Predicción del precio de CoW Protocol - Pronóstico de COW
$0.2411
0.915%
Add to portfolio
Add to favorites
Sentiment
Alcista 73.53%
Bajista 26.47%
SMA 50
$0.199617
SMA 200
$0.284799
RSI (14)
69.61
Momentum (10)
0.02
MACD (12, 26)
0
Hull Moving Average (9)
0.242064
Predicción de precio de CoW Protocol hasta $0.248685 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.083311 | $0.248685 |
| 2027 | $0.0802014 | $0.210689 |
| 2028 | $0.14474 | $0.354513 |
| 2029 | $0.317952 | $1.04 |
| 2030 | $0.2704048 | $0.781819 |
| 2031 | $0.3197022 | $0.713712 |
| 2032 | $0.4880013 | $1.32 |
| 2033 | $1.13 | $3.52 |
| 2034 | $0.911688 | $2.04 |
| 2035 | $1.07 | $2.40 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en CoW Protocol hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.43, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.43
(39.54% ROI)
Predicción del precio a largo plazo de CoW Protocol para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'CoW Protocol'
'name_with_ticker' => 'CoW Protocol <small>COW</small>'
'name_lang' => 'CoW Protocol'
'name_lang_with_ticker' => 'CoW Protocol <small>COW</small>'
'name_with_lang' => 'CoW Protocol'
'name_with_lang_with_ticker' => 'CoW Protocol <small>COW</small>'
'image' => '/uploads/coins/cow-protocol.png?1719527661'
'price_for_sd' => 0.2411
'ticker' => 'COW'
'marketcap' => '$132.97M'
'low24h' => '$0.2367'
'high24h' => '$0.2459'
'volume24h' => '$5.43M'
'current_supply' => '551.24M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2411'
'change_24h_pct' => '0.915%'
'ath_price' => '$2.22'
'ath_days' => 1380
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28 mar. 2022'
'ath_pct' => '-89.04%'
'fdv' => '$241.22M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$11.88'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.243195'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.213117'
'next_month_prediction_price_date' => '5 de febrero 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' => '$0.083311'
'current_year_max_price_prediction' => '$0.248685'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.2704048'
'grand_prediction_max_price' => '$0.781819'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.24570132456457
107 => 0.24661868412091
108 => 0.24868554204289
109 => 0.23102446739573
110 => 0.2389537714104
111 => 0.2436114946437
112 => 0.22256773162621
113 => 0.2431955271097
114 => 0.23071702737847
115 => 0.22648163714891
116 => 0.23218403212278
117 => 0.2299618032557
118 => 0.22805126136944
119 => 0.22698514616964
120 => 0.23117235568808
121 => 0.23097701735925
122 => 0.22412592988473
123 => 0.21518896556028
124 => 0.21818850413342
125 => 0.21709874364897
126 => 0.21314931107144
127 => 0.21581075177239
128 => 0.20409111384972
129 => 0.18392808593755
130 => 0.19724839978658
131 => 0.1967355821931
201 => 0.19647699630805
202 => 0.20648684401916
203 => 0.20552462812821
204 => 0.2037781968641
205 => 0.2131172364917
206 => 0.20970836139982
207 => 0.22021371120102
208 => 0.22713321402352
209 => 0.22537820428527
210 => 0.23188603013468
211 => 0.21825760744393
212 => 0.22278442278438
213 => 0.22371739315215
214 => 0.21300199419236
215 => 0.2056820585479
216 => 0.20519390229379
217 => 0.19250214263555
218 => 0.19928197820068
219 => 0.20524795292933
220 => 0.20239071401265
221 => 0.20148619752921
222 => 0.2061071760774
223 => 0.2064662656866
224 => 0.19827898454225
225 => 0.19998137954963
226 => 0.20708064973005
227 => 0.19980249615594
228 => 0.18566223264107
301 => 0.18215525178495
302 => 0.18168735589226
303 => 0.17217614566829
304 => 0.18238960501503
305 => 0.17793115630649
306 => 0.19201534235637
307 => 0.18397053081968
308 => 0.1836237350733
309 => 0.18309950243876
310 => 0.17491281089584
311 => 0.17670517605235
312 => 0.18266327081751
313 => 0.18478918615246
314 => 0.18456743576591
315 => 0.18263407290273
316 => 0.18351915652108
317 => 0.18066799380282
318 => 0.17966118890518
319 => 0.17648343570473
320 => 0.17181301637679
321 => 0.17246246682969
322 => 0.16320914405935
323 => 0.15816744270306
324 => 0.1567719662162
325 => 0.15490587673699
326 => 0.15698274598835
327 => 0.16318293055856
328 => 0.15570419252435
329 => 0.14288242073718
330 => 0.14365303106882
331 => 0.14538436368777
401 => 0.14215803680627
402 => 0.13910458917803
403 => 0.14175931415675
404 => 0.13632656042409
405 => 0.14604088602107
406 => 0.14577814073776
407 => 0.14939904059044
408 => 0.15166326357668
409 => 0.14644496264431
410 => 0.14513257407161
411 => 0.14588017024735
412 => 0.13352407075331
413 => 0.14838928365233
414 => 0.14851783863077
415 => 0.14741707285736
416 => 0.15533233981413
417 => 0.17203602192659
418 => 0.16575142481183
419 => 0.16331783885604
420 => 0.15869159017514
421 => 0.16485579186297
422 => 0.16438247734987
423 => 0.16224196962244
424 => 0.16094738387009
425 => 0.16333269781295
426 => 0.16065181707547
427 => 0.16017025722935
428 => 0.1572525285041
429 => 0.15621103209738
430 => 0.15543994962102
501 => 0.15459106357954
502 => 0.15646349465782
503 => 0.15222031949561
504 => 0.14710346621358
505 => 0.1466780552283
506 => 0.14785265236118
507 => 0.14733298056835
508 => 0.14667556723969
509 => 0.1454203861594
510 => 0.14504800074558
511 => 0.14625807268478
512 => 0.144891972017
513 => 0.14690772796766
514 => 0.14635955388594
515 => 0.14329749802635
516 => 0.13948104270701
517 => 0.13944706824938
518 => 0.13862481921107
519 => 0.13757756143481
520 => 0.13728623827947
521 => 0.14153574062367
522 => 0.15033208329927
523 => 0.14860515075341
524 => 0.14985303650096
525 => 0.15599139930099
526 => 0.15794260024811
527 => 0.15655768403257
528 => 0.15466192529883
529 => 0.15474532906198
530 => 0.16122371054036
531 => 0.16162775924663
601 => 0.1626486599763
602 => 0.16396080592044
603 => 0.15678114816074
604 => 0.15440716782715
605 => 0.15328224424168
606 => 0.14981791499866
607 => 0.15355389707812
608 => 0.15137710031112
609 => 0.15167082456495
610 => 0.15147953625932
611 => 0.15158399260905
612 => 0.14603817066909
613 => 0.14805877670419
614 => 0.14469912726785
615 => 0.14020093381093
616 => 0.14018585428919
617 => 0.14128678076519
618 => 0.14063190661801
619 => 0.1388696571263
620 => 0.13911997634902
621 => 0.13692691655978
622 => 0.13938625351406
623 => 0.13945677849798
624 => 0.13850979980959
625 => 0.14229874771075
626 => 0.14385108275735
627 => 0.1432277610984
628 => 0.14380734884811
629 => 0.14867691259732
630 => 0.14947086396241
701 => 0.14982348471329
702 => 0.1493510196204
703 => 0.14389635553426
704 => 0.1441382930815
705 => 0.14236311588792
706 => 0.1408632782229
707 => 0.14092326386389
708 => 0.14169437538896
709 => 0.14506186464402
710 => 0.15214854725695
711 => 0.15241748168182
712 => 0.15274343805012
713 => 0.15141760968768
714 => 0.1510177271671
715 => 0.15154527543018
716 => 0.15420666081953
717 => 0.16105246660002
718 => 0.1586327016212
719 => 0.15666539502753
720 => 0.15839125329223
721 => 0.1581255709401
722 => 0.1558829445149
723 => 0.15582000146044
724 => 0.15151568433942
725 => 0.14992447630434
726 => 0.14859474377037
727 => 0.14714271055682
728 => 0.14628189659524
729 => 0.14760449807318
730 => 0.14790699267975
731 => 0.14501510143311
801 => 0.14462094734209
802 => 0.14698252815991
803 => 0.1459432844906
804 => 0.14701217237649
805 => 0.14726016353477
806 => 0.14722023124656
807 => 0.14613514149942
808 => 0.14682674534641
809 => 0.14519089607126
810 => 0.14341215568115
811 => 0.14227743013171
812 => 0.14128723159031
813 => 0.14183665129176
814 => 0.13987807037619
815 => 0.13925148092285
816 => 0.14659244552463
817 => 0.15201529500463
818 => 0.15193644462551
819 => 0.15145646322127
820 => 0.15074330821524
821 => 0.15415448908887
822 => 0.15296610188121
823 => 0.15383075286786
824 => 0.15405084283325
825 => 0.15471698887162
826 => 0.15495507882316
827 => 0.15423540562552
828 => 0.15182009447358
829 => 0.14580136872383
830 => 0.14299963564008
831 => 0.14207501705589
901 => 0.14210862518532
902 => 0.14118156294222
903 => 0.14145462432083
904 => 0.14108660333829
905 => 0.14038966063122
906 => 0.14179361704353
907 => 0.14195540994129
908 => 0.14162770973862
909 => 0.14170489499927
910 => 0.13899167728381
911 => 0.13919795733392
912 => 0.13804936380212
913 => 0.13783401636141
914 => 0.13493047193251
915 => 0.12978642210121
916 => 0.13263672505275
917 => 0.12919395990054
918 => 0.12789013257099
919 => 0.13406224836232
920 => 0.13344273912471
921 => 0.13238240860412
922 => 0.13081395877193
923 => 0.13023220547227
924 => 0.12669765658425
925 => 0.12648881657986
926 => 0.12824063444961
927 => 0.12743223077909
928 => 0.12629692585928
929 => 0.12218496652371
930 => 0.11756176280759
1001 => 0.11770130826735
1002 => 0.11917186335169
1003 => 0.12344770059077
1004 => 0.12177705700873
1005 => 0.12056498592153
1006 => 0.12033800144162
1007 => 0.12317918743188
1008 => 0.12720006085496
1009 => 0.1290865647031
1010 => 0.12721709668357
1011 => 0.12506955248204
1012 => 0.12520026354682
1013 => 0.12606982570125
1014 => 0.12616120438874
1015 => 0.12476337388465
1016 => 0.12515685498371
1017 => 0.12455912121357
1018 => 0.12089083016955
1019 => 0.12082448241684
1020 => 0.11992422463546
1021 => 0.11989696518762
1022 => 0.11836540212166
1023 => 0.11815112586153
1024 => 0.11511011443482
1025 => 0.11711171736491
1026 => 0.11576914720828
1027 => 0.11374557730195
1028 => 0.11339671308737
1029 => 0.11338622580781
1030 => 0.11546397963966
1031 => 0.11708743760166
1101 => 0.11579250179096
1102 => 0.11549767000814
1103 => 0.11864570210582
1104 => 0.11824508632644
1105 => 0.11789815564519
1106 => 0.12684003574125
1107 => 0.11976183990162
1108 => 0.11667534250624
1109 => 0.1128552158695
1110 => 0.11409906836518
1111 => 0.11436116636201
1112 => 0.10517445043024
1113 => 0.10144740092086
1114 => 0.10016841798013
1115 => 0.099432345215583
1116 => 0.099767782817409
1117 => 0.096413001119657
1118 => 0.098667469903514
1119 => 0.095762512525899
1120 => 0.095275486967992
1121 => 0.10046991061433
1122 => 0.10119268431934
1123 => 0.098109107145596
1124 => 0.10008926287694
1125 => 0.099371230882529
1126 => 0.095812309682405
1127 => 0.095676385070212
1128 => 0.093890643514119
1129 => 0.091096303766535
1130 => 0.089819215519743
1201 => 0.089154096872626
1202 => 0.089428537789331
1203 => 0.089289772063814
1204 => 0.088384231840065
