0.2807291603656
801 => 0.28062917993842
802 => 0.27988810020906
803 => 0.27915700884077
804 => 0.28205570347722
805 => 0.28122092597353
806 => 0.28038485182981
807 => 0.27870797713803
808 => 0.27893589225858
809 => 0.27650000148443
810 => 0.27537304695353
811 => 0.2584263547508
812 => 0.25389764484509
813 => 0.25532246917182
814 => 0.25579155833572
815 => 0.25382065798106
816 => 0.25664642280689
817 => 0.25620603035201
818 => 0.25791933977298
819 => 0.25684893843
820 => 0.25689286807449
821 => 0.26004069019055
822 => 0.26095451634263
823 => 0.2604897369862
824 => 0.26081525251574
825 => 0.26831662050248
826 => 0.26725016585501
827 => 0.26668363307878
828 => 0.26684056652955
829 => 0.2687573268813
830 => 0.26929391512856
831 => 0.26702035301955
901 => 0.26809257805346
902 => 0.27265797616226
903 => 0.27425560712119
904 => 0.27935447823571
905 => 0.27718838716106
906 => 0.28116434107482
907 => 0.29338506790314
908 => 0.30314783010358
909 => 0.29416959052084
910 => 0.31209766002168
911 => 0.32605723375691
912 => 0.32552144206606
913 => 0.32308726749457
914 => 0.30719466393148
915 => 0.29257005318736
916 => 0.30480416106859
917 => 0.30483534832554
918 => 0.30378442760865
919 => 0.29725724929356
920 => 0.30355729595177
921 => 0.30405737077709
922 => 0.30377746185554
923 => 0.29877308954514
924 => 0.29113233798975
925 => 0.2926253225543
926 => 0.29507086172709
927 => 0.29044094588009
928 => 0.28896140723047
929 => 0.29171215107385
930 => 0.30057562087743
1001 => 0.29890003325365
1002 => 0.29885627688921
1003 => 0.30602515130349
1004 => 0.30089378436279
1005 => 0.29264415387086
1006 => 0.29056101337239
1007 => 0.2831672679744
1008 => 0.28827415425641
1009 => 0.28845794200208
1010 => 0.28566095257654
1011 => 0.29287111414765
1012 => 0.29280467123945
1013 => 0.2996496465603
1014 => 0.31273466851844
1015 => 0.30886478365059
1016 => 0.30436452859156
1017 => 0.30485383109502
1018 => 0.31022027185642
1019 => 0.30697559926815
1020 => 0.30814240615355
1021 => 0.31021850575446
1022 => 0.31147106819033
1023 => 0.30467360663634
1024 => 0.30308879318793
1025 => 0.29984682106642
1026 => 0.29900105105419
1027 => 0.30164156970119
1028 => 0.30094588632861
1029 => 0.28844249535372
1030 => 0.28713582142863
1031 => 0.28717589525241
1101 => 0.28389020153882
1102 => 0.27887872996875
1103 => 0.29204857803548
1104 => 0.29099085492382
1105 => 0.28982321046981
1106 => 0.28996624025293
1107 => 0.29568282493113
1108 => 0.29236691712333
1109 => 0.30118280149698
1110 => 0.2993705206995
1111 => 0.29751176173792
1112 => 0.29725482463025
1113 => 0.29653936101191
1114 => 0.29408577005232
1115 => 0.29112291153066
1116 => 0.28916657569625
1117 => 0.26674088079244
1118 => 0.27090295932232
1119 => 0.27569105128555
1120 => 0.27734388144419
1121 => 0.27451660108548
1122 => 0.29419740831336
1123 => 0.29779328144287
1124 => 0.28690114718058
1125 => 0.28486367358302
1126 => 0.29433098474321
1127 => 0.2886210387819
1128 => 0.29119222709865
1129 => 0.28563472432264
1130 => 0.29692714090543
1201 => 0.29684111161104
1202 => 0.29244810650954
1203 => 0.29616104433933
1204 => 0.29551583002049
1205 => 0.29055613808039
1206 => 0.29708437198637
1207 => 0.29708760990894
1208 => 0.29285943801092
1209 => 0.28792185889987
1210 => 0.28703913637522
1211 => 0.28637412352999
1212 => 0.29102867470475
1213 => 0.29520193073364
1214 => 0.3029673255655
1215 => 0.30491973032746
1216 => 0.31254009609233
1217 => 0.30800253930822
1218 => 0.31001397945942
1219 => 0.31219768227912
1220 => 0.3132446297139
1221 => 0.31153868505123
1222 => 0.32337624975176
1223 => 0.32437570290609
1224 => 0.3247108109035
1225 => 0.32071925068979
1226 => 0.32426469039587
1227 => 0.32260589657002
1228 => 0.32692161727868
1229 => 0.32759837739169
1230 => 0.32702518565241
1231 => 0.32723999999421
]
'min_raw' => 0.14674522502985
'max_raw' => 0.32759837739169
'avg_raw' => 0.23717180121077
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.146745'
'max' => '$0.327598'
'avg' => '$0.237171'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.022627815955691
'max_diff' => -0.031261553349585
'year' => 2031
]
6 => [
'items' => [
101 => 0.31713872681182
102 => 0.31661492250886
103 => 0.30947281367043
104 => 0.31238327581389
105 => 0.30694230633877
106 => 0.30866769380753
107 => 0.30942822816366
108 => 0.30903096817596
109 => 0.31254782897666
110 => 0.30955777884887
111 => 0.30166654495188
112 => 0.2937731610935
113 => 0.29367406608897
114 => 0.29159587744885
115 => 0.29009372770128
116 => 0.29038309503429
117 => 0.29140286325858
118 => 0.29003445691825
119 => 0.29032647579092
120 => 0.29517593478885
121 => 0.29614845920612
122 => 0.2928434412464
123 => 0.27957331722631
124 => 0.2763167955062
125 => 0.27865751873898
126 => 0.2775388037956
127 => 0.22399547567856
128 => 0.23657468640024
129 => 0.22910054653905
130 => 0.23254497405573
131 => 0.22491581267659
201 => 0.22855684836532
202 => 0.22788448202294
203 => 0.24811148061751
204 => 0.24779566385578
205 => 0.24794682862697
206 => 0.24073134024046
207 => 0.25222580916203
208 => 0.25788839788052
209 => 0.25684040341365
210 => 0.25710416104281
211 => 0.25257193110304
212 => 0.24799071051975
213 => 0.24290943184809
214 => 0.25234981955501
215 => 0.25130020959479
216 => 0.25370763720579
217 => 0.25983040344657
218 => 0.26073200403366
219 => 0.26194376436583
220 => 0.26150943454572
221 => 0.27185693294918
222 => 0.27060378261753
223 => 0.27362351436085
224 => 0.26741169705723
225 => 0.26038243614708
226 => 0.26171846884225
227 => 0.26158979815001
228 => 0.25995167255643
229 => 0.25847284601609
301 => 0.25601101648323
302 => 0.26380060940743
303 => 0.26348436616017
304 => 0.26860397674068
305 => 0.26769903584133
306 => 0.26165561903888
307 => 0.26187146085227
308 => 0.26332310077736
309 => 0.26834724313262
310 => 0.26983875065335
311 => 0.26914782494345
312 => 0.27078319485003
313 => 0.27207572454479
314 => 0.27094551667956
315 => 0.28694687665384
316 => 0.28030199638159
317 => 0.28354066479151
318 => 0.28431306812393
319 => 0.28233457322982
320 => 0.28276363792776
321 => 0.28341355403201
322 => 0.28735971735039
323 => 0.29771559172938
324 => 0.30230213799702
325 => 0.3161009887394
326 => 0.30192128917729
327 => 0.30107992448671
328 => 0.30356551419078
329 => 0.31166690033325
330 => 0.31823231287722
331 => 0.32041043898579
401 => 0.32069831430798
402 => 0.32478462368674
403 => 0.32712682001749
404 => 0.32428843824755
405 => 0.32188320688849
406 => 0.31326796670864
407 => 0.31426520421797
408 => 0.32113518174446
409 => 0.33083942964028
410 => 0.3391666838898
411 => 0.33625076968573
412 => 0.35849713674817
413 => 0.36070277317415
414 => 0.36039802553685
415 => 0.36542279355794
416 => 0.35544965231228
417 => 0.35118594120925
418 => 0.32240324520886
419 => 0.33049000875405
420 => 0.34224459448597
421 => 0.34068883098692
422 => 0.33215233662742
423 => 0.33916020819334
424 => 0.33684318669724
425 => 0.33501565570996
426 => 0.34338792944702
427 => 0.33418227055907
428 => 0.3421527609966
429 => 0.33193052456631
430 => 0.3362640893362
501 => 0.33380414838186
502 => 0.33539603165834
503 => 0.32608991455158
504 => 0.33111126944916
505 => 0.32588100967915
506 => 0.32587852985502
507 => 0.32576307158071
508 => 0.33191644900561
509 => 0.33211711042252
510 => 0.32756975520829
511 => 0.32691441027888
512 => 0.32933756396309
513 => 0.32650068562383
514 => 0.32782804314367
515 => 0.32654088993091
516 => 0.32625112463112
517 => 0.32394222542291
518 => 0.32294748815951
519 => 0.32333755027171
520 => 0.32200606719196
521 => 0.32120380047457
522 => 0.32560348053786
523 => 0.32325290896263
524 => 0.32524322173202
525 => 0.32297500913381
526 => 0.31511239605522
527 => 0.3105905241281
528 => 0.29573877688728
529 => 0.29995071398124
530 => 0.3027432326321
531 => 0.30182030523465
601 => 0.30380311040987
602 => 0.30392483854395
603 => 0.30328020836918
604 => 0.30253380920904
605 => 0.30217050337634
606 => 0.30487828740237
607 => 0.30645024716929
608 => 0.3030234992378
609 => 0.30222066014275
610 => 0.30568529149743
611 => 0.30779871462233
612 => 0.32340304354673
613 => 0.32224702445869
614 => 0.32514840551238
615 => 0.32482175453106
616 => 0.32786286410157
617 => 0.33283379298056
618 => 0.322726504676
619 => 0.32448078044194
620 => 0.32405067253627
621 => 0.32874647786997
622 => 0.32876113766165
623 => 0.32594576779123
624 => 0.32747202547215
625 => 0.32662011030535
626 => 0.32815963615499
627 => 0.32223158511898
628 => 0.32945131138728
629 => 0.33354443095252
630 => 0.33360126392165
701 => 0.33554137011057