1205 => 0.089341676569452
1206 => 0.086895800929346
1207 => 0.085921833541697
1208 => 0.085481915068567
1209 => 0.083311059658624
1210 => 0.086765855999626
1211 => 0.087446494401181
1212 => 0.088128473870647
1213 => 0.094064639545189
1214 => 0.093768085483519
1215 => 0.09644878977333
1216 => 0.096344622534127
1217 => 0.095580042246142
1218 => 0.092354403778488
1219 => 0.093640085780218
1220 => 0.089682956418238
1221 => 0.092647906794875
1222 => 0.091294827262266
1223 => 0.092190429243824
1224 => 0.090580056127807
1225 => 0.091471303100887
1226 => 0.08760789901621
1227 => 0.0840003066415
1228 => 0.08545210712527
1229 => 0.087030380284652
1230 => 0.090452478630713
1231 => 0.088414305087497
]
'min_raw' => 0.083311059658624
'max_raw' => 0.24868554204289
'avg_raw' => 0.16599830085076
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.083311'
'max' => '$0.248685'
'avg' => '$0.165998'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.15782094034138
'max_diff' => 0.0075535420428929
'year' => 2026
]
1 => [
'items' => [
101 => 0.089147309365512
102 => 0.086691867737597
103 => 0.081625590296982
104 => 0.081654264877099
105 => 0.080874928467714
106 => 0.080201468025027
107 => 0.088648413836951
108 => 0.087597902598786
109 => 0.085924050428281
110 => 0.088164568074743
111 => 0.088756996502264
112 => 0.088773862106739
113 => 0.090408485945467
114 => 0.091280884981218
115 => 0.091434649092463
116 => 0.094006765021087
117 => 0.094868904353332
118 => 0.098419934248325
119 => 0.091206868018148
120 => 0.091058319665827
121 => 0.088196096752757
122 => 0.086380829731333
123 => 0.088320389638742
124 => 0.090038574940376
125 => 0.088249485559501
126 => 0.088483102862905
127 => 0.086081396543054
128 => 0.086939893541615
129 => 0.08767934680881
130 => 0.087271064177719
131 => 0.086659845317873
201 => 0.089897703339569
202 => 0.089715010700717
203 => 0.092730178528555
204 => 0.095080717467074
205 => 0.099293303453995
206 => 0.094897250369569
207 => 0.094737040722444
208 => 0.096303115721526
209 => 0.094868664595409
210 => 0.095775188191545
211 => 0.099147248487858
212 => 0.099218494808296
213 => 0.098025027145259
214 => 0.097952404529501
215 => 0.098181623049293
216 => 0.099524163079224
217 => 0.099055038340678
218 => 0.099597921364908
219 => 0.10027680489963
220 => 0.10308495503989
221 => 0.10376199053175
222 => 0.10211714528917
223 => 0.10226565639802
224 => 0.10165043912529
225 => 0.10105614694847
226 => 0.10239202897255
227 => 0.10483337962838
228 => 0.10481819211265
301 => 0.10538453801173
302 => 0.10573736681499
303 => 0.10422276730492
304 => 0.10323681871723
305 => 0.10361489414329
306 => 0.10421944498297
307 => 0.10341884645392
308 => 0.098477181459279
309 => 0.09997616694387
310 => 0.099726662462589
311 => 0.099371337740462
312 => 0.10087857923653
313 => 0.1007332021173
314 => 0.096378592984424
315 => 0.096657360932616
316 => 0.096395545786662
317 => 0.097241524085578
318 => 0.094822978991004
319 => 0.095566907172945
320 => 0.096033491954765
321 => 0.09630831397573
322 => 0.09730115956268
323 => 0.097184660592432
324 => 0.097293917823117
325 => 0.098766045727047
326 => 0.10621156349183
327 => 0.10661680659616
328 => 0.10462124133975
329 => 0.1054184302989
330 => 0.10388800182339
331 => 0.10491538871198
401 => 0.10561830072836
402 => 0.10244197648855
403 => 0.10225389518125
404 => 0.10071715008301
405 => 0.10154290985311
406 => 0.10022906668465
407 => 0.10055143784191
408 => 0.099650059982408
409 => 0.10127236066697
410 => 0.10308634491235
411 => 0.10354462896914
412 => 0.10233908091942
413 => 0.10146618468192
414 => 0.099933666438787
415 => 0.10248227843152
416 => 0.10322757024574
417 => 0.1024783637309
418 => 0.10230475621093
419 => 0.10197577027428
420 => 0.1023745521326
421 => 0.10322351122646
422 => 0.10282315779561
423 => 0.10308759829001
424 => 0.10207982381522
425 => 0.10422326870038
426 => 0.10762757502612
427 => 0.10763852042762
428 => 0.10723816483871
429 => 0.10707434795751
430 => 0.10748513708734
501 => 0.10770797333882
502 => 0.10903639005882
503 => 0.11046183412585
504 => 0.11711375961667
505 => 0.11524592555696
506 => 0.12114790957724
507 => 0.12581561266057
508 => 0.12721525272135
509 => 0.12592764972359
510 => 0.12152282942321
511 => 0.12130670792496
512 => 0.1278893691209
513 => 0.12602946582806
514 => 0.12580823624954
515 => 0.12345472730737
516 => 0.12484594257995
517 => 0.12454166339194
518 => 0.12406134380782
519 => 0.126715685635
520 => 0.13168437658076
521 => 0.13090995950077
522 => 0.13033189307474
523 => 0.12779897426846
524 => 0.12932435713774
525 => 0.12878119751477
526 => 0.13111495595264
527 => 0.12973248915313
528 => 0.12601537523135
529 => 0.12660733787516
530 => 0.12651786391242
531 => 0.12835923172558
601 => 0.12780649881363
602 => 0.12640993394031
603 => 0.13166739413527
604 => 0.13132600391374
605 => 0.1318100171952
606 => 0.13202309481031
607 => 0.13522321818414
608 => 0.13653420633787
609 => 0.13683182360085
610 => 0.13807716095143
611 => 0.13680083847309
612 => 0.14190703838896
613 => 0.14530236337799
614 => 0.14924620807458
615 => 0.15500922518181
616 => 0.15717617292502
617 => 0.1567847332108
618 => 0.1611541870091
619 => 0.16900599835714
620 => 0.15837180877612
621 => 0.16956963622677
622 => 0.16602453334103
623 => 0.15761915817262
624 => 0.15707795110463
625 => 0.16277016875709
626 => 0.1753949596546
627 => 0.17223259272397
628 => 0.17540013215401
629 => 0.1717050291551
630 => 0.17152153614644
701 => 0.17522066924898
702 => 0.18386389537233
703 => 0.17975782262761
704 => 0.17387076049772
705 => 0.1782176755616
706 => 0.17445197544527
707 => 0.16596679913008
708 => 0.17223017452158
709 => 0.16804203376794
710 => 0.16926435589366
711 => 0.17806720481888
712 => 0.17700802274675
713 => 0.17837870242571
714 => 0.17595948866928
715 => 0.17369956154578
716 => 0.16948123974538
717 => 0.16823240262104
718 => 0.16857753627375
719 => 0.16823223158994
720 => 0.165872119311
721 => 0.16536245328907
722 => 0.1645129875902
723 => 0.16477627253041
724 => 0.16317902849659
725 => 0.16619335799587
726 => 0.16675284411311
727 => 0.16894642174846
728 => 0.16917416625548
729 => 0.17528324874631
730 => 0.17191846876932
731 => 0.17417585367901
801 => 0.17397393192536
802 => 0.15780132813984
803 => 0.1600297702494
804 => 0.1634965268482
805 => 0.16193475769952
806 => 0.15972678152098
807 => 0.15794372237261
808 => 0.15524220543568
809 => 0.15904453864637
810 => 0.16404420248538
811 => 0.16930096598114
812 => 0.17561662288451
813 => 0.17420704178603
814 => 0.16918289916841
815 => 0.1694082785361
816 => 0.17080148510363
817 => 0.16899715601251
818 => 0.16846502413885
819 => 0.17072837835563
820 => 0.1707439648322
821 => 0.16866786615242
822 => 0.16636066239188
823 => 0.16635099512388
824 => 0.16594045049964
825 => 0.17177806413173
826 => 0.17498816138007
827 => 0.17535619385626
828 => 0.17496338986209
829 => 0.17511456452962
830 => 0.17324667967047
831 => 0.17751611055443
901 => 0.18143416253649
902 => 0.18038404090833
903 => 0.17880975930412
904 => 0.1775557681787
905 => 0.18008864045159
906 => 0.17997585563639
907 => 0.18139994177047
908 => 0.1813353369975
909 => 0.1808564703932
910 => 0.18038405801016
911 => 0.18225711970984
912 => 0.18171770802078
913 => 0.18117745847638
914 => 0.18009390530703
915 => 0.18024117817865
916 => 0.17866716839636
917 => 0.17793895944929
918 => 0.16698844410284
919 => 0.16406210858386
920 => 0.16498279330919
921 => 0.16528590662633
922 => 0.16401236165827
923 => 0.16583829799561
924 => 0.16555372775158
925 => 0.16666082410308
926 => 0.1659691583672
927 => 0.16599754457026
928 => 0.16803158602079
929 => 0.16862207690731
930 => 0.16832174847658
1001 => 0.16853208821481
1002 => 0.1733792787034
1003 => 0.17269016322035
1004 => 0.17232408435456
1005 => 0.17242549070221
1006 => 0.17366405179698
1007 => 0.17401078128059
1008 => 0.1725416640943
1009 => 0.17323450825222
1010 => 0.17618455074163
1011 => 0.17721689865498
1012 => 0.18051165763928
1013 => 0.17911198546308
1014 => 0.18168114431889
1015 => 0.18957786275086
1016 => 0.19588630784567
1017 => 0.19008480102896
1018 => 0.20166945706994
1019 => 0.21068977351806
1020 => 0.21034355874865
1021 => 0.20877065793225
1022 => 0.19850126747359
1023 => 0.18905122126555
1024 => 0.19695658618873
1025 => 0.19697673858967
1026 => 0.19629766073185
1027 => 0.192079966479
1028 => 0.19615089411423
1029 => 0.19647402956648
1030 => 0.19629315964188
1031 => 0.19305946334712
1101 => 0.188122206792
1102 => 0.18908693490475
1103 => 0.19066717923335
1104 => 0.1876754470458
1105 => 0.18671940733644
1106 => 0.18849686705015
1107 => 0.19422421259615
1108 => 0.19314149109693
1109 => 0.19311321686297
1110 => 0.197745558582
1111 => 0.19442980163309
1112 => 0.18909910321573
1113 => 0.18775303156208
1114 => 0.18297538401412
1115 => 0.18627532219289
1116 => 0.18639408109318
1117 => 0.18458673867722
1118 => 0.18924575909196
1119 => 0.18920282539863
1120 => 0.19362587187875
1121 => 0.20208107552835
1122 => 0.19958045575386
1123 => 0.19667250702279
1124 => 0.19698868167853
1125 => 0.20045633726645
1126 => 0.19835971353911
1127 => 0.19911367404964
1128 => 0.20045519605692
1129 => 0.20126456959202
1130 => 0.19687222528238
1201 => 0.19584815971369
1202 => 0.19375328095831
1203 => 0.1932067661938
1204 => 0.19491300122897
1205 => 0.19446346857938
1206 => 0.18638409986747
1207 => 0.18553976088389
1208 => 0.18556565555508
1209 => 0.18344252503474
1210 => 0.18020424138152
1211 => 0.18871425747432
1212 => 0.18803078408447
1213 => 0.18727628235871
1214 => 0.18736870451499
1215 => 0.19106261406967
1216 => 0.18891995998105
1217 => 0.19461655704974
1218 => 0.1934455079478
1219 => 0.19224442585517
1220 => 0.19207839972411
1221 => 0.19161608558996
1222 => 0.19003063840443
1223 => 0.1881161156573
1224 => 0.18685198190652
1225 => 0.17236107635037
1226 => 0.17505050413187
1227 => 0.17814444564544
1228 => 0.17921246185772
1229 => 0.17738554622213
1230 => 0.1901027761689
1231 => 0.19242633662646
]
'min_raw' => 0.080201468025027
'max_raw' => 0.21068977351806
'avg_raw' => 0.14544562077154
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0802014'
'max' => '$0.210689'
'avg' => '$0.145445'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0031095916335973
'max_diff' => -0.037995768524837
'year' => 2027
]
2 => [
'items' => [