702 => 0.33751263036189
703 => 0.3412962927537
704 => 0.33740710607137
705 => 0.33041083783454
706 => 0.33091594580343
707 => 0.32681403629601
708 => 0.3268829901359
709 => 0.32651490913456
710 => 0.32761954792743
711 => 0.32247399121479
712 => 0.32368164309045
713 => 0.32199092339252
714 => 0.3244771051475
715 => 0.32180238455971
716 => 0.32405046512522
717 => 0.32502066217224
718 => 0.32860071016259
719 => 0.32127360856069
720 => 0.30633315239323
721 => 0.30947381741515
722 => 0.30482852715382
723 => 0.30525846645337
724 => 0.3061270122628
725 => 0.30331177112393
726 => 0.30384883041479
727 => 0.30382964287769
728 => 0.30366429504893
729 => 0.30293194209894
730 => 0.30186988542983
731 => 0.30610079231574
801 => 0.30681970584028
802 => 0.30841776155081
803 => 0.31317249137378
804 => 0.31269738174022
805 => 0.31347230526467
806 => 0.3117806515618
807 => 0.30533693741687
808 => 0.30568686209658
809 => 0.30132329573339
810 => 0.30830617534827
811 => 0.30665253728596
812 => 0.30558642606963
813 => 0.30529552774681
814 => 0.31006204362534
815 => 0.31148825988219
816 => 0.31059953762074
817 => 0.30877674233433
818 => 0.31227704814528
819 => 0.31321358231424
820 => 0.31342323777662
821 => 0.31962510855655
822 => 0.31376985345903
823 => 0.31517927155723
824 => 0.32617514922329
825 => 0.31620340550757
826 => 0.32148566055021
827 => 0.3212271216534
828 => 0.32392934459145
829 => 0.3210054605005
830 => 0.32104170554805
831 => 0.3234410964526
901 => 0.32007158465959
902 => 0.31923724615409
903 => 0.31808461348439
904 => 0.32060134475046
905 => 0.32211001132251
906 => 0.3342687558997
907 => 0.34212385940269
908 => 0.34178284864326
909 => 0.34489904863902
910 => 0.34349517199981
911 => 0.33896168400785
912 => 0.34669979521016
913 => 0.34425113304943
914 => 0.34445299778283
915 => 0.34444548436737
916 => 0.3460736306385
917 => 0.34491993978799
918 => 0.3426458966977
919 => 0.34415551262618
920 => 0.3486385322362
921 => 0.36255396266154
922 => 0.37034122188249
923 => 0.36208515987846
924 => 0.36778008089576
925 => 0.36436515759322
926 => 0.36374456444398
927 => 0.3673213956942
928 => 0.37090448771403
929 => 0.3706762602425
930 => 0.36807511942992
1001 => 0.36660580098639
1002 => 0.37773197249855
1003 => 0.38592954613933
1004 => 0.38537052657426
1005 => 0.38783785713157
1006 => 0.39508201595952
1007 => 0.39574433105599
1008 => 0.39566089457697
1009 => 0.39401927750493
1010 => 0.40115209264393
1011 => 0.40710241252283
1012 => 0.39363929058363
1013 => 0.39876587117287
1014 => 0.40106735836749
1015 => 0.40444662438968
1016 => 0.41014801259985
1017 => 0.41634123241463
1018 => 0.41721702160164
1019 => 0.41659560726308
1020 => 0.41251101231255
1021 => 0.41928770733436
1022 => 0.42325733634509
1023 => 0.42562115957763
1024 => 0.43161542199267
1025 => 0.40108157156889
1026 => 0.3794681946081
1027 => 0.37609295369472
1028 => 0.38295663881686
1029 => 0.38476653784671
1030 => 0.3840369698172
1031 => 0.35970914904556
1101 => 0.37596487275312
1102 => 0.39345466464237
1103 => 0.39412651877826
1104 => 0.40288227429232
1105 => 0.40573350719825
1106 => 0.41278303803018
1107 => 0.41234208795726
1108 => 0.4140585365323
1109 => 0.41366395472965
1110 => 0.42672172614195
1111 => 0.44112638710754
1112 => 0.44062759950232
1113 => 0.4385567590603
1114 => 0.44163231024746
1115 => 0.45649946406123
1116 => 0.45513073477934
1117 => 0.45646033868861
1118 => 0.47398955091112
1119 => 0.49678002030174
1120 => 0.48619155914408
1121 => 0.50916547310858
1122 => 0.52362633415438
1123 => 0.54863489805215
1124 => 0.54550370268237
1125 => 0.55523935308646
1126 => 0.53989820947028
1127 => 0.50467184277088
1128 => 0.49909713539959
1129 => 0.51025784073099
1130 => 0.53769534574256
1201 => 0.50939373605639
1202 => 0.51511911483581
1203 => 0.51347020536217
1204 => 0.51338234198373
1205 => 0.51673572977245
1206 => 0.51187146588397
1207 => 0.49205357973792
1208 => 0.50113600017112
1209 => 0.49762884146821
1210 => 0.50152029552509
1211 => 0.52252086811233
1212 => 0.51323601438039
1213 => 0.50345517521405
1214 => 0.5157225180706
1215 => 0.53134306104334
1216 => 0.53036555553692
1217 => 0.52846878628887
1218 => 0.53916077522856
1219 => 0.55682080849812
1220 => 0.56159424452712
1221 => 0.56511789741512
1222 => 0.56560374961578
1223 => 0.57060832923796
1224 => 0.54369744329304
1225 => 0.58640571040819
1226 => 0.59378024834691
1227 => 0.59239414085771
1228 => 0.6005906294086
1229 => 0.59817901455208
1230 => 0.59468496299577
1231 => 0.60767814079204
]
'min_raw' => 0.22399547567856
'max_raw' => 0.60767814079204
'avg_raw' => 0.4158368082353
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.223995'
'max' => '$0.607678'
'avg' => '$0.415836'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.077250250648705
'max_diff' => 0.28007976340035
'year' => 2032
]
7 => [
'items' => [
101 => 0.59278251094399
102 => 0.57164003968235
103 => 0.56004086179754
104 => 0.57531559491524
105 => 0.5846433414155
106 => 0.59080838849607
107 => 0.59267392801763
108 => 0.54578645876347
109 => 0.52051671333375
110 => 0.53671433043598
111 => 0.55647654120053
112 => 0.54358766321442
113 => 0.5440928828296
114 => 0.52571672995897
115 => 0.55810242297733
116 => 0.55338409991111
117 => 0.57786276832524
118 => 0.57202073765462
119 => 0.59198214148991
120 => 0.58672563488059
121 => 0.60854509992857
122 => 0.61724947527464
123 => 0.63186547620854
124 => 0.64261706599334
125 => 0.64893060516012
126 => 0.64855156395003
127 => 0.67356895152153
128 => 0.65881707211157
129 => 0.64028523482163
130 => 0.63995005235225
131 => 0.64954795348287
201 => 0.66966252119708
202 => 0.67487793595031
203 => 0.67779264129741
204 => 0.67332866859671
205 => 0.65731656077392
206 => 0.65040261379927
207 => 0.656293496938
208 => 0.64908945306869
209 => 0.66152565388482
210 => 0.67860321383453
211 => 0.67507676523691
212 => 0.68686515418404
213 => 0.69906489656965
214 => 0.71651107610577
215 => 0.72107215346667
216 => 0.728611440902
217 => 0.73637184419987
218 => 0.73886427659041
219 => 0.7436231033803
220 => 0.7435980220141
221 => 0.75793906685142
222 => 0.77375768341219
223 => 0.77972884496206
224 => 0.79345920169422
225 => 0.76994644695948
226 => 0.78778114152084
227 => 0.80386848244655
228 => 0.7846884913917
301 => 0.81112364069604
302 => 0.81215005764019
303 => 0.82764773487855
304 => 0.81193787000176
305 => 0.80260940238559
306 => 0.82954033886036
307 => 0.84257137070394
308 => 0.8386463178626
309 => 0.80877647193622
310 => 0.79139094042911
311 => 0.74588965105641
312 => 0.79978789382779
313 => 0.82604015564843
314 => 0.80870848492018
315 => 0.81744957151243
316 => 0.86513810565289
317 => 0.88329481184965
318 => 0.87951834388568
319 => 0.88015650480564
320 => 0.88995353390188
321 => 0.9333989562371
322 => 0.90736545211683
323 => 0.92726709055998
324 => 0.93782284782954
325 => 0.94762762346024
326 => 0.92355019334239
327 => 0.89222581052676
328 => 0.88230406358092
329 => 0.80698519183616
330 => 0.80306451746856
331 => 0.80086372413744
401 => 0.7869880334931
402 => 0.77608554151819
403 => 0.76741547511617
404 => 0.74466263177628
405 => 0.75234104848677
406 => 0.71607776509044
407 => 0.73927772871556
408 => 0.68140065280743
409 => 0.72960240145032
410 => 0.70336838112857
411 => 0.72098382021291
412 => 0.72092236160542
413 => 0.68848675327111
414 => 0.66977857129775
415 => 0.68170015298451
416 => 0.69448103488904
417 => 0.69655468997801
418 => 0.71312543698239
419 => 0.71774997628429
420 => 0.70373740630042
421 => 0.68020127905332
422 => 0.68566818461092
423 => 0.66966778463112
424 => 0.64162769911302
425 => 0.66176657806504
426 => 0.66864287678326
427 => 0.67167984203133
428 => 0.64410563834986
429 => 0.63544122488805
430 => 0.63082836386246
501 => 0.67664179562007
502 => 0.67915155882972
503 => 0.66631125540436
504 => 0.72435064445453
505 => 0.71121454319942
506 => 0.72589078672432
507 => 0.68517212023296
508 => 0.68672762812788
509 => 0.6674507588653
510 => 0.67824451757148
511 => 0.67061583681703
512 => 0.67737248853402
513 => 0.68142239771446
514 => 0.70069610383249
515 => 0.7298224762144
516 => 0.69781725485991
517 => 0.68387212159255
518 => 0.69252360384121
519 => 0.71556364114841
520 => 0.75047047706662
521 => 0.7298049276375
522 => 0.73897594755036
523 => 0.74097940741104
524 => 0.72574139634223
525 => 0.75103232427
526 => 0.76458593800963
527 => 0.7784891411813
528 => 0.79056090293636
529 => 0.77293589609655
530 => 0.79179717986063
531 => 0.77659831461156
601 => 0.76296336125334
602 => 0.76298403984932
603 => 0.75443063443282