101 => 0.18538812043843
102 => 0.18407155755813
103 => 0.19018908981215
104 => 0.18649947002507
105 => 0.18816090558928
106 => 0.18456979065613
107 => 0.19186665895402
108 => 0.19181106904319
109 => 0.18897242246807
110 => 0.19137162711515
111 => 0.19095470626619
112 => 0.18774988127415
113 => 0.19196825762261
114 => 0.19197034988465
115 => 0.18923821427359
116 => 0.18604767802127
117 => 0.18547728549646
118 => 0.18504757135046
119 => 0.18805522225132
120 => 0.19075187264434
121 => 0.19576967046944
122 => 0.1970312640626
123 => 0.20195534784577
124 => 0.19902329570218
125 => 0.200323036441
126 => 0.20173408887254
127 => 0.20241059929796
128 => 0.20130826186329
129 => 0.20895739081229
130 => 0.20960321165884
131 => 0.20981974980236
201 => 0.2072405065581
202 => 0.2095314782384
203 => 0.20845960845819
204 => 0.21124831585229
205 => 0.21168562077969
206 => 0.21131523906376
207 => 0.2114540465501
208 => 0.20492686439094
209 => 0.20458839556236
210 => 0.19997334906801
211 => 0.20185401462716
212 => 0.19833820050697
213 => 0.19945310138138
214 => 0.19994453906366
215 => 0.19968783990728
216 => 0.20196034463615
217 => 0.20002825137456
218 => 0.19492913959171
219 => 0.18982863855926
220 => 0.18976460592358
221 => 0.18842173403305
222 => 0.18745108361546
223 => 0.18763806532156
224 => 0.18829701324227
225 => 0.18741278436441
226 => 0.18760147942704
227 => 0.1907350747354
228 => 0.19136349492672
229 => 0.18922787757702
301 => 0.18065306574986
302 => 0.17854878541919
303 => 0.18006130039118
304 => 0.17933841565301
305 => 0.14474009822144
306 => 0.15286845969789
307 => 0.14803886332165
308 => 0.15026456353087
309 => 0.14533479624865
310 => 0.14768753958697
311 => 0.14725307380081
312 => 0.16032323851924
313 => 0.16011916587459
314 => 0.1602168446503
315 => 0.15555438218486
316 => 0.16298181149195
317 => 0.16664083025034
318 => 0.1659636432598
319 => 0.1661340766359
320 => 0.16320546656171
321 => 0.16024519999744
322 => 0.15696180879591
323 => 0.16306194380894
324 => 0.16238371292827
325 => 0.16393933054876
326 => 0.16789570415137
327 => 0.16847829519316
328 => 0.16926130346137
329 => 0.16898065073554
330 => 0.17566693728096
331 => 0.17485718386277
401 => 0.17680845661864
402 => 0.17279454051638
403 => 0.16825241344226
404 => 0.16911572330573
405 => 0.16903257962358
406 => 0.16797406512192
407 => 0.16701848555919
408 => 0.16542771482013
409 => 0.17046114882829
410 => 0.17025680059969
411 => 0.17356496089191
412 => 0.17298021142651
413 => 0.16907511138406
414 => 0.16921458279605
415 => 0.1701525950693
416 => 0.17339906625705
417 => 0.17436283994219
418 => 0.1739163815715
419 => 0.17497311541931
420 => 0.17580831476612
421 => 0.17507800359832
422 => 0.18541766964442
423 => 0.18112391942308
424 => 0.18321666340524
425 => 0.18371577051382
426 => 0.18243731815028
427 => 0.18271456868998
428 => 0.18313452771139
429 => 0.18568443665294
430 => 0.19237613553767
501 => 0.19533984342179
502 => 0.20425630481792
503 => 0.19509374873882
504 => 0.19455008057951
505 => 0.19615620452829
506 => 0.20139111127111
507 => 0.20563351149638
508 => 0.20704096040104
509 => 0.20722697800824
510 => 0.20986744571882
511 => 0.21138091256872
512 => 0.20954682348756
513 => 0.20799262502841
514 => 0.20242567906196
515 => 0.20307006821586
516 => 0.20750927047631
517 => 0.21377990513691
518 => 0.21916076202403
519 => 0.21727657348396
520 => 0.23165160201493
521 => 0.23307682737705
522 => 0.23287990731506
523 => 0.23612678279194
524 => 0.22968239618502
525 => 0.22692729605646
526 => 0.20832866037618
527 => 0.21355411837385
528 => 0.22114962845384
529 => 0.22014433421306
530 => 0.2146282717644
531 => 0.21915657759603
601 => 0.21765937807488
602 => 0.21647847469368
603 => 0.22188842201233
604 => 0.21593996270708
605 => 0.22109028802194
606 => 0.21448494253234
607 => 0.2172851802985
608 => 0.21569562991017
609 => 0.21672426381938
610 => 0.21071089100454
611 => 0.21395556100906
612 => 0.21057590206487
613 => 0.21057429966648
614 => 0.21049969350797
615 => 0.21447584726811
616 => 0.21460550949948
617 => 0.2116671258631
618 => 0.21124365887492
619 => 0.21280943827826
620 => 0.21097632067523
621 => 0.21183402486418
622 => 0.21100229966135
623 => 0.21081506079938
624 => 0.20932310969114
625 => 0.20868033613166
626 => 0.20893238420657
627 => 0.20807201418723
628 => 0.20755361012963
629 => 0.21039656989288
630 => 0.20887769117604
701 => 0.21016377994573
702 => 0.20869811947533
703 => 0.20361750172703
704 => 0.20069558473342
705 => 0.1910987687804
706 => 0.19382041387986
707 => 0.19562486739655
708 => 0.19502849552005
709 => 0.19630973307606
710 => 0.19638839065622
711 => 0.19597184726609
712 => 0.19548954338283
713 => 0.19525478452554
714 => 0.19700448471347
715 => 0.19802024456476
716 => 0.19580596844743
717 => 0.19528719453415
718 => 0.19752594994231
719 => 0.19889158944799
720 => 0.20897470427143
721 => 0.20822771455728
722 => 0.21010251215047
723 => 0.20989143871259
724 => 0.21185652526894
725 => 0.21506861128102
726 => 0.20853754230508
727 => 0.20967111005193
728 => 0.20939318541831
729 => 0.21242749369248
730 => 0.2124369664717
731 => 0.2106177470864
801 => 0.21160397542864
802 => 0.21105348982376
803 => 0.21204829171436
804 => 0.20821773805423
805 => 0.21288293892956
806 => 0.21552780720697
807 => 0.21556453120556
808 => 0.21681817777808
809 => 0.21809195530207
810 => 0.22053686033674
811 => 0.21802376822763
812 => 0.21350296016794
813 => 0.21382934790773
814 => 0.21117879979643
815 => 0.21122335598904
816 => 0.21098551154095
817 => 0.21169930063377
818 => 0.20837437462026
819 => 0.20915472810986
820 => 0.20806222865467
821 => 0.20966873517148
822 => 0.20794039972444
823 => 0.20939305139464
824 => 0.21001996769933
825 => 0.21233330236018
826 => 0.20759871831412
827 => 0.19794458094103
828 => 0.19997399766195
829 => 0.19697233092446
830 => 0.19725014660917
831 => 0.19781137850631
901 => 0.19599224230402
902 => 0.19633927616385
903 => 0.19632687767233
904 => 0.19622003417068
905 => 0.19574680658609
906 => 0.19506053296321
907 => 0.19779443585289
908 => 0.19825897922744
909 => 0.19929160160431
910 => 0.20236398536344
911 => 0.20205698177411
912 => 0.20255771736577
913 => 0.20146461438068
914 => 0.19730085252155
915 => 0.19752696482297
916 => 0.19470734080114
917 => 0.19921949747869
918 => 0.19815095921989
919 => 0.19746206565319
920 => 0.19727409466096
921 => 0.20035409426516
922 => 0.20127567841982
923 => 0.20070140901985
924 => 0.1995235657264
925 => 0.20178537304794
926 => 0.20239053726919
927 => 0.20252601122073
928 => 0.20653350013597
929 => 0.20274998533345
930 => 0.20366071495131
1001 => 0.2107659674507
1002 => 0.20432248389158
1003 => 0.20773574083967
1004 => 0.2075686796738
1005 => 0.20931478643012
1006 => 0.20742544795474
1007 => 0.2074488685695
1008 => 0.2089992930776
1009 => 0.2068220014765
1010 => 0.20628287345675
1011 => 0.20553807195877
1012 => 0.20716431878159
1013 => 0.20813918020305
1014 => 0.21599584730323
1015 => 0.22107161255749
1016 => 0.22085126020143
1017 => 0.22286486825355
1018 => 0.22195771938353
1019 => 0.21902829638847
1020 => 0.22402846423596
1021 => 0.22244620191311
1022 => 0.22257664169655
1023 => 0.2225717867213
1024 => 0.22362385284222
1025 => 0.2228783675751
1026 => 0.22140893959112
1027 => 0.22238441446222
1028 => 0.22528122609075
1029 => 0.23427301827072
1030 => 0.23930494430004
1031 => 0.23397009000549
1101 => 0.23765000106132
1102 => 0.2354433657142
1103 => 0.23504235442991
1104 => 0.23735361051627
1105 => 0.23966891215044
1106 => 0.23952143744567
1107 => 0.23784064735131
1108 => 0.23689121167548
1109 => 0.24408065669717
1110 => 0.24937771732015
1111 => 0.24901649329761
1112 => 0.25061081865677
1113 => 0.25529180722188
1114 => 0.25571977815221
1115 => 0.25566586365179
1116 => 0.25460509304681
1117 => 0.25921413419234
1118 => 0.2630590774043
1119 => 0.25435955530036
1120 => 0.25767221943244
1121 => 0.25915938108869
1122 => 0.26134297562107
1123 => 0.26502706561011
1124 => 0.26902896449482
1125 => 0.26959487687571
1126 => 0.26919333496007
1127 => 0.26655397506878
1128 => 0.27093290058102
1129 => 0.27349797244765
1130 => 0.2750254140436
1201 => 0.27889875178888
1202 => 0.25916856529279
1203 => 0.24520255863697
1204 => 0.24302156502608
1205 => 0.24745670129716
1206 => 0.24862621136229
1207 => 0.24815478332148
1208 => 0.23243477309657
1209 => 0.24293880242558
1210 => 0.25424025477971
1211 => 0.25467438959125
1212 => 0.26033213294196
1213 => 0.26217452609568
1214 => 0.26672975107037
1215 => 0.26644482050795
1216 => 0.26755394529983
1217 => 0.26729897671754
1218 => 0.27573657176737
1219 => 0.28504449210232
1220 => 0.2847221884185
1221 => 0.28338406474403
1222 => 0.2853714065846
1223 => 0.29497817786764
1224 => 0.29409374031327
1225 => 0.29495289606113
1226 => 0.30627982081772
1227 => 0.32100643423756
1228 => 0.31416444377623
1229 => 0.3290095943476
1230 => 0.33835382972465
1231 => 0.3545137185973
]
'min_raw' => 0.14474009822144
'max_raw' => 0.3545137185973
'avg_raw' => 0.24962690840937
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.14474'
'max' => '$0.354513'
'avg' => '$0.249626'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.06453863019641
'max_diff' => 0.14382394507924
'year' => 2028
]
3 => [
'items' => [
101 => 0.35249042092131
102 => 0.35878134707269
103 => 0.34886829580633
104 => 0.32610592634056
105 => 0.32250369424175
106 => 0.32971545412661
107 => 0.3474448620903
108 => 0.32915709197623
109 => 0.33285668405226
110 => 0.33179120128548
111 => 0.33173442623685
112 => 0.33390129892231
113 => 0.33075813707557
114 => 0.31795233026795
115 => 0.32382115606279
116 => 0.32155492057924
117 => 0.32406947780729
118 => 0.33763950608476
119 => 0.33163987311422
120 => 0.32531974715036
121 => 0.33324658765727
122 => 0.34334017958049
123 => 0.34270854073786
124 => 0.34148289737861
125 => 0.3483917848221
126 => 0.35980324276466
127 => 0.36288771399158
128 => 0.36516460759206
129 => 0.36547855275113
130 => 0.36871238300541
131 => 0.35132326269799
201 => 0.37892024321015
202 => 0.3836854793934
203 => 0.38278981248975
204 => 0.38808617195564
205 => 0.38652784864511
206 => 0.38427008266158
207 => 0.39266593898298
208 => 0.38304076722116
209 => 0.36937904768069
210 => 0.36188395814262
211 => 0.37175409665798
212 => 0.37778144582895
213 => 0.38176514021955
214 => 0.38297060373514