604 => 0.73785733363991
605 => 0.73480096269365
606 => 0.75070059033322
607 => 0.76345058599981
608 => 0.76450073671127
609 => 0.77155978943073
610 => 0.77573726411608
611 => 0.81668219503395
612 => 0.83315058496336
613 => 0.85328782043836
614 => 0.86113240852828
615 => 0.88474180623846
616 => 0.86567530012596
617 => 0.86155014159457
618 => 0.80428146532482
619 => 0.81365920785574
620 => 0.82867387846531
621 => 0.80452905171293
622 => 0.81984338691428
623 => 0.822866761085
624 => 0.80370861973901
625 => 0.81394181080633
626 => 0.78676548926124
627 => 0.73041484575977
628 => 0.75109505864491
629 => 0.76632265621275
630 => 0.74459099693419
701 => 0.78354415505966
702 => 0.76078852423916
703 => 0.75357608173198
704 => 0.72543777209004
705 => 0.73871797109817
706 => 0.7566796304108
707 => 0.74558141322262
708 => 0.7686118802938
709 => 0.8012291636678
710 => 0.82447418219293
711 => 0.82625864608074
712 => 0.81131365646438
713 => 0.83526309770225
714 => 0.83543754323547
715 => 0.80842247568281
716 => 0.79187589722733
717 => 0.78811647978794
718 => 0.79750824162873
719 => 0.80891157431832
720 => 0.82689145168185
721 => 0.83775631501032
722 => 0.86608611629272
723 => 0.87375134824069
724 => 0.88217311419838
725 => 0.89342719069429
726 => 0.90694059501362
727 => 0.87737403568146
728 => 0.87854877020269
729 => 0.85101679952946
730 => 0.82159494038113
731 => 0.8439224639882
801 => 0.87311273099844
802 => 0.86641645149391
803 => 0.86566298325707
804 => 0.86693010783677
805 => 0.8618813317704
806 => 0.83904590473858
807 => 0.82757809624053
808 => 0.84237449495298
809 => 0.8502381223567
810 => 0.8624339226795
811 => 0.8609305328676
812 => 0.8923456047658
813 => 0.90455255176297
814 => 0.90142949235638
815 => 0.90200421044782
816 => 0.92410430490642
817 => 0.94868415517546
818 => 0.97170642854933
819 => 0.99512567385488
820 => 0.96689285957034
821 => 0.95255797763455
822 => 0.96734791670219
823 => 0.95950016684944
824 => 1.0045956652972
825 => 1.0077179797674
826 => 1.0528102172973
827 => 1.095608120197
828 => 1.0687275241898
829 => 1.0940747154959
830 => 1.1214897694804
831 => 1.1743778565486
901 => 1.1565670094494
902 => 1.1429241797029
903 => 1.1300317715142
904 => 1.1568588263427
905 => 1.191371403807
906 => 1.1988050824355
907 => 1.2108504816974
908 => 1.1981862172149
909 => 1.2134389288611
910 => 1.2672877033534
911 => 1.2527372891493
912 => 1.2320733618837
913 => 1.2745817976541
914 => 1.289965435312
915 => 1.3979358608691
916 => 1.5342529831707
917 => 1.4778167994314
918 => 1.4427850390001
919 => 1.4510183336659
920 => 1.5007967321047
921 => 1.5167839737958
922 => 1.4733251397466
923 => 1.4886755346319
924 => 1.5732577196678
925 => 1.6186333482181
926 => 1.5570071498868
927 => 1.3869829128212
928 => 1.2302128013223
929 => 1.2717952943419
930 => 1.2670811300885
1001 => 1.357954136067
1002 => 1.2523902665827
1003 => 1.2541676914112
1004 => 1.3469198549171
1005 => 1.3221751678684
1006 => 1.2820919439095
1007 => 1.230505453216
1008 => 1.1351430539962
1009 => 1.05067791763
1010 => 1.2163335012033
1011 => 1.2091901312145
1012 => 1.1988454728826
1013 => 1.2218663905913
1014 => 1.3336494323835
1015 => 1.3310724714638
1016 => 1.3146791608696
1017 => 1.3271133424713
1018 => 1.2799121717563
1019 => 1.2920769882002
1020 => 1.2301879681357
1021 => 1.2581643899187
1022 => 1.2820059433131
1023 => 1.2867924881373
1024 => 1.2975768180332
1025 => 1.2054258998276
1026 => 1.2467989566931
1027 => 1.2711017514704
1028 => 1.1613008405233
1029 => 1.2689313404978
1030 => 1.2038217573589
1031 => 1.1817225869285
1101 => 1.2114762085688
1102 => 1.1998811932792
1103 => 1.1899124800154
1104 => 1.1843497667299
1105 => 1.2061975426752
1106 => 1.2051783178136
1107 => 1.1694311158966
1108 => 1.1228003482382
1109 => 1.1384511644671
1110 => 1.132765076204
1111 => 1.1121579588183
1112 => 1.1260446678234
1113 => 1.0648946292676
1114 => 0.95968916623476
1115 => 1.0291911176447
1116 => 1.026515368119
1117 => 1.0251661338726
1118 => 1.0773949294643
1119 => 1.0723743358915
1120 => 1.0632619093951
1121 => 1.1119906019597
1122 => 1.0942039736802
1123 => 1.1490181709809
1124 => 1.1851223464831
1125 => 1.175965159728
1126 => 1.2099213112945
1127 => 1.1388117276628
1128 => 1.162431478924
1129 => 1.1672994769233
1130 => 1.1113892974574
1201 => 1.0731957670908
1202 => 1.0706486940534
1203 => 1.0044263757904
1204 => 1.0398018036786
1205 => 1.0709307162856
1206 => 1.0560223828481
1207 => 1.0513028498555
1208 => 1.0754139203726
1209 => 1.0772875570491
1210 => 1.0345684422652
1211 => 1.0434510989672
1212 => 1.0804932540333
1213 => 1.0425177316999
1214 => 0.96873749507236
1215 => 0.95043897629716
1216 => 0.94799761658393
1217 => 0.89837058239175
1218 => 0.95166177081949
1219 => 0.92839873895573
1220 => 1.0018863778794
1221 => 0.95991063264833
1222 => 0.95810114216728
1223 => 0.95536583191062
1224 => 0.91264979351444
1225 => 0.92200189117735
1226 => 0.95308968817353
1227 => 0.96418216437086
1228 => 0.9630251282255
1229 => 0.95293734100836
1230 => 0.95755547833854
1231 => 0.94267884893232
]
'min_raw' => 0.52051671333375
'max_raw' => 1.6186333482181
'avg_raw' => 1.0695750307759
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.520516'
'max' => '$1.61'
'avg' => '$1.06'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.29652123765519
'max_diff' => 1.0109552074261
'year' => 2033
]
8 => [
'items' => [
101 => 0.93742560145872
102 => 0.92084490741248
103 => 0.89647586769814
104 => 0.89986453213443
105 => 0.85158308795424
106 => 0.82527679467468
107 => 0.81799555940627
108 => 0.80825878730158
109 => 0.81909535372405
110 => 0.85144631268912
111 => 0.81242419253844
112 => 0.74552350462357
113 => 0.74954434996047
114 => 0.75857799563281
115 => 0.74174385668596
116 => 0.72581175695494
117 => 0.73966342505895
118 => 0.71131672165323
119 => 0.76200355931142
120 => 0.76063262240099
121 => 0.77952554102694
122 => 0.79133967076547
123 => 0.76411192658808
124 => 0.75726422255912
125 => 0.76116498598481
126 => 0.696694055616
127 => 0.7742568905699
128 => 0.77492765718745
129 => 0.76918414617378
130 => 0.81048396130287
131 => 0.89763945296061
201 => 0.86484805117744
202 => 0.85215022928163
203 => 0.82801166057564
204 => 0.86017487016998
205 => 0.85770523749737
206 => 0.84653662197142
207 => 0.83978180845313
208 => 0.85222775947447
209 => 0.83823961738834
210 => 0.83572696270124
211 => 0.82050300909263
212 => 0.81506875030011
213 => 0.81104544143421
214 => 0.80661617369501
215 => 0.81638603462293
216 => 0.79424624442802
217 => 0.76754782784337
218 => 0.76532814338522
219 => 0.77145688733081
220 => 0.76874537436622
221 => 0.76531516170434
222 => 0.75876595157
223 => 0.75682294082488
224 => 0.76313678313173
225 => 0.75600882328717
226 => 0.76652651631789
227 => 0.76366628578403
228 => 0.74768927052895
301 => 0.72777599407246
302 => 0.72759872414249
303 => 0.72330844139426
304 => 0.71784412126605
305 => 0.7163240724131
306 => 0.73849687620667
307 => 0.78439391648321
308 => 0.77538322925383
309 => 0.78189437422943
310 => 0.81392276319231
311 => 0.82410362491635
312 => 0.81687749041155
313 => 0.80698591181281
314 => 0.80742109107055
315 => 0.84122360952689
316 => 0.84333183114
317 => 0.84865862701826
318 => 0.85550506507416
319 => 0.8180434684173
320 => 0.80565665323688
321 => 0.79978709301005
322 => 0.78171111931709
323 => 0.80120450722808
324 => 0.78984654488244
325 => 0.79137912204611
326 => 0.79038102915774
327 => 0.79092605536554
328 => 0.76198939130729
329 => 0.77253239082383
330 => 0.7550026092792
331 => 0.73153219960127
401 => 0.73145351855824
402 => 0.73719786807641
403 => 0.73378090420659
404 => 0.72458594229106
405 => 0.72589204323217
406 => 0.7144492246441
407 => 0.72728140858768
408 => 0.72764938970742
409 => 0.72270829991536
410 => 0.74247804978058
411 => 0.75057773243094
412 => 0.74732540128141
413 => 0.75034954020744
414 => 0.77575766398903
415 => 0.77990029679959
416 => 0.78174018064707
417 => 0.77927498002934
418 => 0.75081395406782
419 => 0.75207632159484
420 => 0.74281390627557
421 => 0.73498814138008
422 => 0.73530113093517
423 => 0.73932459136968
424 => 0.75689527906002
425 => 0.79387175545575
426 => 0.79527498570551
427 => 0.79697574170334
428 => 0.79005791232869
429 => 0.78797142879458
430 => 0.79072403914316
501 => 0.80461045954663
502 => 0.84033010295071
503 => 0.82770439533694
504 => 0.8174394985161
505 => 0.82644458042429
506 => 0.82505831864869
507 => 0.81335687417807
508 => 0.81302845360465
509 => 0.79056964048745
510 => 0.78226712864045
511 => 0.77532892830886