215 => 0.35267313060697
216 => 0.33634447296579
217 => 0.34681095530535
218 => 0.35958078611763
219 => 0.35125232564306
220 => 0.3515787855258
221 => 0.33970458956997
222 => 0.36063138898074
223 => 0.35758253032868
224 => 0.37340001440892
225 => 0.36962504488993
226 => 0.38252358912617
227 => 0.37912697015148
228 => 0.39322614561302
301 => 0.39885068842457
302 => 0.40829517119534
303 => 0.41524257116748
304 => 0.41932221731371
305 => 0.41907729066146
306 => 0.43524288116445
307 => 0.42571059722755
308 => 0.41373580201598
309 => 0.41351921575059
310 => 0.41972113187483
311 => 0.43271864665862
312 => 0.43608871313591
313 => 0.43797212054379
314 => 0.43508761653674
315 => 0.42474100550818
316 => 0.42027339132456
317 => 0.42407992804825
318 => 0.41942486073461
319 => 0.42746081289916
320 => 0.43849589160785
321 => 0.43621719149193
322 => 0.44383454433762
323 => 0.45171770316402
324 => 0.46299097434058
325 => 0.46593822487415
326 => 0.47080991793226
327 => 0.47582449035685
328 => 0.47743503587311
329 => 0.48051006698658
330 => 0.48049386005473
331 => 0.48976067328864
401 => 0.49998225525495
402 => 0.50384066581707
403 => 0.51271286815066
404 => 0.49751953257344
405 => 0.50904385213722
406 => 0.51943907685618
407 => 0.50704546140142
408 => 0.52412717296376
409 => 0.52479041711573
410 => 0.53480461637082
411 => 0.52465330693735
412 => 0.51862549179988
413 => 0.53602756824247
414 => 0.54444788487276
415 => 0.54191161697691
416 => 0.52261049305846
417 => 0.51137641107377
418 => 0.48197465162727
419 => 0.51680230575314
420 => 0.53376584014125
421 => 0.52256656160248
422 => 0.52821482627431
423 => 0.55902992686782
424 => 0.57076232204382
425 => 0.56832206586285
426 => 0.5687344289874
427 => 0.57506501646633
428 => 0.60313832766613
429 => 0.58631614886095
430 => 0.59917607424249
501 => 0.60599693229495
502 => 0.61233252538463
503 => 0.59677431114115
504 => 0.57653330300594
505 => 0.5701221260698
506 => 0.52145301406546
507 => 0.51891957542639
508 => 0.51749747954724
509 => 0.50853136618862
510 => 0.50148645711389
511 => 0.49588408385696
512 => 0.4811817834205
513 => 0.48614337822725
514 => 0.46271097994012
515 => 0.47770219797102
516 => 0.44030352450971
517 => 0.47145025107587
518 => 0.45449850387379
519 => 0.46588114620421
520 => 0.46584143323743
521 => 0.44488237983709
522 => 0.43279363524006
523 => 0.44049705379827
524 => 0.44875572999079
525 => 0.4500956724175
526 => 0.46080326167461
527 => 0.46379151967741
528 => 0.45473695842051
529 => 0.43952852012872
530 => 0.44306109347636
531 => 0.43272204775392
601 => 0.41460326781101
602 => 0.42761649188956
603 => 0.43205977874105
604 => 0.43402218734313
605 => 0.41620444822522
606 => 0.41060572775243
607 => 0.40762501595054
608 => 0.43722847375418
609 => 0.43885021799869
610 => 0.43055314515225
611 => 0.46805670117892
612 => 0.45956849140526
613 => 0.46905190138432
614 => 0.44274054947174
615 => 0.44374567854773
616 => 0.4312894628942
617 => 0.43826411133555
618 => 0.43333465462061
619 => 0.43770062866631
620 => 0.44031757550771
621 => 0.45277174721882
622 => 0.4715924577114
623 => 0.45091150927521
624 => 0.44190052388493
625 => 0.44749088854135
626 => 0.46237876631106
627 => 0.4849346632286
628 => 0.47158111827368
629 => 0.47750719476678
630 => 0.47880177884773
701 => 0.46895536917308
702 => 0.48529771439808
703 => 0.49405570996913
704 => 0.5030396012132
705 => 0.51084006225751
706 => 0.49945123749032
707 => 0.51163891251512
708 => 0.50181779785939
709 => 0.49300724272502
710 => 0.49302060470032
711 => 0.48749361476286
712 => 0.47678437531349
713 => 0.47480942724981
714 => 0.4850833564855
715 => 0.4933220747878
716 => 0.49400065508798
717 => 0.49856203286076
718 => 0.50126140924077
719 => 0.52771896738907
720 => 0.53836041614472
721 => 0.55137257825081
722 => 0.55644154871641
723 => 0.57169733249136
724 => 0.55937704807891
725 => 0.55671147704805
726 => 0.51970593573886
727 => 0.52576559105515
728 => 0.5354676838863
729 => 0.51986591967614
730 => 0.52976164803639
731 => 0.53171527443489
801 => 0.51933577769837
802 => 0.52594820179183
803 => 0.50838756384672
804 => 0.47197523163092
805 => 0.48533825173285
806 => 0.4951779324718
807 => 0.48113549483343
808 => 0.50630602078283
809 => 0.49160191914831
810 => 0.48694142485152
811 => 0.46875917501357
812 => 0.47734049703811
813 => 0.48894685794899
814 => 0.48177547629034
815 => 0.49665717002041
816 => 0.51773361714492
817 => 0.53275394848998
818 => 0.53390702302246
819 => 0.52424995625163
820 => 0.53972546738246
821 => 0.53983818958604
822 => 0.52238174981115
823 => 0.51168977764689
824 => 0.50926053907507
825 => 0.51532925330776
826 => 0.52269779273269
827 => 0.53431592567811
828 => 0.54133652009218
829 => 0.55964250688851
830 => 0.56459558204182
831 => 0.57003750995676
901 => 0.57730960387953
902 => 0.58604161716042
903 => 0.56693646921561
904 => 0.56769555235991
905 => 0.54990510312248
906 => 0.5308934567038
907 => 0.5453209265004
908 => 0.56418292405358
909 => 0.55985596097422
910 => 0.55936908923596
911 => 0.56018787245276
912 => 0.55692548359633
913 => 0.54216981970847
914 => 0.53475961767933
915 => 0.54432066884108
916 => 0.54940194202012
917 => 0.55728255358722
918 => 0.55631110187204
919 => 0.576610710953
920 => 0.58449852521355
921 => 0.5824804847871
922 => 0.58285185279242
923 => 0.59713236374002
924 => 0.61301522892483
925 => 0.62789162809905
926 => 0.64302454029529
927 => 0.62478122399511
928 => 0.61551839306921
929 => 0.62507527017511
930 => 0.62000425665994
1001 => 0.64914380447847
1002 => 0.65116136354625
1003 => 0.68029880424381
1004 => 0.7079537050877
1005 => 0.69058415735667
1006 => 0.70696285852542
1007 => 0.72467775921452
1008 => 0.75885267678286
1009 => 0.74734376683394
1010 => 0.73852812218068
1011 => 0.73019738058023
1012 => 0.74753233138277
1013 => 0.76983346865764
1014 => 0.77463692002901
1015 => 0.78242034631028
1016 => 0.77423702528761
1017 => 0.78409293409618
1018 => 0.81888862309619
1019 => 0.80948652077834
1020 => 0.79613402402363
1021 => 0.82360187867565
1022 => 0.83354238849563
1023 => 0.90331009229768
1024 => 0.99139470030787
1025 => 0.95492709419693
1026 => 0.93229047428158
1027 => 0.93761061690949
1028 => 0.96977613390266
1029 => 0.98010667707838
1030 => 0.95202469957498
1031 => 0.96194372877284
1101 => 1.0165985548705
1102 => 1.0459191155351
1103 => 1.0060978558759
1104 => 0.89623257981014
1105 => 0.7949317777837
1106 => 0.82180131211568
1107 => 0.81875514078116
1108 => 0.87747493309466
1109 => 0.80926228374755
1110 => 0.81041080982146
1111 => 0.87034486525466
1112 => 0.85435548679492
1113 => 0.828454741455
1114 => 0.79512088188816
1115 => 0.73350015947005
1116 => 0.67892096720335
1117 => 0.78596333207564
1118 => 0.78134747065844
1119 => 0.77466301929399
1120 => 0.78953854247238
1121 => 0.86176986053574
1122 => 0.86010469486442
1123 => 0.84951176043847
1124 => 0.85754640783871
1125 => 0.82704622891879
1126 => 0.83490681950262
1127 => 0.7949157312191
1128 => 0.81299337329862
1129 => 0.82839917008812
1130 => 0.83149211188033
1201 => 0.8384606676677
1202 => 0.77891512143794
1203 => 0.80564932352971
1204 => 0.82135316260265
1205 => 0.75040264636056
1206 => 0.81995069901985
1207 => 0.77787856595496
1208 => 0.7635986520905
1209 => 0.7828246748734
1210 => 0.77533227509698
1211 => 0.7688907497377
1212 => 0.76529626790776
1213 => 0.77941373714082
1214 => 0.77875514032707
1215 => 0.75565622057909
1216 => 0.72552462140027
1217 => 0.73563777512071
1218 => 0.73196357156275
1219 => 0.71864778388703
1220 => 0.72762101702613
1221 => 0.68810743953087
1222 => 0.62012638318732
1223 => 0.66503675132394
1224 => 0.66330775100376
1225 => 0.66243591063841
1226 => 0.69618481106167
1227 => 0.69294063300558
1228 => 0.6870524180667
1229 => 0.71853964220208
1230 => 0.70704638182973
1231 => 0.74246590214458
]
'min_raw' => 0.31795233026795
'max_raw' => 1.0459191155351
'avg_raw' => 0.68193572290153
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.317952'
'max' => '$1.04'
'avg' => '$0.681935'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.17321223204652
'max_diff' => 0.6914053969378
'year' => 2029
]
4 => [
'items' => [
101 => 0.76579548901488
102 => 0.7598783511515
103 => 0.7818199403647
104 => 0.73587076175673
105 => 0.75113323572923
106 => 0.75427881046208
107 => 0.71815109474388
108 => 0.69347142065699
109 => 0.69182556776427
110 => 0.64903441396618
111 => 0.671893102927
112 => 0.69200780325569
113 => 0.68237442276205
114 => 0.67932478228682
115 => 0.69490473408846
116 => 0.69611542977671
117 => 0.66851143978081
118 => 0.67425118340563
119 => 0.69818686847413
120 => 0.67364806555455
121 => 0.62597317987251
122 => 0.6141491490665
123 => 0.61257160539686
124 => 0.58050389607525
125 => 0.61493928734376
126 => 0.59990731624395
127 => 0.6473931328376
128 => 0.62026948907085
129 => 0.6191002429994
130 => 0.61733275607131
131 => 0.58973075395781
201 => 0.59577383822192
202 => 0.61586197070355
203 => 0.623029642682
204 => 0.62228199577164
205 => 0.61576352789534
206 => 0.61874764910916
207 => 0.60913475494271
208 => 0.60574024193745
209 => 0.59502622515849
210 => 0.57927958031609
211 => 0.58146924786121
212 => 0.55027102409466
213 => 0.53327257597159
214 => 0.52856762956706
215 => 0.52227597860169
216 => 0.52927828828505
217 => 0.55018264344658
218 => 0.52496755601542
219 => 0.48173805724744
220 => 0.48433622378288
221 => 0.49017353258544
222 => 0.47929574624953
223 => 0.469000834386
224 => 0.47795142499874
225 => 0.45963451648633
226 => 0.4923870434691
227 => 0.49150117940211
228 => 0.5037092960586
301 => 0.51134328193968
302 => 0.49374941601607
303 => 0.48932460631516
304 => 0.49184517901719
305 => 0.45018572689771
306 => 0.50030483004278
307 => 0.50073826212802
308 => 0.49702695346995
309 => 0.52371382864098
310 => 0.58003145909698
311 => 0.558842501148
312 => 0.55063749619051
313 => 0.5350397757685
314 => 0.55582281212983
315 => 0.55422699920315
316 => 0.54701012795463
317 => 0.54264534170552
318 => 0.55068759420116
319 => 0.54164881762164
320 => 0.54002520497899
321 => 0.5301878788725
322 => 0.5266764010223
323 => 0.52407664261798
324 => 0.5212145640618
325 => 0.52752759617119
326 => 0.51322143486278
327 => 0.49596960677512
328 => 0.49453530393699
329 => 0.49849554017825
330 => 0.49674343044641
331 => 0.49452691550968
401 => 0.49029498486356
402 => 0.48903946144174
403 => 0.49311930346927
404 => 0.48851339968976
405 => 0.49530966161299
406 => 0.49346145442419
407 => 0.48313751930765
408 => 0.4702700737421
409 => 0.47015552648618
410 => 0.46738325644593
411 => 0.46385235373607
412 => 0.4628701373783
413 => 0.47719763122256
414 => 0.50685511469438
415 => 0.50103264104543
416 => 0.50523997496789
417 => 0.52593589371499
418 => 0.53251450393671
419 => 0.52784516222426
420 => 0.5214534792958
421 => 0.52173468090632
422 => 0.54357699636685
423 => 0.54493927478979
424 => 0.5483813128769
425 => 0.55280530453867
426 => 0.52859858713414
427 => 0.52059454669344
428 => 0.51680178828537
429 => 0.50512156037077
430 => 0.51771768478961
501 => 0.51037846251058
502 => 0.51136877433955
503 => 0.51072383246177
504 => 0.51107601433782
505 => 0.49237788847031
506 => 0.49919050279186
507 => 0.487863210154
508 => 0.47269723686016
509 => 0.4726463951998
510 => 0.47635824567785
511 => 0.47415029176879
512 => 0.46820874457117
513 => 0.46905271330728
514 => 0.46165865911333
515 => 0.4699504853601
516 => 0.47018826526728
517 => 0.46699546050344
518 => 0.47977016288811
519 => 0.48500396887828
520 => 0.48290239638622
521 => 0.48485651694987
522 => 0.50127459111243
523 => 0.50395145357173
524 => 0.50514033905254
525 => 0.50354739000539
526 => 0.48515660920648
527 => 0.48597231853855
528 => 0.47998718469146
529 => 0.47493037728854
530 => 0.4751326230652
531 => 0.47773247940924
601 => 0.48908620454327
602 => 0.51297944974917
603 => 0.51388618093899
604 => 0.51498516559228
605 => 0.51051504270193
606 => 0.50916681086488
607 => 0.51094547666611
608 => 0.51991852331829
609 => 0.54299963546611
610 => 0.53484122889743
611 => 0.52820831736392
612 => 0.53402716899891
613 => 0.53313140239937
614 => 0.52557023083161
615 => 0.52535801392896
616 => 0.51084570823764
617 => 0.50548083925277
618 => 0.50099755317552
619 => 0.49610192181832
620 => 0.49319962744673
621 => 0.4976588706707
622 => 0.49867875235624
623 => 0.48892853911278
624 => 0.48759962107598
625 => 0.49556185568355
626 => 0.49205797309478
627 => 0.49566180322944
628 => 0.49649792273376
629 => 0.4963632882361
630 => 0.49270483239507
701 => 0.49503662305142
702 => 0.48952124300891
703 => 0.48352409559597
704 => 0.47969828918201
705 => 0.47635976566624
706 => 0.47821217254891
707 => 0.47160868024832
708 => 0.46949609015932
709 => 0.494246664844
710 => 0.5125301804771
711 => 0.51226433091872
712 => 0.51064604010309
713 => 0.50824158820936
714 => 0.51974262268586
715 => 0.51573589224469
716 => 0.51865112341417
717 => 0.51939317209867
718 => 0.52163912997589
719 => 0.52244186687039
720 => 0.52001543843859
721 => 0.51187204825817
722 => 0.49157949417888
723 => 0.48213325547626
724 => 0.47901583936485
725 => 0.47912915151968
726 => 0.47600349644163
727 => 0.47692414194415
728 => 0.47568333350715
729 => 0.47333354251125
730 => 0.47806707957646
731 => 0.47861257562727
801 => 0.4775077115147
802 => 0.47776794700987
803 => 0.4686201440514
804 => 0.46931563164235
805 => 0.46544306835765
806 => 0.46471700942622
807 => 0.45492750666517
808 => 0.43758398351285
809 => 0.44719397891576
810 => 0.43558645583889
811 => 0.431190510967
812 => 0.45200023028083
813 => 0.44991151163349
814 => 0.44633653325341
815 => 0.4410483951385
816 => 0.43908697327198
817 => 0.4271699949217
818 => 0.42646587626616
819 => 0.43237225252204
820 => 0.42964666310595
821 => 0.42581890330433
822 => 0.41195514531664
823 => 0.39636769120595
824 => 0.39683817846631
825 => 0.40179625760402
826 => 0.416212541385
827 => 0.41057984990753
828 => 0.40649326761294
829 => 0.40572797359138
830 => 0.41530723052281
831 => 0.42886388599716
901 => 0.43522436543266
902 => 0.42892132348271
903 => 0.4216807282705
904 => 0.42212142975138
905 => 0.42505321926593
906 => 0.42536130889064
907 => 0.4206484257527
908 => 0.42197507475016
909 => 0.41995977361169
910 => 0.40759187424488
911 => 0.40736817816436
912 => 0.40433289620043
913 => 0.40424098906886
914 => 0.39907721726164
915 => 0.39835476989034
916 => 0.38810178754855
917 => 0.3948503315748
918 => 0.39032376255646
919 => 0.38350115533612
920 => 0.38232493527974
921 => 0.38228957668452
922 => 0.38929486879274
923 => 0.39476847065784
924 => 0.39040250416252
925 => 0.38940845822224
926 => 0.40002226822817
927 => 0.39867156415789
928 => 0.39750186314413
929 => 0.42765003619013
930 => 0.40378540473295
1001 => 0.39337906327207
1002 => 0.38049923960359
1003 => 0.38469297513576
1004 => 0.38557665683118
1005 => 0.3546030026712
1006 => 0.34203699503602
1007 => 0.33772481475563
1008 => 0.33524309403899
1009 => 0.33637404533305
1010 => 0.3250631646157
1011 => 0.33266426352246
1012 => 0.32286999690618
1013 => 0.32122795623466
1014 => 0.33874131822138
1015 => 0.34117820023025
1016 => 0.3307817045005
1017 => 0.33745793779877
1018 => 0.33503704279823
1019 => 0.32303789149607
1020 => 0.32257961217611
1021 => 0.31655885984325
1022 => 0.3071375482897
1023 => 0.30283175610219
1024 => 0.30058926214633
1025 => 0.30151455885785
1026 => 0.30104670052596
1027 => 0.29799360843879
1028 => 0.30122170019057
1029 => 0.29297525970437
1030 => 0.28969146065668
1031 => 0.2882082448104
1101 => 0.28088905423149
1102 => 0.29253714130136
1103 => 0.29483196119285
1104 => 0.29713130258844
1105 => 0.31714549961001
1106 => 0.31614564688635
1107 => 0.32518382856025
1108 => 0.32483262144055
1109 => 0.32225478561832
1110 => 0.31137932031774
1111 => 0.31571408695002
1112 => 0.30237234902815
1113 => 0.31236888622921
1114 => 0.30780688411602
1115 => 0.31082646872578
1116 => 0.30539698333247
1117 => 0.30840188472708
1118 => 0.29537614812133
1119 => 0.28321289855595
1120 => 0.28810774524845
1121 => 0.29342900339682
1122 => 0.30496684689384
1123 => 0.29809500249215
1124 => 0.3005663775922
1125 => 0.29228768471023
1126 => 0.275206376603
1127 => 0.27530305495186
1128 => 0.27267546783609
1129 => 0.27040484893406
1130 => 0.29888431648589
1201 => 0.29534244450206
1202 => 0.28969893504458
1203 => 0.29725299671757
1204 => 0.29925041052299
1205 => 0.299307274086
1206 => 0.30481852248406
1207 => 0.30775987674205
1208 => 0.30827830317858
1209 => 0.31695037161133
1210 => 0.31985713456264
1211 => 0.3318296797786
1212 => 0.30751032338336
1213 => 0.3070094822422
1214 => 0.29735929785676
1215 => 0.29123899835613
1216 => 0.29777835999971
1217 => 0.30357134170403
1218 => 0.29753930194618
1219 => 0.29832695899525
1220 => 0.29022943845609
1221 => 0.29312392102508
1222 => 0.29561703934241
1223 => 0.29424048594631
1224 => 0.2921797188864
1225 => 0.30309638326657
1226 => 0.30248042227949
1227 => 0.31264627112334
1228 => 0.32057127726395
1229 => 0.33477430503221
1230 => 0.31995270513544
1231 => 0.31941254712468
]
'min_raw' => 0.27040484893406
'max_raw' => 0.7818199403647
'avg_raw' => 0.52611239464938
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.2704048'
'max' => '$0.781819'
'avg' => '$0.526112'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.047547481333892
'max_diff' => -0.2640991751704
'year' => 2030
]
5 => [
'items' => [
101 => 0.32469267832395
102 => 0.31985632620207
103 => 0.3229127337979
104 => 0.33428187051665
105 => 0.33452208246026
106 => 0.33049822290908
107 => 0.33025337068971
108 => 0.33102619693271
109 => 0.33555266437677
110 => 0.33397097756752
111 => 0.3358013455866
112 => 0.33809024882204
113 => 0.3475581230787
114 => 0.34984079550864
115 => 0.34429508493384
116 => 0.34479580050606
117 => 0.34272155251793
118 => 0.34071785495164
119 => 0.34522187446412
120 => 0.35345305864991
121 => 0.35340185288029
122 => 0.35531132762004
123 => 0.35650091456395
124 => 0.35139433656979
125 => 0.34807014206966
126 => 0.349344849765
127 => 0.35138313512937
128 => 0.34868386129266
129 => 0.33202269274721
130 => 0.33707662696433
131 => 0.33623540518584
201 => 0.33503740307722
202 => 0.34011917301345
203 => 0.33962902390604
204 => 0.32494715518547
205 => 0.32588704078575
206 => 0.32500431274182
207 => 0.32785658764093
208 => 0.31970229399715
209 => 0.32221049980197
210 => 0.32378362296979
211 => 0.32471020460093
212 => 0.3280576528156
213 => 0.32766486840371
214 => 0.32803323678506
215 => 0.33299661879385
216 => 0.35809970176727
217 => 0.35946600718669
218 => 0.35273781959877
219 => 0.35542559783251
220 => 0.35026565137621
221 => 0.35372955800096
222 => 0.35609947493993
223 => 0.34539027600156
224 => 0.34475614674256
225 => 0.33957490335174
226 => 0.34235901006934
227 => 0.33792929609728
228 => 0.33901619296121
301 => 0.3359771345757
302 => 0.34144683459912
303 => 0.34756280913076
304 => 0.3491079458246
305 => 0.34504335640627
306 => 0.3421003257979
307 => 0.33693333354415
308 => 0.34552615681606
309 => 0.34803896020231
310 => 0.34551295812961
311 => 0.34492762825513
312 => 0.34381842920065
313 => 0.34516295007806
314 => 0.34802527493542
315 => 0.34667545539153
316 => 0.34756703498103
317 => 0.34416925297873
318 => 0.35139602705959
319 => 0.36287388351789
320 => 0.36291078670322
321 => 0.36156095988329
322 => 0.36100863983101
323 => 0.36239364406259
324 => 0.36314495204237
325 => 0.36762380176097
326 => 0.37242978595426
327 => 0.3948572171692
328 => 0.38855968422886
329 => 0.4084586354166
330 => 0.42419612225068
331 => 0.42891510643533
401 => 0.42457386303082
402 => 0.40972270385335
403 => 0.4089940351329
404 => 0.43118793694172
405 => 0.42491714313563
406 => 0.42417125216589
407 => 0.41623623245061
408 => 0.42092681187365
409 => 0.41990091334718
410 => 0.41828148233448
411 => 0.42723078112505
412 => 0.4439830695516
413 => 0.44137206829836
414 => 0.43942307698367
415 => 0.43088316438557
416 => 0.43602609922816
417 => 0.43419479863714
418 => 0.44206322814823
419 => 0.43740214481292
420 => 0.42486963570505
421 => 0.42686547908817
422 => 0.42656381137589
423 => 0.43277211151818
424 => 0.43090853391495
425 => 0.42619991793951
426 => 0.44392581205096
427 => 0.44277479108397
428 => 0.44440667565514
429 => 0.44512508171108
430 => 0.45591452109143
501 => 0.46033460918201
502 => 0.46133804656311
503 => 0.46553678838728
504 => 0.46123357804156
505 => 0.47844948756142
506 => 0.48989706281596
507 => 0.50319401056094
508 => 0.52262442509897
509 => 0.52993044070666
510 => 0.52861067438074
511 => 0.54334259292722
512 => 0.5698155230831
513 => 0.53396161045528
514 => 0.57171586751248
515 => 0.55976330562203
516 => 0.53142399639718
517 => 0.52959927898161
518 => 0.54879098821482