512 => 0.76775259467306
513 => 0.76326109013276
514 => 0.77016208245897
515 => 0.77174042105412
516 => 0.75665128072416
517 => 0.75459468665347
518 => 0.76691680436863
519 => 0.76149429977704
520 => 0.76707148022114
521 => 0.76836543392434
522 => 0.76815707757584
523 => 0.76249536001153
524 => 0.76610396995217
525 => 0.75756853166416
526 => 0.74828752450732
527 => 0.74236682016843
528 => 0.73720022036528
529 => 0.74006695022061
530 => 0.72984758173056
531 => 0.72657820007534
601 => 0.76488145410058
602 => 0.7931764796784
603 => 0.79276505880043
604 => 0.7902606400147
605 => 0.78653958170191
606 => 0.80433824095401
607 => 0.798137543966
608 => 0.80264906911035
609 => 0.8037974416077
610 => 0.80727321928951
611 => 0.80851551105757
612 => 0.80476044250738
613 => 0.79215797380995
614 => 0.76075382002272
615 => 0.74613510166087
616 => 0.74131068110745
617 => 0.74148603963169
618 => 0.73664886869829
619 => 0.73807363232497
620 => 0.73615339405314
621 => 0.73251692732182
622 => 0.73984240864725
623 => 0.74068660212842
624 => 0.73897674725408
625 => 0.73937947997464
626 => 0.72522261190369
627 => 0.72629892783602
628 => 0.72030586395318
629 => 0.71918223672261
630 => 0.70403229310254
701 => 0.67719197196015
702 => 0.69206411532605
703 => 0.67410065747985
704 => 0.6672976238027
705 => 0.69950212714155
706 => 0.69626968822021
707 => 0.6907371578943
708 => 0.68255339246192
709 => 0.6795179542565
710 => 0.66107559262332
711 => 0.65998591951186
712 => 0.66912645192292
713 => 0.66490841072173
714 => 0.65898468337814
715 => 0.63752954341828
716 => 0.61340686255068
717 => 0.6141349746563
718 => 0.62180795062185
719 => 0.64411816308348
720 => 0.63540117710413
721 => 0.62907690376022
722 => 0.62789255746987
723 => 0.64271713089057
724 => 0.66369700812502
725 => 0.67354029712513
726 => 0.66378589667115
727 => 0.65258056664385
728 => 0.65326258316211
729 => 0.65779973350932
730 => 0.65827652385897
731 => 0.65098300593773
801 => 0.65303608851053
802 => 0.64991726834464
803 => 0.63077707474344
804 => 0.6304308893354
805 => 0.62573357714836
806 => 0.62559134440216
807 => 0.61760004457255
808 => 0.61648200648514
809 => 0.60061479563623
810 => 0.61105864186733
811 => 0.60405345814204
812 => 0.59349499391225
813 => 0.59167471069931
814 => 0.59161999078788
815 => 0.60246117272247
816 => 0.61093195634437
817 => 0.60417531631212
818 => 0.60263696034874
819 => 0.61906257737024
820 => 0.61697226788143
821 => 0.61516207334518
822 => 0.66181849022798
823 => 0.62488629561963
824 => 0.60878175075442
825 => 0.5888493183136
826 => 0.59533941882438
827 => 0.59670697836141
828 => 0.54877307143223
829 => 0.52932629136085
830 => 0.52265288927679
831 => 0.51881225202937
901 => 0.52056247865071
902 => 0.50305809570667
903 => 0.51482133054083
904 => 0.49966401451995
905 => 0.49712284116288
906 => 0.52422599983936
907 => 0.52799724603484
908 => 0.51190793813058
909 => 0.52223987842746
910 => 0.5184933732511
911 => 0.49992384319899
912 => 0.49921462373922
913 => 0.48989708630962
914 => 0.47531694446306
915 => 0.46865342840175
916 => 0.46518301138172
917 => 0.46661497308126
918 => 0.46589092942722
919 => 0.46116605482261
920 => 0.46616175370882
921 => 0.45339980741985
922 => 0.4483178975776
923 => 0.44602251680126
924 => 0.43469555491959
925 => 0.45272178839615
926 => 0.45627318347954
927 => 0.45983157590832
928 => 0.49080495258319
929 => 0.48925761021437
930 => 0.50324483164223
1001 => 0.50270131393839
1002 => 0.4987119318092
1003 => 0.48188138482766
1004 => 0.48858974087885
1005 => 0.46794246366328
1006 => 0.48341280763156
1007 => 0.47635278870145
1008 => 0.48102580812955
1009 => 0.47262329784865
1010 => 0.47727359396925
1011 => 0.45711535100188
1012 => 0.43829186735308
1013 => 0.4458669866651
1014 => 0.45410200767724
1015 => 0.47195763147588
1016 => 0.46132296924711
1017 => 0.46514759592567
1018 => 0.45233573678725
1019 => 0.42590121185804
1020 => 0.42605082839835
1021 => 0.42198445264543
1022 => 0.41847051029431
1023 => 0.46254448813274
1024 => 0.45706319228205
1025 => 0.44832946471824
1026 => 0.46001990612694
1027 => 0.46311104438765
1028 => 0.4631990447483
1029 => 0.47172808902612
1030 => 0.47628004148611
1031 => 0.47708234283648
1101 => 0.49050297828982
1102 => 0.49500139827133
1103 => 0.5135297535349
1104 => 0.4758938401226
1105 => 0.47511875325288
1106 => 0.46018441461166
1107 => 0.45071282094285
1108 => 0.46083294273347
1109 => 0.46979798910557
1110 => 0.46046298359241
1111 => 0.46168193823971
1112 => 0.44915045603627
1113 => 0.45362987126296
1114 => 0.45748814709857
1115 => 0.45535783396112
1116 => 0.45216865208602
1117 => 0.4690629575391
1118 => 0.46810971461612
1119 => 0.48384208025242
1120 => 0.49610658429818
1121 => 0.51808676809052
1122 => 0.49514930045032
1123 => 0.49431336796134
1124 => 0.50248474212896
1125 => 0.49500014727651
1126 => 0.49973015286383
1127 => 0.51732469106481
1128 => 0.51769643593188
1129 => 0.51146923044214
1130 => 0.51109030442216
1201 => 0.51228630735463
1202 => 0.51929133388657
1203 => 0.51684356237359
1204 => 0.5196761855384
1205 => 0.52321842418067
1206 => 0.53787062508315
1207 => 0.54140322111594
1208 => 0.5328208441973
1209 => 0.53359573674025
1210 => 0.53038569218116
1211 => 0.52728482935883
1212 => 0.5342551161388
1213 => 0.54699345223052
1214 => 0.54691420770281
1215 => 0.54986925407822
1216 => 0.55171022348917
1217 => 0.54380743510539
1218 => 0.53866301046112
1219 => 0.54063571021798
1220 => 0.543790100089
1221 => 0.53961278409661
1222 => 0.51382845467056
1223 => 0.52164977310909
1224 => 0.52034792327798
1225 => 0.51849393080814
1226 => 0.52635832697854
1227 => 0.52559978678259
1228 => 0.50287856295915
1229 => 0.5043331019895
1230 => 0.50296701829517
1231 => 0.50738111418597
]
'min_raw' => 0.41847051029431
'max_raw' => 0.93742560145872
'avg_raw' => 0.67794805587652
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.41847'
'max' => '$0.937425'
'avg' => '$0.677948'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.10204620303943
'max_diff' => -0.68120774675938
'year' => 2034
]
9 => [
'items' => [
101 => 0.49476177161258
102 => 0.49864339639559
103 => 0.50107791507152
104 => 0.50251186527449
105 => 0.5076922766765
106 => 0.50708441519056
107 => 0.50765449115306
108 => 0.51533567368432
109 => 0.55418445906395
110 => 0.55629891273715
111 => 0.54588656952522
112 => 0.550046095264
113 => 0.54206071543383
114 => 0.54742135441121
115 => 0.55108896745408
116 => 0.53451572935481
117 => 0.533534369754
118 => 0.52551603142071
119 => 0.52982463225912
120 => 0.52296933852584
121 => 0.52465138781999
122 => 0.51994823135513
123 => 0.52841297660278
124 => 0.53787787707808
125 => 0.54026908471839
126 => 0.53397884689636
127 => 0.52942430016633
128 => 0.52142801646937
129 => 0.53472601446622
130 => 0.53861475432965
131 => 0.5347055885712
201 => 0.53379974944802
202 => 0.53208318594639
203 => 0.5341639265096
204 => 0.5385935754172
205 => 0.53650463479515
206 => 0.53788441687841
207 => 0.53262611040212
208 => 0.54381005125718
209 => 0.56157284089694
210 => 0.56162995117014
211 => 0.55954099928792
212 => 0.55868624518481
213 => 0.56082963658417
214 => 0.5619923384918
215 => 0.56892367324656
216 => 0.57636127159498
217 => 0.61106929780863
218 => 0.60132342293425
219 => 0.63211844858072
220 => 0.65647331563347
221 => 0.66377627535333
222 => 0.65705789604187
223 => 0.63407468333708
224 => 0.63294701727458
225 => 0.66729364031764
226 => 0.65758914613298
227 => 0.65643482742916
228 => 0.64415482667274
301 => 0.65141382802746
302 => 0.64982617794806
303 => 0.64731999462722
304 => 0.66116966354563
305 => 0.68709500739241
306 => 0.68305429942756
307 => 0.68003809837484
308 => 0.66682198336476
309 => 0.67478103652698
310 => 0.67194697014154
311 => 0.68412391787638
312 => 0.67691056379068
313 => 0.6575156250449
314 => 0.66060433296672
315 => 0.66013748097795
316 => 0.66974526182525
317 => 0.66686124449467
318 => 0.65957433030733
319 => 0.68700639738559
320 => 0.6852251115347
321 => 0.68775056761262
322 => 0.68886235148045
323 => 0.70555976730374
324 => 0.71240016430883
325 => 0.71395305418699
326 => 0.72045090228654
327 => 0.71379138180687
328 => 0.74043421188317
329 => 0.75815013923167
330 => 0.77872810050025
331 => 0.80879803274819
401 => 0.82010460543584
402 => 0.81806217428102
403 => 0.84086085372802
404 => 0.8818295739081
405 => 0.82634312396995
406 => 0.88477049048644
407 => 0.86627306082371
408 => 0.82241598784791
409 => 0.81959210938919
410 => 0.84929262839949
411 => 0.91516552099531
412 => 0.89866510852422
413 => 0.915192509759
414 => 0.89591241831403
415 => 0.89495499926841
416 => 0.91425611875149
417 => 0.95935423647295
418 => 0.93792981122115
419 => 0.9072126441381
420 => 0.92989372230017
421 => 0.91024527336149
422 => 0.86597181864807
423 => 0.89865249096978
424 => 0.87679985608021
425 => 0.88317761669095
426 => 0.9291086048947
427 => 0.9235820668757
428 => 0.93073391881592
429 => 0.91811108733799
430 => 0.90631937229977
501 => 0.88430926051668
502 => 0.87779315150311
503 => 0.87959396960942
504 => 0.87779225910709
505 => 0.86547780384782
506 => 0.86281849840705
507 => 0.85838620616559
508 => 0.85975995886608
509 => 0.8514259527393
510 => 0.86715394419406
511 => 0.87007319800264
512 => 0.88151871857777
513 => 0.88270703049294
514 => 0.91458264237789
515 => 0.89702609099956
516 => 0.90880454142386
517 => 0.90775096595484
518 => 0.82336650360557
519 => 0.83499393798689
520 => 0.8530825769943
521 => 0.84493366964003
522 => 0.83341302119175
523 => 0.82410947987168
524 => 0.81001366343582
525 => 0.82985325438311
526 => 0.85594020677351
527 => 0.88336863865559
528 => 0.91632210237985
529 => 0.9089672728972
530 => 0.88275259657321
531 => 0.88392856780328
601 => 0.89119795921989
602 => 0.88178343684152
603 => 0.87900691039883
604 => 0.89081650712313
605 => 0.89089783332533
606 => 0.88006528754598
607 => 0.86802689524718
608 => 0.86797645394388
609 => 0.86583433831139
610 => 0.89629349592631
611 => 0.91304295284634
612 => 0.91496325108912
613 => 0.91291370147446
614 => 0.91370249177743
615 => 0.90395635184476
616 => 0.92623313760281
617 => 0.94667651916018
618 => 0.94119725619366
619 => 0.93298306208372
620 => 0.92644006082597
621 => 0.9396559330369
622 => 0.93906745105106
623 => 0.94649796405669
624 => 0.94616087306603
625 => 0.94366227101797
626 => 0.94119734542661
627 => 0.9509704967738
628 => 0.94815598613782
629 => 0.94533710378943
630 => 0.93968340369044
701 => 0.9404518354319
702 => 0.93223905961839
703 => 0.92843945373601
704 => 0.87130249779424
705 => 0.85603363616271
706 => 0.86083753085833
707 => 0.8624190977252
708 => 0.85577406957557
709 => 0.86530133297446
710 => 0.86381651906561
711 => 0.86959306139785
712 => 0.86598412853698
713 => 0.86613224040044
714 => 0.87674534243865
715 => 0.8798263711117
716 => 0.87825933506164
717 => 0.87935683339625
718 => 0.90464821929234
719 => 0.90105259299091
720 => 0.89914248818177
721 => 0.89967160026779
722 => 0.90613409161767
723 => 0.90794323635669
724 => 0.90027776297112
725 => 0.90389284453333
726 => 0.91928540300306
727 => 0.92467192732411
728 => 0.94186312727854
729 => 0.93455999998869
730 => 0.94796520620116
731 => 0.98916823992675
801 => 1.0220840742998
802 => 0.99181331270596
803 => 1.0522590507259
804 => 1.0993247282005
805 => 1.097518269107
806 => 1.0893112795906
807 => 1.0357282570915
808 => 0.98642036090998
809 => 1.0276685097897
810 => 1.0277736598039
811 => 1.024230407234
812 => 1.0022235698316
813 => 1.023464616995
814 => 1.0251506541827
815 => 1.024206921711
816 => 1.0073343310724
817 => 0.9815730037432
818 => 0.98660670543942
819 => 0.99485201150257
820 => 0.979241926974
821 => 0.97425355911874
822 => 0.98352788403747
823 => 1.013411691308
824 => 1.0077623306486
825 => 1.0076148030109
826 => 1.0317851636135
827 => 1.0144844017123
828 => 0.98667019653796
829 => 0.97964674290713
830 => 0.95471821408299
831 => 0.9719364377342
901 => 0.97255609095039
902 => 0.96312584582261
903 => 0.98743540895703
904 => 0.98721139205313
905 => 1.0102897042483
906 => 1.0544067693472
907 => 1.0413591823285
908 => 1.0261862581992
909 => 1.0278359757516
910 => 1.0459293054517
911 => 1.0349896652845
912 => 1.0389236361625
913 => 1.0459233509156
914 => 1.0501464526193
915 => 1.0272283364063
916 => 1.0218850272169
917 => 1.0109544918619
918 => 1.008102919216
919 => 1.0170056121894
920 => 1.0146600671277
921 => 0.97250401149699
922 => 0.9680984691295
923 => 0.96823358082424
924 => 0.95715563506907
925 => 0.9402591087808
926 => 0.9846621710272
927 => 0.98109598370835
928 => 0.97715918890933
929 => 0.97764142380917
930 => 0.99691528817092
1001 => 0.98573547348762
1002 => 1.0154588431588
1003 => 1.0093486119206
1004 => 1.0030816763073
1005 => 1.00221539491
1006 => 0.99980315936868
1007 => 0.99153070614419
1008 => 0.98154122177824
1009 => 0.97494529892553
1010 => 0.89933550284529
1011 => 0.91336824119583
1012 => 0.92951162754378
1013 => 0.93508425982053
1014 => 0.92555188669673
1015 => 0.99190710233561
1016 => 1.0040308396476
1017 => 0.96730724851777
1018 => 0.96043776403172
1019 => 0.99235746459488
1020 => 0.9731059831306
1021 => 0.98177492405518
1022 => 0.9630374154334
1023 => 1.0011105863536
1024 => 1.0008205325812
1025 => 0.98600920917168
1026 => 0.99852763829385
1027 => 0.99635225317046
1028 => 0.97963030551978
1029 => 1.0016407019205
1030 => 1.0016516188026
1031 => 0.98739604204682
1101 => 0.97074864934315
1102 => 0.9677724887216
1103 => 0.96553035148418
1104 => 0.98122349574028
1105 => 0.99529391980912
1106 => 1.0214754906473
1107 => 1.0280581596148
1108 => 1.053750754828
1109 => 1.0384520653283
1110 => 1.0452337762323
1111 => 1.0525962827502
1112 => 1.0561261391221
1113 => 1.0503744275866
1114 => 1.0902856034468
1115 => 1.0936553295362
1116 => 1.094785169546
1117 => 1.0813273456037
1118 => 1.0932810431074
1119 => 1.0876883039102
1120 => 1.1022390575935
1121 => 1.1045208015644
1122 => 1.1025882455965
1123 => 1.1033125071477
1124 => 1.0692553593649
1125 => 1.0674893165866
1126 => 1.0434091979917
1127 => 1.0532220243104
1128 => 1.0348774158487
1129 => 1.0406946801623
1130 => 1.0432588748428
1201 => 1.0419194850585
1202 => 1.0537768267874
1203 => 1.0436956640229
1204 => 1.0170898179909
1205 => 0.99047672321385
1206 => 0.99014261748748
1207 => 0.98313585939283
1208 => 0.97807125664216
1209 => 0.97904687880838
1210 => 0.98248509857452
1211 => 0.97787142105901
1212 => 0.97885598307633
1213 => 0.99520627266626
1214 => 0.99848520663858
1215 => 0.98734210783841
1216 => 0.9426009582142
1217 => 0.93162136787175
1218 => 0.93951327967516
1219 => 0.93574145413734
1220 => 0.75521638511496
1221 => 0.79762807231557
1222 => 0.77242848794578
1223 => 0.78404161580051
1224 => 0.75831936555969
1225 => 0.77059537159325
1226 => 0.76832844152681
1227 => 0.83652517949233
1228 => 0.83546038123055
1229 => 0.83597004381059
1230 => 0.81164252094618
1231 => 0.85039692543342
]
'min_raw' => 0.49476177161258
'max_raw' => 1.1045208015644
'avg_raw' => 0.79964128658849
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.494761'
'max' => '$1.10'
'avg' => '$0.799641'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.07629126131827
'max_diff' => 0.16709520010568
'year' => 2035
]
10 => [
'items' => [
101 => 0.86948873864714
102 => 0.86595535213344
103 => 0.86684462939511
104 => 0.851563899723
105 => 0.83611799467584
106 => 0.81898610887079
107 => 0.85081503513149
108 => 0.84727620186919
109 => 0.85539301214088
110 => 0.87603634599958
111 => 0.87907615532667
112 => 0.88316168988899
113 => 0.88169731657655
114 => 0.9165846298831
115 => 0.91235954604777
116 => 0.92254078245133
117 => 0.90159720671695
118 => 0.87789756279103
119 => 0.88240209030161
120 => 0.88196826807922
121 => 0.87644521327021
122 => 0.87145924634109
123 => 0.86315901619159
124 => 0.88942217258754
125 => 0.88835593640002
126 => 0.90561706091199
127 => 0.90256598948888
128 => 0.88219018780154
129 => 0.88291791354498
130 => 0.88781221890267
131 => 0.90475146562784
201 => 0.90978018736773
202 => 0.9074506830979
203 => 0.91296444691582
204 => 0.91732230102325
205 => 0.91351172629701
206 => 0.96746142862959
207 => 0.94505775086098
208 => 0.95597714752161
209 => 0.95858135928435
210 => 0.95191072561477
211 => 0.95335734720022
212 => 0.95554858472139
213 => 0.96885334986163
214 => 1.0037689033545
215 => 1.0192327643182
216 => 1.0657565530011
217 => 1.0179487059325
218 => 1.015111986136
219 => 1.0234923253616
220 => 1.0508067143617
221 => 1.0729424611361
222 => 1.0802861653831
223 => 1.0812567571306
224 => 1.0950340344981
225 => 1.1029309129542
226 => 1.0933611106474
227 => 1.0852517051924
228 => 1.0562048214292
229 => 1.0595670773168
301 => 1.0827296861939
302 => 1.1154482355036
303 => 1.1435241545961
304 => 1.1336929462745
305 => 1.2086981260173
306 => 1.2161345832201
307 => 1.2151071052841
308 => 1.2320484614853
309 => 1.1984233194731
310 => 1.1840479198064
311 => 1.0870050506974
312 => 1.1142701385899
313 => 1.153901545064
314 => 1.148656179807
315 => 1.1198747930749
316 => 1.1435023213334
317 => 1.13569032159
318 => 1.1295286732723
319 => 1.1577563787103
320 => 1.126718857051