519 => 0.59135635216053
520 => 0.58069421126449
521 => 0.59137379160342
522 => 0.57891549385875
523 => 0.57829683436895
524 => 0.59076871988941
525 => 0.61990996021505
526 => 0.6060660492794
527 => 0.58621740828691
528 => 0.6008733359167
529 => 0.5881770150617
530 => 0.55956865069894
531 => 0.58068605812629
601 => 0.56656544916876
602 => 0.57068659355542
603 => 0.60036601330209
604 => 0.59679490699616
605 => 0.60141624923157
606 => 0.59325970114766
607 => 0.58564019906772
608 => 0.57141783260385
609 => 0.5672072910481
610 => 0.56837093325469
611 => 0.56720671440481
612 => 0.55924943107857
613 => 0.55753105650189
614 => 0.55466702359037
615 => 0.55555470714825
616 => 0.55016948737221
617 => 0.56033250973278
618 => 0.56221885623915
619 => 0.56961465638744
620 => 0.57038251289346
621 => 0.59097971103382
622 => 0.57963512041996
623 => 0.58724605124857
624 => 0.5865652579584
625 => 0.53203819516038
626 => 0.5395515433176
627 => 0.5512399552317
628 => 0.54597434150767
629 => 0.53852999566574
630 => 0.53251828725781
701 => 0.52340993429105
702 => 0.53622976618134
703 => 0.55308648187993
704 => 0.57081002702139
705 => 0.59210370521617
706 => 0.58735120412884
707 => 0.57041195651911
708 => 0.57117183879276
709 => 0.57586913200577
710 => 0.56978571050083
711 => 0.56799159073652
712 => 0.57562264750074
713 => 0.57567519839472
714 => 0.56867548674723
715 => 0.56089658818476
716 => 0.56086399431575
717 => 0.5594798144518
718 => 0.57916173638157
719 => 0.58998480337619
720 => 0.59122565056487
721 => 0.58990128447383
722 => 0.59041098042007
723 => 0.58411327620591
724 => 0.5985079605133
725 => 0.6117179463205
726 => 0.60817738793399
727 => 0.60286958759257
728 => 0.59864166896234
729 => 0.60718142466989
730 => 0.60680116279106
731 => 0.61160256861862
801 => 0.61138474911602
802 => 0.60977021692621
803 => 0.60817744559402
804 => 0.61449260388746
805 => 0.61267393971729
806 => 0.61085245065933
807 => 0.60719917549758
808 => 0.60769571626653
809 => 0.60238883239168
810 => 0.59993362508469
811 => 0.5630131980536
812 => 0.55314685354113
813 => 0.55625100637272
814 => 0.55727297408417
815 => 0.55297912830828
816 => 0.55913540015242
817 => 0.55817595170662
818 => 0.56190860435068
819 => 0.55957660503161
820 => 0.5596723110971
821 => 0.5665302238598
822 => 0.56852110511046
823 => 0.567508526838
824 => 0.56821770195088
825 => 0.5845603431032
826 => 0.58223694213958
827 => 0.58100268168476
828 => 0.58134458026583
829 => 0.58552047547043
830 => 0.58668949813229
831 => 0.58173626696822
901 => 0.58407223941948
902 => 0.59401851363792
903 => 0.59749914670401
904 => 0.60860765665231
905 => 0.60388856418825
906 => 0.61255066264356
907 => 0.63917500016823
908 => 0.66044436324695
909 => 0.64088417796615
910 => 0.67994265462317
911 => 0.71035528130637
912 => 0.70918799403939
913 => 0.70388484912044
914 => 0.66926088220314
915 => 0.63739939163156
916 => 0.66405288140503
917 => 0.66412082663181
918 => 0.66183126822245
919 => 0.64761101757894
920 => 0.66133643432424
921 => 0.66242590806209
922 => 0.66181609248334
923 => 0.65091345965611
924 => 0.63426715447227
925 => 0.63751980265957
926 => 0.64284770674259
927 => 0.6327608727962
928 => 0.62953751816751
929 => 0.63553034769056
930 => 0.65484049306942
1001 => 0.6511900219416
1002 => 0.65109469338774
1003 => 0.66671295691323
1004 => 0.65553365086121
1005 => 0.63756082896963
1006 => 0.63302245440961
1007 => 0.61691428213697
1008 => 0.62804025410102
1009 => 0.62844065802482
1010 => 0.62234707688479
1011 => 0.6380552894955
1012 => 0.63791053555092
1013 => 0.65282314556589
1014 => 0.68133045499397
1015 => 0.67289944083659
1016 => 0.66309508866328
1017 => 0.66416109358972
1018 => 0.67585253650837
1019 => 0.66878362323007
1020 => 0.67132565373116
1021 => 0.67584868884075
1022 => 0.67857754822301
1023 => 0.66376845271937
1024 => 0.66031574415655
1025 => 0.65325271417305
1026 => 0.65141010148805
1027 => 0.65716279203466
1028 => 0.65564716132118
1029 => 0.62840700562547
1030 => 0.62556025779247
1031 => 0.62564756348429
1101 => 0.61848928070274
1102 => 0.60757118127615
1103 => 0.63626329468338
1104 => 0.63395891643091
1105 => 0.63141506118489
1106 => 0.63172666893749
1107 => 0.64418094290162
1108 => 0.63695683504651
1109 => 0.65616330978731
1110 => 0.65221503598008
1111 => 0.64816550384789
1112 => 0.64760573515546
1113 => 0.64604701077442
1114 => 0.64070156489602
1115 => 0.63424661778636
1116 => 0.62998450258662
1117 => 0.58112740278134
1118 => 0.59019499631653
1119 => 0.6006264361416
1120 => 0.60422732736784
1121 => 0.59806775375126
1122 => 0.64094478240545
1123 => 0.64877882871389
1124 => 0.62504899144341
1125 => 0.62061010777297
1126 => 0.64123579487989
1127 => 0.62879598416671
1128 => 0.63439763016916
1129 => 0.62228993544842
1130 => 0.64689183636584
1201 => 0.64670441110031
1202 => 0.6371337159843
1203 => 0.64522280195906
1204 => 0.64381712420831
1205 => 0.63301183299392
1206 => 0.64723438337039
1207 => 0.64724143757793
1208 => 0.63802985161363
1209 => 0.62727273588278
1210 => 0.62534961766184
1211 => 0.62390080641694
1212 => 0.63404131141665
1213 => 0.64313325649086
1214 => 0.66005111218962
1215 => 0.66430466307063
1216 => 0.68090655533411
1217 => 0.67102093682267
1218 => 0.6754031034686
1219 => 0.68016056525808
1220 => 0.68244146738982
1221 => 0.67872485976611
1222 => 0.70451443206278
1223 => 0.70669186213669
1224 => 0.70742193560578
1225 => 0.69872583693074
1226 => 0.70645000790141
1227 => 0.70283612410189
1228 => 0.71223844578242
1229 => 0.71371284987679
1230 => 0.7124640820623
1231 => 0.71293208119374
]
'min_raw' => 0.31970229399715
'max_raw' => 0.71371284987679
'avg_raw' => 0.51670757193697
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.3197022'
'max' => '$0.713712'
'avg' => '$0.5167075'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.049297445063087
'max_diff' => -0.068107090487908
'year' => 2031
]
6 => [
'items' => [
101 => 0.69092523083085
102 => 0.68978405954414
103 => 0.67422410807617
104 => 0.68056490331272
105 => 0.66871109054021
106 => 0.67247005667817
107 => 0.67412697313504
108 => 0.67326149400716
109 => 0.68092340236175
110 => 0.67440921503588
111 => 0.65721720365137
112 => 0.64002050831486
113 => 0.63980461781303
114 => 0.63527703147782
115 => 0.63200441582625
116 => 0.63263483770302
117 => 0.63485652662397
118 => 0.63187528722736
119 => 0.6325114858053
120 => 0.64307662116808
121 => 0.64519538371799
122 => 0.63799500071943
123 => 0.60908442396993
124 => 0.60198969591891
125 => 0.60708924574741
126 => 0.60465198938246
127 => 0.48800134658453
128 => 0.51540668480646
129 => 0.49912336343234
130 => 0.50662746708112
131 => 0.49000641250377
201 => 0.49793885093219
202 => 0.49647401920073
203 => 0.54054099207869
204 => 0.53985294690934
205 => 0.54018227772136
206 => 0.52446245999642
207 => 0.54950455647182
208 => 0.56184119368027
209 => 0.55955801046195
210 => 0.56013263848875
211 => 0.55025862515461
212 => 0.54027787975396
213 => 0.52920769707894
214 => 0.5497747281732
215 => 0.54748802540645
216 => 0.5527328988237
217 => 0.56607208865008
218 => 0.56803633502266
219 => 0.57067630206684
220 => 0.56973006180715
221 => 0.59227334371664
222 => 0.58954320353204
223 => 0.59612205586199
224 => 0.58258885748055
225 => 0.56727475892897
226 => 0.57018546840802
227 => 0.56990514367874
228 => 0.56633628813326
229 => 0.56311448492111
301 => 0.5577510903103
302 => 0.57472166449194
303 => 0.57403269017207
304 => 0.58518638356568
305 => 0.58321485991716
306 => 0.57004854247869
307 => 0.57051878008177
308 => 0.57368135395096
309 => 0.58462705822186
310 => 0.58787648848984
311 => 0.58637122292231
312 => 0.58993407486902
313 => 0.59275000777852
314 => 0.59028771268759
315 => 0.62514861865446
316 => 0.61067194000313
317 => 0.6177277724497
318 => 0.61941054691283
319 => 0.61510015551046
320 => 0.61603492506209
321 => 0.61745084622336
322 => 0.62604804224876
323 => 0.64860957223814
324 => 0.6586019202889
325 => 0.6886643924134
326 => 0.65777219488349
327 => 0.65593917972668
328 => 0.66135433875599
329 => 0.67900419232893
330 => 0.69330774088334
331 => 0.69805305313036
401 => 0.69868022448037
402 => 0.70758274571816
403 => 0.71268550486946
404 => 0.70650174548033
405 => 0.70126165686464
406 => 0.68249230986698
407 => 0.68466491288919
408 => 0.6996319932455
409 => 0.72077387580542
410 => 0.73891581047981
411 => 0.73256313726709
412 => 0.78102954959171
413 => 0.78583479640616
414 => 0.78517086666863
415 => 0.79611793402854
416 => 0.77439023465062
417 => 0.76510122221221
418 => 0.70239462350089
419 => 0.72001261996985
420 => 0.74562141250613
421 => 0.74223199278591
422 => 0.72363420312107
423 => 0.73890170238864
424 => 0.73385378967194
425 => 0.72987229147418
426 => 0.74811230656949
427 => 0.72805666071368
428 => 0.74542134209695
429 => 0.72315095860828
430 => 0.73259215574322
501 => 0.7272328756301
502 => 0.73070098667196
503 => 0.71042648038643
504 => 0.72136611184228
505 => 0.7099713557517
506 => 0.70996595315367
507 => 0.70971441328142
508 => 0.7231202932899
509 => 0.72355745855569
510 => 0.71365049297426
511 => 0.71222274445809
512 => 0.71750187903567
513 => 0.71132139505286
514 => 0.71421320460891
515 => 0.71140898501838
516 => 0.71077769612265
517 => 0.70574747879651
518 => 0.70358032286371
519 => 0.70443012054569
520 => 0.70152932295636
521 => 0.69978148748235
522 => 0.70936672481326
523 => 0.70424571917472
524 => 0.70858185725359
525 => 0.70364028064847
526 => 0.68651062319267
527 => 0.676659176047
528 => 0.64430284103309
529 => 0.65347905750512
530 => 0.65956289851957
531 => 0.65755218910059
601 => 0.66187197097381
602 => 0.66213717049701
603 => 0.66073276537506
604 => 0.65910664415928
605 => 0.65831513828159
606 => 0.66421437462534
607 => 0.66763907988205
608 => 0.66017349335666
609 => 0.65842441088841
610 => 0.66597253105192
611 => 0.67057687999125
612 => 0.70457280559907
613 => 0.70205427762465
614 => 0.70837528860429
615 => 0.7076636397718
616 => 0.71428906629448
617 => 0.7251188385449
618 => 0.70309888350785
619 => 0.70692078630953
620 => 0.70598374400318
621 => 0.71621412619818
622 => 0.71624606433471
623 => 0.71011243916332
624 => 0.71343757687543
625 => 0.71158157622491
626 => 0.71493562025394
627 => 0.70202064114807
628 => 0.71774969161317
629 => 0.72666704966926
630 => 0.72679086719452
701 => 0.73101762414057