321 => 1.153591922043
322 => 1.1191269382245
323 => 1.133737854406
324 => 1.1254439917309
325 => 1.1308111373392
326 => 1.0994349137814
327 => 1.1163647623985
328 => 1.0987305764188
329 => 1.0987222155186
330 => 1.0983329398857
331 => 1.1190794814888
401 => 1.1197560254657
402 => 1.1044242998747
403 => 1.1022147586905
404 => 1.110384590516
405 => 1.1008198571307
406 => 1.1052951356819
407 => 1.1009554087589
408 => 1.0999784448199
409 => 1.0921938299373
410 => 1.0888400038034
411 => 1.0901551254479
412 => 1.0856659372834
413 => 1.0829610390332
414 => 1.0977948675425
415 => 1.0898697513649
416 => 1.0965802298261
417 => 1.0889327926897
418 => 1.0624234437451
419 => 1.0471776368358
420 => 0.99710393409749
421 => 1.0113047740778
422 => 1.0207199456767
423 => 1.0176082315194
424 => 1.0242933976027
425 => 1.0247038125055
426 => 1.0225303968647
427 => 1.0200138599843
428 => 1.0187889490042
429 => 1.0279184318994
430 => 1.0332184040043
501 => 1.0216648841053
502 => 1.0189580560439
503 => 1.0306393025491
504 => 1.0377648561692
505 => 1.0903759405973
506 => 1.0864783415313
507 => 1.0962605503217
508 => 1.0951592237321
509 => 1.1054125369726
510 => 1.1221723707473
511 => 1.0880949425601
512 => 1.0940096057846
513 => 1.0925594669515
514 => 1.1083917024847
515 => 1.1084411289959
516 => 1.0989489129149
517 => 1.104094797246
518 => 1.1012225057824
519 => 1.1064131246707
520 => 1.0864262867195
521 => 1.1107680978982
522 => 1.1245683362849
523 => 1.1247599526083
524 => 1.1313011560781
525 => 1.1379473976445
526 => 1.1507042795653
527 => 1.1375916151315
528 => 1.1140032083072
529 => 1.1157062150898
530 => 1.1018763407994
531 => 1.1021088234848
601 => 1.1008678126901
602 => 1.1045921795037
603 => 1.0872435757958
604 => 1.0913152584101
605 => 1.0856148789063
606 => 1.0939972142728
607 => 1.0849792070681
608 => 1.0925587676507
609 => 1.0958298547317
610 => 1.1079002364821
611 => 1.0831964018694
612 => 1.0328236107915
613 => 1.0434125821871
614 => 1.0277506617472
615 => 1.0292002321131
616 => 1.0321285949495
617 => 1.0226368128959
618 => 1.0244475457913
619 => 1.0243828536704
620 => 1.0238253719215
621 => 1.0213561928194
622 => 1.0177753946091
623 => 1.0320401925674
624 => 1.0344640597083
625 => 1.039852016109
626 => 1.0558829196718
627 => 1.0542810543712
628 => 1.0568937631373
629 => 1.0511902345706
630 => 1.0294648024452
701 => 1.0306445979338
702 => 1.0159325292858
703 => 1.0394757954365
704 => 1.0339004392561
705 => 1.0303059708567
706 => 1.0293251868514
707 => 1.0453958279234
708 => 1.0502044156086
709 => 1.0472080264555
710 => 1.0410623448839
711 => 1.0528638703091
712 => 1.0560214606465
713 => 1.0567283286755
714 => 1.0776383690109
715 => 1.0578969676487
716 => 1.0626489191692
717 => 1.099722288428
718 => 1.0661018582856
719 => 1.0839113499571
720 => 1.0830396680159
721 => 1.0921504013147
722 => 1.082292321963
723 => 1.0824145246714
724 => 1.0905042386262
725 => 1.0791436943642
726 => 1.0763306638413
727 => 1.0724444823211
728 => 1.0809298174973
729 => 1.0860163921767
730 => 1.1270104484151
731 => 1.1534944783012
801 => 1.1523447367172
802 => 1.1628512225691
803 => 1.1581179544644
804 => 1.1428329831815
805 => 1.1689225653578
806 => 1.1606667299227
807 => 1.1613473309651
808 => 1.1613219989604
809 => 1.166811407787
810 => 1.1629216585364
811 => 1.1552545634889
812 => 1.1603443389898
813 => 1.1754591525994
814 => 1.2223759978227
815 => 1.2486312859752
816 => 1.2207953965088
817 => 1.2399962203253
818 => 1.2284825679885
819 => 1.2263901948574
820 => 1.2384497311439
821 => 1.2505303760522
822 => 1.2497608911976
823 => 1.2409909633422
824 => 1.2360370536253
825 => 1.273549717683
826 => 1.3011884095492
827 => 1.2993036360561
828 => 1.3076224132936
829 => 1.332046600553
830 => 1.3342796421421
831 => 1.3339983302278
901 => 1.3284635036553
902 => 1.3525122878937
903 => 1.3725742068035
904 => 1.3271823512203
905 => 1.3444669756034
906 => 1.3522266003648
907 => 1.3636200316914
908 => 1.3828426601002
909 => 1.4037235331025
910 => 1.4066763174922
911 => 1.404581175664
912 => 1.3908096786109
913 => 1.4136577790107
914 => 1.427041660371
915 => 1.4350114554364
916 => 1.4552215296748
917 => 1.3522745211656
918 => 1.2794035117445
919 => 1.2680236513533
920 => 1.2911650449497
921 => 1.297267245892
922 => 1.2948074563437
923 => 1.2127845100979
924 => 1.2675918175163
925 => 1.3265598719692
926 => 1.3288250750957
927 => 1.3583457161187
928 => 1.3679588469278
929 => 1.3917268323101
930 => 1.3902401383532
1001 => 1.3960272645625
1002 => 1.394696904466
1003 => 1.4387220924471
1004 => 1.4872884125939
1005 => 1.4856067153586
1006 => 1.4786247322269
1007 => 1.4889941677826
1008 => 1.5391198148572
1009 => 1.5345050485217
1010 => 1.5389879009318
1011 => 1.5980888637905
1012 => 1.6749285225207
1013 => 1.6392287864649
1014 => 1.7166869413837
1015 => 1.7654427440247
1016 => 1.8497608632482
1017 => 1.8392038194459
1018 => 1.8720282445047
1019 => 1.8203045077183
1020 => 1.7015363529649
1021 => 1.6827408378489
1022 => 1.7203699350893
1023 => 1.8128773988612
1024 => 1.717456545849
1025 => 1.736760060137
1026 => 1.7312006467235
1027 => 1.7309044092086
1028 => 1.7422105902644
1029 => 1.7258103849523
1030 => 1.6589929981703
1031 => 1.6896150127751
1101 => 1.6777903823463
1102 => 1.6909106913917
1103 => 1.7617155880828
1104 => 1.7304110554777
1105 => 1.697434273352
1106 => 1.7387944762714
1107 => 1.7914602274955
1108 => 1.7881644994333
1109 => 1.7817694094853
1110 => 1.8178181966863
1111 => 1.8773602318388
1112 => 1.8934542046812
1113 => 1.9053344464067
1114 => 1.9069725310223
1115 => 1.9238458206271
1116 => 1.8331138898058
1117 => 1.9771077941805
1118 => 2.0019715637147
1119 => 1.9972982055399
1120 => 2.0249332389498
1121 => 2.0168023110875
1122 => 2.0050218723185
1123 => 2.0488292784133
1124 => 1.9986076224009
1125 => 1.9273243044221
1126 => 1.8882168663547
1127 => 1.9397166955089
1128 => 1.971165844077
1129 => 1.9919517307389
1130 => 1.9982415274837
1201 => 1.8401571513147
1202 => 1.7549584403211
1203 => 1.8095698372628
1204 => 1.876199510609
1205 => 1.8327437586061
1206 => 1.834447141812
1207 => 1.7724906594266
1208 => 1.8816812845349
1209 => 1.8657731288944
1210 => 1.9483046684987
1211 => 1.9286078542151
1212 => 1.9959091209065
1213 => 1.9781864418756
1214 => 2.0517522916713
1215 => 2.0810997008706
1216 => 2.1303785684759
1217 => 2.1666283040873
1218 => 2.1879148421854
1219 => 2.1866368782818
1220 => 2.2709847471373
1221 => 2.2212477557632
1222 => 2.1587663724887
1223 => 2.1576362813915
1224 => 2.1899962751574
1225 => 2.2578139445601
1226 => 2.2753980795293
1227 => 2.2852252121052
1228 => 2.2701746164802
1229 => 2.216188677026
1230 => 2.1928778220846
1231 => 2.2127393458752
]
'min_raw' => 0.81898610887079
'max_raw' => 2.2852252121052
'avg_raw' => 1.552105660488
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.818986'
'max' => '$2.28'
'avg' => '$1.55'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.32422433725821
'max_diff' => 1.1807044105408
'year' => 2036
]
11 => [
'items' => [
101 => 2.1884504089995
102 => 2.2303799283189
103 => 2.2879581140065
104 => 2.2760684463509
105 => 2.3158138227252
106 => 2.356946105937
107 => 2.4157671182964
108 => 2.431145109063
109 => 2.4565643430274
110 => 2.4827290845602
111 => 2.491132494381
112 => 2.5071772111538
113 => 2.5070926475765
114 => 2.5554444815054
115 => 2.6087780516605
116 => 2.6289102397191
117 => 2.6752030960645
118 => 2.5959282018682
119 => 2.6560591197604
120 => 2.7102987128737
121 => 2.6456320339281
122 => 2.7347599854509
123 => 2.7382206218402
124 => 2.7904721226626
125 => 2.7375052164028
126 => 2.706053636542
127 => 2.7968531691246
128 => 2.8407882027829
129 => 2.8275546130899
130 => 2.726846342103
131 => 2.6682298088077
201 => 2.5148190348891
202 => 2.696540723448
203 => 2.7850520570506
204 => 2.7266171191318
205 => 2.7560883028607
206 => 2.9168735252224
207 => 2.9780901278255
208 => 2.9653575024204
209 => 2.967509106517
210 => 3.0005404741217
211 => 3.1470197487874
212 => 3.0592459720447
213 => 3.1263457355439
214 => 3.1619352081576
215 => 3.1949926937441
216 => 3.1138139570693
217 => 3.0082016134078
218 => 2.9747497508656
219 => 2.7208069161825
220 => 2.7075880888194
221 => 2.700167960449
222 => 2.6533851006718
223 => 2.6166265877908
224 => 2.5873948535916
225 => 2.5106820537184
226 => 2.5365703717478
227 => 2.4143061799555
228 => 2.4925264770873
301 => 2.2973898748146
302 => 2.4599054357027
303 => 2.3714556045872
304 => 2.4308472873307
305 => 2.4306400753446
306 => 2.3212811572636
307 => 2.2582052155769
308 => 2.2983996605721
309 => 2.3414912962459
310 => 2.3484827691563
311 => 2.4043521996142
312 => 2.4199441567456
313 => 2.3726997987185
314 => 2.293346102465
315 => 2.3117781562396
316 => 2.2578316905955
317 => 2.1632925845749
318 => 2.2311922210133
319 => 2.2543761422297
320 => 2.2646154825976
321 => 2.1716471297161
322 => 2.1424344547996
323 => 2.1268818717922
324 => 2.2813450555546
325 => 2.289806897442
326 => 2.2465149179621
327 => 2.4421987703254
328 => 2.3979094878106
329 => 2.4473914675173
330 => 2.3101056405552
331 => 2.3153501440251
401 => 2.2503568334382
402 => 2.2867487445123
403 => 2.2610281147312
404 => 2.2838086377293
405 => 2.2974631892868
406 => 2.362445835111
407 => 2.460647433135
408 => 2.3527395948051
409 => 2.3057226043761
410 => 2.3348916808047
411 => 2.4125727751899
412 => 2.5302636096056
413 => 2.4605882668827
414 => 2.4915090008191
415 => 2.4982638056165
416 => 2.446887787414
417 => 2.5321579166787
418 => 2.577854871685
419 => 2.6247304918689
420 => 2.6654312794496
421 => 2.6060073383505
422 => 2.6695994734139
423 => 2.6183554380757
424 => 2.5723842408664
425 => 2.5724539601965
426 => 2.5436155566551
427 => 2.4877375159209
428 => 2.4774327478866
429 => 2.5310394525499
430 => 2.5740269531161
501 => 2.577567609559
502 => 2.60136769865
503 => 2.6154523462136
504 => 2.753501039487
505 => 2.8090253659202
506 => 2.8769194612611
507 => 2.9033680376979
508 => 2.9829687704333
509 => 2.9186847138941
510 => 2.9047764538961
511 => 2.7116911134814
512 => 2.7433088271574
513 => 2.7939318374084
514 => 2.7125258682748
515 => 2.7641592186189
516 => 2.7743527357207
517 => 2.709759724594
518 => 2.744261642736
519 => 2.6526347772566
520 => 2.4626446484151
521 => 2.5323694300037
522 => 2.5837103383606
523 => 2.5104405318469
524 => 2.6417738240896
525 => 2.5650516260309
526 => 2.5407343725612
527 => 2.4458640970494
528 => 2.4906392151992
529 => 2.5511982036148
530 => 2.513779789512
531 => 2.5914286171784
601 => 2.7014000653398
602 => 2.7797722682126
603 => 2.7857887127977
604 => 2.7354006368803
605 => 2.8161478501103
606 => 2.816736005405
607 => 2.7256528190194
608 => 2.6698648745115
609 => 2.6571897361405
610 => 2.6888547168986
611 => 2.7273018492168
612 => 2.7879222610629
613 => 2.8245539063354
614 => 2.9200698092826
615 => 2.9459136739645
616 => 2.9743082458798
617 => 3.0122521505203
618 => 3.0578135366587
619 => 2.9581278175991
620 => 2.9620885170547
621 => 2.8692625557091
622 => 2.7700647034219
623 => 2.8453435081211
624 => 2.9437605313455
625 => 2.9211835574766
626 => 2.9186431867107
627 => 2.9229153856989
628 => 2.9058930846969
629 => 2.8289018481405
630 => 2.7902373311325
701 => 2.8401244224431
702 => 2.8666371912557
703 => 2.9077561835276
704 => 2.9026873998134
705 => 3.0086055080485
706 => 3.0497620821113
707 => 3.0392324692769
708 => 3.0411701714477
709 => 3.1156821828942
710 => 3.1985548641866
711 => 3.2761760662304
712 => 3.3551356868576
713 => 3.2599467823451
714 => 3.2116157270691
715 => 3.2614810392362
716 => 3.2350218026953
717 => 3.387064424179
718 => 3.3975915254084
719 => 3.54962315248
720 => 3.6939192701604
721 => 3.6032894639788
722 => 3.6887492891519
723 => 3.7811810577184
724 => 3.9594969357972
725 => 3.8994464212885
726 => 3.8534486682863
727 => 3.8099810139589
728 => 3.9004303023185
729 => 4.0167918668306
730 => 4.0418550333293
731 => 4.0824669379237
801 => 4.0397684860301
802 => 4.0911940682557
803 => 4.2727489710579
804 => 4.2236912336913
805 => 4.1540213602059
806 => 4.2973415192501
807 => 4.3492085276651
808 => 4.7132383556852
809 => 5.1728410508827
810 => 4.9825625171569
811 => 4.8644504910234
812 => 4.8922096188195
813 => 5.0600409645726
814 => 5.1139430661278
815 => 4.967418572932
816 => 5.0191735010183
817 => 5.3043482432062
818 => 5.4573353428888
819 => 5.2495583126111
820 => 4.6763097266312
821 => 4.1477483503732
822 => 4.2879466287858
823 => 4.2720524948729
824 => 4.5784371790801
825 => 4.2225212228796
826 => 4.2285139347847
827 => 4.5412343297943
828 => 4.4578058897906
829 => 4.3226625016918
830 => 4.1487350466649
831 => 3.8272140597053
901 => 3.5424339552792
902 => 4.100953321
903 => 4.0768689503486
904 => 4.0419912125415
905 => 4.1196078438657
906 => 4.4964921737108
907 => 4.4878037700523
908 => 4.4325325788397
909 => 4.4744552902366
910 => 4.3153132476906
911 => 4.3563277756516
912 => 4.1476646235507
913 => 4.2419890828433
914 => 4.3223725446769
915 => 4.3385107147375
916 => 4.3748708359194
917 => 4.0641775814175
918 => 4.2036697312142
919 => 4.2856083005728
920 => 3.9154068632598
921 => 4.2782906084455
922 => 4.0587691030868
923 => 3.9842602070657
924 => 4.0845766197575
925 => 4.0454832161706
926 => 4.0118730034082
927 => 3.9931179271901
928 => 4.0667792291525
929 => 4.0633428413716
930 => 3.9428186543185
1001 => 3.785599765502
1002 => 3.8383675851229
1003 => 3.8191965415537
1004 => 3.749718206545
1005 => 3.7965382154947
1006 => 3.5903665911445
1007 => 3.2356590273184
1008 => 3.4699897089684
1009 => 3.4609682326276
1010 => 3.4564191951652
1011 => 3.6325122260009
1012 => 3.6155849442435
1013 => 3.5848617621013
1014 => 3.7491539512116
1015 => 3.6891850921446
1016 => 3.8739949853489
1017 => 3.9957227337677
1018 => 3.9648486392885
1019 => 4.0793341750377
1020 => 3.839583249111
1021 => 3.9192188895662
1022 => 3.9356316846938
1023 => 3.7471266111004
1024 => 3.6183544568822
1025 => 3.6097668223059
1026 => 3.3864936527875
1027 => 3.5057643777462
1028 => 3.6107176799518
1029 => 3.5604531929006
1030 => 3.544540957909
1031 => 3.6258331155383
1101 => 3.6321502124064
1102 => 3.488119734359
1103 => 3.5180682315971
1104 => 3.6429584436034
1105 => 3.5149213186899
1106 => 3.2661660997285
1107 => 3.2044713661161
1108 => 3.1962401513927
1109 => 3.0289191407649
1110 => 3.208594103221
1111 => 3.1301611671193
1112 => 3.3779298724937
1113 => 3.236405716794
1114 => 3.2303048933026
1115 => 3.221082603799
1116 => 3.0770624980077
1117 => 3.1085937482208
1118 => 3.2134084262741
1119 => 3.2508074842254
1120 => 3.2469064560796
1121 => 3.2128947771702
1122 => 3.2284651496069
1123 => 3.1783075549108
1124 => 3.1605958642835
1125 => 3.1046928966795
1126 => 3.0225309778906
1127 => 3.0339560966266
1128 => 2.8711718366702
1129 => 2.7824783322315
1130 => 2.7579291391644
1201 => 2.7251009322138
1202 => 2.761637172492
1203 => 2.8707106893146
1204 => 2.7391448867891
1205 => 2.5135845466273
1206 => 2.5271411074071
1207 => 2.5575986745004
1208 => 2.500841199719
1209 => 2.4471250131322
1210 => 2.4938268792375
1211 => 2.3982539896015
1212 => 2.569148201608
1213 => 2.5645259920987
1214 => 2.6282247863076
1215 => 2.6680569495573
1216 => 2.5762567090828
1217 => 2.5531691968577
1218 => 2.5663208930901
1219 => 2.348952650135
1220 => 2.6104611634463
1221 => 2.6127226999288
1222 => 2.593358051547
1223 => 2.7326032617158
1224 => 3.026454086842
1225 => 2.9158955863074
1226 => 2.8730839932521
1227 => 2.7916991235588
1228 => 2.9001396302697
1229 => 2.8918130912897
1230 => 2.8541573242762
1231 => 2.8313829988932
]
'min_raw' => 2.1268818717922
'max_raw' => 5.4573353428888
'avg_raw' => 3.7921086073405
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$2.12'
'max' => '$5.45'
'avg' => '$3.79'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.3078957629214
'max_diff' => 3.1721101307836
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.066760391622078
]
1 => [
'year' => 2028
'avg' => 0.11458021270365
]
2 => [
'year' => 2029
'avg' => 0.31301249003228
]
3 => [
'year' => 2030
'avg' => 0.24148866990772
]
4 => [
'year' => 2031
'avg' => 0.23717180121077
]
5 => [
'year' => 2032
'avg' => 0.4158368082353
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.066760391622078
'min' => '$0.06676'
'max_raw' => 0.4158368082353
'max' => '$0.415836'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.4158368082353
]
1 => [
'year' => 2033
'avg' => 1.0695750307759
]
2 => [
'year' => 2034
'avg' => 0.67794805587652
]
3 => [
'year' => 2035
'avg' => 0.79964128658849
]
4 => [
'year' => 2036
'avg' => 1.552105660488
]
5 => [
'year' => 2037
'avg' => 3.7921086073405
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.4158368082353
'min' => '$0.415836'
'max_raw' => 3.7921086073405
'max' => '$3.79'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 3.7921086073405
]
]
]
]
'prediction_2025_max_price' => '$0.114148'
'last_price' => 0.110681
'sma_50day_nextmonth' => '$0.099218'
'sma_200day_nextmonth' => '$0.146751'