702 => 0.73531225399502
703 => 0.7435554220172
704 => 0.73508235651287
705 => 0.71984013650688
706 => 0.72094057555924
707 => 0.71200406754664
708 => 0.71215429186084
709 => 0.71135238269833
710 => 0.71375897245993
711 => 0.70254875226646
712 => 0.7051797685392
713 => 0.70149633035016
714 => 0.70691277923427
715 => 0.70108557560604
716 => 0.70598329213301
717 => 0.70809698422417
718 => 0.71589655354511
719 => 0.6999335728757
720 => 0.66738397469199
721 => 0.67422629485594
722 => 0.66410596588081
723 => 0.66504264085827
724 => 0.66693487338345
725 => 0.66080152866938
726 => 0.66197157755692
727 => 0.66192977517715
728 => 0.66156954485176
729 => 0.65997402501062
730 => 0.65766020557699
731 => 0.66687775004453
801 => 0.6684439904652
802 => 0.67192554890423
803 => 0.68228430525512
804 => 0.68124922121937
805 => 0.68293748622691
806 => 0.67925201319467
807 => 0.66521359938205
808 => 0.66597595279292
809 => 0.65646939354346
810 => 0.67168244481056
811 => 0.66807979346805
812 => 0.6657571407109
813 => 0.66512338338688
814 => 0.67550781709116
815 => 0.67861500241153
816 => 0.67667881303533
817 => 0.67270763213706
818 => 0.68033347343598
819 => 0.68237382685915
820 => 0.68283058674526
821 => 0.69634211541691
822 => 0.68358573110365
823 => 0.6866563195954
824 => 0.71061217446996
825 => 0.68888751978074
826 => 0.70039555388723
827 => 0.69983229550264
828 => 0.70571941634088
829 => 0.69934937976172
830 => 0.69942834399954
831 => 0.70465570847579
901 => 0.69731481782905
902 => 0.69549711006974
903 => 0.69298595981892
904 => 0.69846896452299
905 => 0.7017557778681
906 => 0.72824507953133
907 => 0.74535837646469
908 => 0.7446154431117
909 => 0.75140446324504
910 => 0.74834594749467
911 => 0.73846919334105
912 => 0.75532760833943
913 => 0.7499929004479
914 => 0.75043268728481
915 => 0.75041631839677
916 => 0.75396343277638
917 => 0.75144997715017
918 => 0.74649569810998
919 => 0.74978457974338
920 => 0.75955138239788
921 => 0.78986783751955
922 => 0.80683332744525
923 => 0.78884649372353
924 => 0.80125357077147
925 => 0.79381374563628
926 => 0.79246170809359
927 => 0.80025426935549
928 => 0.80806047046431
929 => 0.80756324920081
930 => 0.80189634804867
1001 => 0.79869525938012
1002 => 0.82293497522177
1003 => 0.84079438494112
1004 => 0.83957649292926
1005 => 0.8449518721899
1006 => 0.86073415195336
1007 => 0.86217708582496
1008 => 0.86199530932259
1009 => 0.85841884716725
1010 => 0.87395855118238
1011 => 0.88692204566688
1012 => 0.85759099951222
1013 => 0.86875987791632
1014 => 0.87377394727071
1015 => 0.8811360886903
1016 => 0.89355725530331
1017 => 0.90704993679678
1018 => 0.90895794989968
1019 => 0.90760412329633
1020 => 0.89870533714865
1021 => 0.91346919023997
1022 => 0.9221175091259
1023 => 0.92726738510921
1024 => 0.94032661374524
1025 => 0.87380491245605
1026 => 0.82671754594049
1027 => 0.81936417370927
1028 => 0.83431754529854
1029 => 0.83826063013572
1030 => 0.83667117758206
1031 => 0.78367006557272
1101 => 0.81908513382337
1102 => 0.85718876947755
1103 => 0.85865248530497
1104 => 0.8777279620229
1105 => 0.88393971917247
1106 => 0.89929797821029
1107 => 0.89833731492587
1108 => 0.90207680659831
1109 => 0.90121716222178
1110 => 0.92966510302636
1111 => 0.96104740629389
1112 => 0.95996073692135
1113 => 0.95544915952809
1114 => 0.96214962129535
1115 => 0.99453952139945
1116 => 0.99155757843543
1117 => 0.99445428202367
1118 => 1.0326437996612
1119 => 1.0822956049855
1120 => 1.0592273564526
1121 => 1.1092788180593
1122 => 1.1407835600267
1123 => 1.1952677536082
1124 => 1.1884460642315
1125 => 1.2096563609693
1126 => 1.1762338165176
1127 => 1.0994888986459
1128 => 1.087343721625
1129 => 1.1116586735858
1130 => 1.1714346103631
1201 => 1.1097761166121
1202 => 1.1222495495938
1203 => 1.1186572000559
1204 => 1.1184657790156
1205 => 1.1257715415608
1206 => 1.115174151946
1207 => 1.0719984802212
1208 => 1.0917856361368
1209 => 1.0841448649805
1210 => 1.0926228702357
1211 => 1.1383751680023
1212 => 1.1181469865611
1213 => 1.0968382406169
1214 => 1.1235641368202
1215 => 1.1575953867015
1216 => 1.1554657722439
1217 => 1.1513334300865
1218 => 1.1746272264654
1219 => 1.2131017536413
1220 => 1.2235012637337
1221 => 1.2311779694754
1222 => 1.2322364574981
1223 => 1.2431395419793
1224 => 1.1845109087932
1225 => 1.2775560553496
1226 => 1.2936223818396
1227 => 1.2906025783405
1228 => 1.3084596240597
1229 => 1.3032056282196
1230 => 1.2955934125739
1231 => 1.3239006283415
]
'min_raw' => 0.48800134658453
'max_raw' => 1.3239006283415
'avg_raw' => 0.90595098746301
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.4880013'
'max' => '$1.32'
'avg' => '$0.90595'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.16829905258738
'max_diff' => 0.61018777846471
'year' => 2032
]
7 => [
'items' => [
101 => 1.2914486897385
102 => 1.245387248477
103 => 1.2201170308089
104 => 1.2533948919246
105 => 1.2737165204706
106 => 1.2871478242411
107 => 1.2912121286467
108 => 1.1890620826931
109 => 1.1340088734254
110 => 1.1692973493797
111 => 1.2123517255244
112 => 1.1842717395598
113 => 1.1853724218472
114 => 1.1453377411522
115 => 1.2158939064281
116 => 1.2056144666182
117 => 1.2589442185362
118 => 1.2462166452429
119 => 1.289704987683
120 => 1.2782530496655
121 => 1.3257894041071
122 => 1.3447529428892
123 => 1.3765956759436
124 => 1.4000193200017
125 => 1.4137741318155
126 => 1.4129483445072
127 => 1.4674517615335
128 => 1.4353130007174
129 => 1.3949391426081
130 => 1.3942089068928
131 => 1.4151191001096
201 => 1.4589411286607
202 => 1.4703035430794
203 => 1.4766535826504
204 => 1.466928276001
205 => 1.4320439545409
206 => 1.4169810814019
207 => 1.4298150857297
208 => 1.4141202012754
209 => 1.4412139750504
210 => 1.4784195133614
211 => 1.4707367168268
212 => 1.4964191537726
213 => 1.5229977741404
214 => 1.5610063949868
215 => 1.5709432559312
216 => 1.5873685092074
217 => 1.6042754902432
218 => 1.6097055568959
219 => 1.6200732389868
220 => 1.6200185961846
221 => 1.6512623039909
222 => 1.6857250812384
223 => 1.6987339818342
224 => 1.7286472314393
225 => 1.6774218397759
226 => 1.7162768877875
227 => 1.7513251136988
228 => 1.7095391738985
301 => 1.767131357038
302 => 1.7693675310026
303 => 1.8031311029602
304 => 1.7689052544634
305 => 1.7485820548788
306 => 1.8072543705792
307 => 1.835644055986
308 => 1.8270928516985
309 => 1.762017764846
310 => 1.7241412730961
311 => 1.6250111883569
312 => 1.7424350558315
313 => 1.7996287963771
314 => 1.761869646875
315 => 1.7809131655653
316 => 1.884808428658
317 => 1.9243650181235
318 => 1.9161375240361
319 => 1.9175278351008
320 => 1.9388718527735
321 => 2.0335229814997
322 => 1.976805831171
323 => 2.0201639674462
324 => 2.0431609665871
325 => 2.064521861026
326 => 2.0120662554642
327 => 1.9438222833543
328 => 1.9222065527
329 => 1.7581152436085
330 => 1.7495735783579
331 => 1.7447788828137
401 => 1.7145490056311
402 => 1.6907966028258
403 => 1.6719078102449
404 => 1.6223379778415
405 => 1.63906634114
406 => 1.5600623743171
407 => 1.6106063125617
408 => 1.4845140738949
409 => 1.5895274371077
410 => 1.5323734378827
411 => 1.5707508112104
412 => 1.5706169161702
413 => 1.4999520043166
414 => 1.4591939578985
415 => 1.485166571403
416 => 1.5130112747885
417 => 1.5175289842319
418 => 1.5536303689923
419 => 1.5637054894822
420 => 1.5331774040353
421 => 1.4819010925153
422 => 1.4938114101933
423 => 1.458952595691
424 => 1.3978638641006
425 => 1.4417388576357
426 => 1.4567197094759
427 => 1.4633361070888
428 => 1.4032623556579
429 => 1.3843858786938
430 => 1.374336200747
501 => 1.4741463255794
502 => 1.4796141495264
503 => 1.4516399891415
504 => 1.5780858467001
505 => 1.5494672548203
506 => 1.5814412336752
507 => 1.492730673702
508 => 1.4961195365576
509 => 1.4541225358165
510 => 1.4776380499909
511 => 1.4610180425128
512 => 1.4757382288305
513 => 1.4845614478156
514 => 1.5265515572622
515 => 1.5900068967079
516 => 1.5202796351576
517 => 1.4898984687874
518 => 1.5087467735333
519 => 1.5589422928723
520 => 1.6349910741322
521 => 1.589968665002
522 => 1.6099488456439
523 => 1.6143136262578
524 => 1.5811157685853
525 => 1.6362151264975
526 => 1.6657433200291
527 => 1.6960331365937
528 => 1.7223329356154
529 => 1.6839347177705
530 => 1.7250263150329
531 => 1.6919137412827
601 => 1.6622083395139
602 => 1.6622533903465
603 => 1.6436187578903
604 => 1.6075118093915
605 => 1.6008531341083
606 => 1.6354924038293
607 => 1.6632698177944
608 => 1.6655576986535
609 => 1.6809367022796
610 => 1.6900378382093
611 => 1.779241342714
612 => 1.8151197301559
613 => 1.8589911431767
614 => 1.8760815310057
615 => 1.9275174711278
616 => 1.8859787720564
617 => 1.8769916132216
618 => 1.7522248470533
619 => 1.7726553980238
620 => 1.8053666813825
621 => 1.7527642440676
622 => 1.7861283831318
623 => 1.7927151709322
624 => 1.7509768333762
625 => 1.773271082872
626 => 1.7140641659954
627 => 1.591297445702
628 => 1.636351800952
629 => 1.6695269715479
630 => 1.6221819126384
701 => 1.7070460982268
702 => 1.6574701929585
703 => 1.6417570110515
704 => 1.5804542862787
705 => 1.6093868126132
706 => 1.6485184687545
707 => 1.6243396548025
708 => 1.6745143242201
709 => 1.7455750372109
710 => 1.7962171330268
711 => 1.8001048043182
712 => 1.7675453294655
713 => 1.8197220957087
714 => 1.8201021464881
715 => 1.7612465410174
716 => 1.7251978103759
717 => 1.717007462927
718 => 1.7374685566666
719 => 1.7623121017928
720 => 1.8014834481704
721 => 1.8251538723997
722 => 1.8868737849667
723 => 1.9035734236587
724 => 1.9219212635672
725 => 1.9464396359492
726 => 1.9758802283755
727 => 1.9114658882007
728 => 1.9140251900192
729 => 1.8540434483257
730 => 1.7899443550743
731 => 1.8385875767874
801 => 1.9021821184405
802 => 1.8875934603196
803 => 1.8859519382617
804 => 1.8887125230428
805 => 1.8777131512406
806 => 1.8279634002351
807 => 1.8029793867301
808 => 1.8352151382532
809 => 1.8523470055395
810 => 1.8789170376447
811 => 1.8756417203624
812 => 1.9440832696523
813 => 1.9706775861413
814 => 1.9638736219485
815 => 1.9651257151065
816 => 2.0132734547998
817 => 2.0668236436766
818 => 2.1169804621295
819 => 2.1680021321453
820 => 2.1064935175316
821 => 2.0752632363547
822 => 2.1074849147571
823 => 2.0903876386438
824 => 2.1886336585723
825 => 2.1954359998308
826 => 2.2936749154538
827 => 2.3869153444524
828 => 2.3283527015742