'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' => '$0.106091'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.102046'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.097046'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.095329'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.100989'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.128305'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.1453019'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.106673'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.103592'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.099728'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.098239'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.105861'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.121811'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.13094'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.154756'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.122953'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.119625'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.118128'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.104375'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.103919'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.112217'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.126312'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.127695'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.122649'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.117941'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '69.30'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.99
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.098465'
'vwma_10_action' => 'BUY'
'hma_9' => '0.108126'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 278.98
'cci_20_action' => 'SELL'
'adx_14' => 25.82
'adx_14_action' => 'SELL'
'ao_5_34' => '0.003868'
'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' => 82.43
'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' => 1767713554
'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 $0.03824 na extremidade inferior e $0.114148 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 $0.06676 na extremidade inferior e $0.415836 na extremidade superior. Considerando a volatilidade de preços no mercado, se Crypto.com Coin atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.036812 | $0.06676 | $0.0967078 |
| 2028 | $0.066436 | $0.11458 | $0.162723 |
| 2029 | $0.145941 | $0.313012 | $0.480082 |
| 2030 | $0.124117 | $0.241488 | $0.358859 |
| 2031 | $0.146745 | $0.237171 | $0.327598 |
| 2032 | $0.223995 | $0.415836 | $0.607678 |
Previsão de preço de Crypto.com Coin 2032-2037
A previsão de preço de Crypto.com Coin para 2032-2037 é atualmente estimada entre $0.415836 na extremidade inferior e $3.79 na extremidade superior. Comparado ao preço atual, Crypto.com Coin poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Crypto.com Coin | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.223995 | $0.415836 | $0.607678 |
| 2033 | $0.520516 | $1.06 | $1.61 |
| 2034 | $0.41847 | $0.677948 | $0.937425 |
| 2035 | $0.494761 | $0.799641 | $1.10 |
| 2036 | $0.818986 | $1.55 | $2.28 |
| 2037 | $2.12 | $3.79 | $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 $0.146751 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Crypto.com Coin é esperado para alcançar $0.099218 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 69.30, 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 | $0.106091 | BUY |
| SMA 5 | $0.102046 | BUY |
| SMA 10 | $0.097046 | BUY |
| SMA 21 | $0.095329 | BUY |
| SMA 50 | $0.100989 | BUY |
| SMA 100 | $0.128305 | SELL |
| SMA 200 | $0.1453019 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.106673 | BUY |
| EMA 5 | $0.103592 | BUY |
| EMA 10 | $0.099728 | BUY |
| EMA 21 | $0.098239 | BUY |
| EMA 50 | $0.105861 | BUY |
| EMA 100 | $0.121811 | SELL |
| EMA 200 | $0.13094 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.154756 | SELL |
| SMA 50 | $0.122953 | SELL |
| SMA 100 | $0.119625 | SELL |
| SMA 200 | $0.118128 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.126312 | SELL |
| EMA 50 | $0.127695 | SELL |
| EMA 100 | $0.122649 | SELL |
| EMA 200 | $0.117941 | SELL |
Osciladores de Crypto.com Coin
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 69.30 | NEUTRAL |
| Stoch RSI (14) | 124.99 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 278.98 | SELL |
| Índice Direcional Médio (14) | 25.82 | SELL |
| Oscilador Impressionante (5, 34) | 0.003868 | BUY |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 82.43 | SELL |
| VWMA (10) | 0.098465 | BUY |
| Média Móvel de Hull (9) | 0.108126 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.019431 | NEUTRAL |
Previsão do preço de Crypto.com Coin com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Crypto.com Coin
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 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 | $0.155525 | $0.218539 | $0.307083 | $0.431504 | $0.606335 | $0.8520022 |
| Amazon.com stock | $0.230942 | $0.481875 | $1.00 | $2.09 | $4.37 | $9.13 |
| Apple stock | $0.156992 | $0.222681 | $0.315857 | $0.448019 | $0.635481 | $0.901382 |
| Netflix stock | $0.174637 | $0.27555 | $0.434775 | $0.6860069 | $1.08 | $1.70 |
| Google stock | $0.143331 | $0.185613 | $0.240368 | $0.311276 | $0.4031015 | $0.522014 |
| Tesla stock | $0.2509054 | $0.568783 | $1.28 | $2.92 | $6.62 | $15.02 |
| Kodak stock | $0.082998 | $0.06224 | $0.046673 | $0.0350003 | $0.026246 | $0.019682 |
| Nokia stock | $0.073321 | $0.048572 | $0.032177 | $0.021316 | $0.014121 | $0.009354 |
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 $0.1106 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 | $0.113557 | $0.1165096 | $0.119538 | $0.122645 |
| Se Crypto.com Coin tiver 2% da média anterior do crescimento anual do Bitcoin | $0.116434 | $0.122487 | $0.128855 | $0.135554 |
| Se Crypto.com Coin tiver 5% da média anterior do crescimento anual do Bitcoin | $0.125065 | $0.14132 | $0.159686 | $0.18044 |
| Se Crypto.com Coin tiver 10% da média anterior do crescimento anual do Bitcoin | $0.13945 | $0.175698 | $0.221367 | $0.2789084 |
| Se Crypto.com Coin tiver 20% da média anterior do crescimento anual do Bitcoin | $0.16822 | $0.255671 | $0.388586 | $0.590598 |
| Se Crypto.com Coin tiver 50% da média anterior do crescimento anual do Bitcoin | $0.254528 | $0.585329 | $1.34 | $3.09 |
| Se Crypto.com Coin tiver 100% da média anterior do crescimento anual do Bitcoin | $0.398376 | $1.43 | $5.16 | $18.57 |
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 4.5612% nas últimas 24 horas, e Crypto.com Coin registrou um crescimento de 38.87% 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 $0.114148 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 $0.358859. 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 $0.111628 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 $0.097822 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 $0.03824 e $0.114148. 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 $0.358859 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 $0.358859, enquanto seu pico mais baixo está previsto para cerca de $0.124117.
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 $0.114148 se o melhor cenário ocorrer. O preço ficará entre $0.114148 e $0.03824 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 $0.0967078 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0967078 e $0.036812 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 $0.162723 no melhor cenário. O preço é esperado para variar entre $0.162723 e $0.066436 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 $0.480082 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.480082 e $0.145941.
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 $0.358859 no melhor cenário. O preço está previsto para variar entre $0.358859 e $0.124117 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 $0.327598 sob condições ideais. O preço provavelmente oscilará entre $0.327598 e $0.146745 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 $0.607678 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.607678 e $0.223995 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 $0.520516.
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 $0.937425 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.937425 e $0.41847.
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 $0.494761.
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 $0.818986.
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