829 => 2.383574636089
830 => 2.4433016605772
831 => 2.5585247811754
901 => 2.5197216877562
902 => 2.4899991263191
903 => 2.4619114493794
904 => 2.5203574462977
905 => 2.5955472876356
906 => 2.6117424593005
907 => 2.6379848244292
908 => 2.6103941862601
909 => 2.6436240709257
910 => 2.7609401657467
911 => 2.7292403213483
912 => 2.6842214462982
913 => 2.7768312360019
914 => 2.8103463588842
915 => 3.0455730432783
916 => 3.3425564490556
917 => 3.2196033689656
918 => 3.1432824244827
919 => 3.1612196567932
920 => 3.2696679430603
921 => 3.3044980906328
922 => 3.209817742859
923 => 3.2432604423241
924 => 3.4275330043903
925 => 3.5263893217673
926 => 3.3921291645947
927 => 3.0217107157904
928 => 2.6801679891621
929 => 2.7707605001334
930 => 2.7604901208021
1001 => 2.9584680002721
1002 => 2.7284842905432
1003 => 2.7323566263889
1004 => 2.9344284787441
1005 => 2.8805191729243
1006 => 2.7931930016785
1007 => 2.6808055668532
1008 => 2.473046998999
1009 => 2.2890294416743
1010 => 2.6499302483005
1011 => 2.6343675492633
1012 => 2.6118304547945
1013 => 2.6619843197664
1014 => 2.9055172516465
1015 => 2.8999030293275
1016 => 2.8641882113354
1017 => 2.8912775860065
1018 => 2.7884441033235
1019 => 2.8149466332857
1020 => 2.6801138870492
1021 => 2.741063919461
1022 => 2.7930056389352
1023 => 2.8034337081299
1024 => 2.8269286804961
1025 => 2.6261667140451
1026 => 2.71630294292
1027 => 2.7692495327614
1028 => 2.5300349136443
1029 => 2.7645210288751
1030 => 2.6226718948643
1031 => 2.5745261682785
1101 => 2.6393480464091
1102 => 2.6140868974603
1103 => 2.5923688449785
1104 => 2.5802497985302
1105 => 2.6278478316997
1106 => 2.6256273265604
1107 => 2.547747705915
1108 => 2.4461569155625
1109 => 2.4802541194088
1110 => 2.4678662855884
1111 => 2.4229711777611
1112 => 2.4532250597807
1113 => 2.3200022745056
1114 => 2.0907993967575
1115 => 2.2422178384719
1116 => 2.2363883931775
1117 => 2.2334489225157
1118 => 2.3472356965658
1119 => 2.3362977237484
1120 => 2.3164451959799
1121 => 2.4226065705201
1122 => 2.3838562407409
1123 => 2.5032756263944
1124 => 2.5819329573473
1125 => 2.5619829139196
1126 => 2.6359605138647
1127 => 2.4810396501187
1128 => 2.5324981467089
1129 => 2.5431036715378
1130 => 2.4212965556373
1201 => 2.3380873113735
1202 => 2.3325382034359
1203 => 2.1882648408227
1204 => 2.2653345065968
1205 => 2.3331526231185
1206 => 2.3006730082031
1207 => 2.2903909324217
1208 => 2.3429198276784
1209 => 2.3470017727195
1210 => 2.2539329931993
1211 => 2.2732849395664
1212 => 2.353985772911
1213 => 2.2712514856232
1214 => 2.110512279992
1215 => 2.070646734602
1216 => 2.0653279359792
1217 => 1.9572094151055
1218 => 2.0733107409695
1219 => 2.0226294009078
1220 => 2.1827311469071
1221 => 2.0912818882352
1222 => 2.0873396934711
1223 => 2.0813804878911
1224 => 1.9883184106552
1225 => 2.0086930911663
1226 => 2.0764216323367
1227 => 2.1005879388429
1228 => 2.0980671950856
1229 => 2.0760897255358
1230 => 2.0861508985529
1231 => 2.0537403547198
]
'min_raw' => 1.1340088734254
'max_raw' => 3.5263893217673
'avg_raw' => 2.3301990975963
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.13'
'max' => '$3.52'
'avg' => '$2.33'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.64600752684084
'max_diff' => 2.2024886934258
'year' => 2033
]
8 => [
'items' => [
101 => 2.0422955171253
102 => 2.0061724615262
103 => 1.9530815490444
104 => 1.9604641660505
105 => 1.8552771764312
106 => 1.7979657217905
107 => 1.7821026664988
108 => 1.760889926
109 => 1.7844987019831
110 => 1.8549791949056
111 => 1.7699647671703
112 => 1.6242134938868
113 => 1.6329733937593
114 => 1.652654287935
115 => 1.6159790718407
116 => 1.581269057725
117 => 1.6114465988861
118 => 1.5496898629908
119 => 1.6601172944216
120 => 1.6571305418707
121 => 1.6982910595216
122 => 1.7240295759075
123 => 1.6647106285816
124 => 1.6497920737446
125 => 1.6582903605903
126 => 1.5178326091994
127 => 1.686812664657
128 => 1.6882740111937
129 => 1.6757610749377
130 => 1.7657377377949
131 => 1.9556165608487
201 => 1.8841765097579
202 => 1.8565127626886
203 => 1.8039239592877
204 => 1.8739954174052
205 => 1.8686150227068
206 => 1.8442828374266
207 => 1.8295666558481
208 => 1.8566816716293
209 => 1.8262068053242
210 => 1.8207326819425
211 => 1.7875654501543
212 => 1.7757262574188
213 => 1.7669609904492
214 => 1.7573112927731
215 => 1.7785961212918
216 => 1.7303618996162
217 => 1.6721961567345
218 => 1.6673603045759
219 => 1.6807125175581
220 => 1.6748051572689
221 => 1.6673320224076
222 => 1.6530637727702
223 => 1.6488306878957
224 => 1.662586160137
225 => 1.6470570339704
226 => 1.6699711055444
227 => 1.6637397459697
228 => 1.6289318779302
301 => 1.5855483868295
302 => 1.5851621827588
303 => 1.5758152807644
304 => 1.5639105957583
305 => 1.5605989847319
306 => 1.6089051305415
307 => 1.7088974066861
308 => 1.6892665302666
309 => 1.7034518503328
310 => 1.7732295853316
311 => 1.795409828998
312 => 1.7796668174115
313 => 1.7581168121651
314 => 1.7590649030278
315 => 1.8327077945848
316 => 1.837300811399
317 => 1.8489058831251
318 => 1.863821679886
319 => 1.7822070420976
320 => 1.7552208609275
321 => 1.7424333111528
322 => 1.7030526072512
323 => 1.7455213201626
324 => 1.7207766198407
325 => 1.7241155253135
326 => 1.7219410587442
327 => 1.7231284645278
328 => 1.660086427704
329 => 1.6830556325307
330 => 1.6448648745558
331 => 1.5937317367412
401 => 1.5935603205337
402 => 1.6060750835735
403 => 1.5986308128147
404 => 1.5785984716124
405 => 1.5814439711302
406 => 1.5565144011789
407 => 1.5844708722867
408 => 1.585272563845
409 => 1.5745077996692
410 => 1.6175786006604
411 => 1.6352247429689
412 => 1.6281391445848
413 => 1.6347275984975
414 => 1.6900822818099
415 => 1.699107510484
416 => 1.7031159208879
417 => 1.6977451819593
418 => 1.6357393804924
419 => 1.6384896014565
420 => 1.6183103048223
421 => 1.6012609256084
422 => 1.6019428113647
423 => 1.6107084085449
424 => 1.648988285526
425 => 1.7295460299108
426 => 1.7326031374232
427 => 1.7363084409105
428 => 1.7212371094916
429 => 1.7166914517225
430 => 1.7226883476538
501 => 1.7529416009197
502 => 1.8307611819979
503 => 1.8032545446498
504 => 1.7808912203195
505 => 1.8005098848661
506 => 1.7974897452354
507 => 1.7719967273905
508 => 1.7712812232867
509 => 1.7223519714316
510 => 1.7042639410859
511 => 1.6891482290634
512 => 1.6726422661406
513 => 1.662856978035
514 => 1.6778916278991
515 => 1.6813302302077
516 => 1.6484567055193
517 => 1.6439761655761
518 => 1.670821395461
519 => 1.6590078106797
520 => 1.6711583755901
521 => 1.6739774108749
522 => 1.6735234812661
523 => 1.6611887419729
524 => 1.6690505369712
525 => 1.6504550480863
526 => 1.6302352468761
527 => 1.6173362734422
528 => 1.6060802083205
529 => 1.6123257274564
530 => 1.5900615921238
531 => 1.5829388471424
601 => 1.6663871377217
602 => 1.728031287193
603 => 1.7271349568459
604 => 1.7216787763756
605 => 1.7135719989424
606 => 1.7523485396565
607 => 1.7388395682331
608 => 1.748668473656
609 => 1.7511703426039
610 => 1.7587427463948
611 => 1.7614492298799
612 => 1.7532683570142
613 => 1.7258123484676
614 => 1.6573945856084
615 => 1.6255459323072
616 => 1.6150353462365
617 => 1.6154173860777
618 => 1.6048790217558
619 => 1.607983042345
620 => 1.6037995700691
621 => 1.5958770856693
622 => 1.6118365363696
623 => 1.6136757143903
624 => 1.6099505878956
625 => 1.6108279900366
626 => 1.5799855336829
627 => 1.5823304186532
628 => 1.5692738011651
629 => 1.566825842786
630 => 1.5338198507458
701 => 1.4753449515517
702 => 1.5077457220011
703 => 1.468610147536
704 => 1.4537889124854
705 => 1.5239503340401
706 => 1.5169080732909
707 => 1.5048547840855
708 => 1.4870254572251
709 => 1.48041238646
710 => 1.4402334619352
711 => 1.437859476728
712 => 1.4577732366447
713 => 1.4485837216338
714 => 1.435678162217
715 => 1.3889355342248
716 => 1.3363813444093
717 => 1.337967625056
718 => 1.3546841350308
719 => 1.4032896423112
720 => 1.384298629733
721 => 1.3705204322107
722 => 1.3679401899858
723 => 1.4002373235325
724 => 1.4459445339598
725 => 1.4673893344511
726 => 1.4461381884525
727 => 1.4217260161723
728 => 1.4232118719839
729 => 1.4330966050232
730 => 1.434135350703
731 => 1.4182455361605
801 => 1.4227184258791
802 => 1.4159236973869
803 => 1.3742244611725
804 => 1.3734702542191
805 => 1.3632365891611
806 => 1.3629267178502
807 => 1.3455167006791
808 => 1.3430809189271
809 => 1.3085122731214
810 => 1.3312654604743
811 => 1.3160038169939
812 => 1.2930009204114
813 => 1.2890352123702
814 => 1.2889159983978
815 => 1.3125348298345
816 => 1.3309894606774
817 => 1.3162692998164
818 => 1.3129178045266
819 => 1.3487030059942
820 => 1.3441490129181
821 => 1.3402052842843
822 => 1.4418519545871
823 => 1.3613906834538
824 => 1.3263049766709
825 => 1.2828797519321
826 => 1.297019224076
827 => 1.2999986186088
828 => 1.195568781097
829 => 1.1532016090243
830 => 1.1386627921422
831 => 1.1302954974778
901 => 1.1341085787263
902 => 1.0959731546872
903 => 1.1216007903432
904 => 1.0885787366325
905 => 1.0830424818649
906 => 1.142090004547
907 => 1.1503061223776
908 => 1.1152536111645
909 => 1.1377629978494
910 => 1.1296007813336
911 => 1.0891448049644
912 => 1.0875996842411
913 => 1.0673002973953
914 => 1.0355356877176
915 => 1.0210184087365
916 => 1.0134576837984
917 => 1.0165773862635
918 => 1.0149999692327
919 => 1.0047062561007
920 => 1.01558999282
921 => 0.98778654297272
922 => 0.9767149852159
923 => 0.97171421943533
924 => 0.94703705738898
925 => 0.9863093961885
926 => 0.9940465416719
927 => 1.001798931722
928 => 1.0692781943269
929 => 1.0659071210615
930 => 1.0963799816008
1001 => 1.0951958622762
1002 => 1.0865045088228
1003 => 1.0498371182612
1004 => 1.0644520866056
1005 => 1.0194694857117
1006 => 1.053173508821
1007 => 1.0377924001875
1008 => 1.04797314052
1009 => 1.0296672514419
1010 => 1.0397984862894
1011 => 0.99588130589518
1012 => 0.95487206077451
1013 => 0.97137537814556
1014 => 0.98931637151117
1015 => 1.0282170164079
1016 => 1.0050481132308
1017 => 1.0133805269265
1018 => 0.98546833587501
1019 => 0.92787751301264
1020 => 0.92820347081569
1021 => 0.91934437740259
1022 => 0.91168882724486
1023 => 1.0077093404688
1024 => 0.99576767178969
1025 => 0.97674018563654
1026 => 1.0022092319748
1027 => 1.0089436520747
1028 => 1.0091353715475
1029 => 1.0277169303046
1030 => 1.0376339115442
1031 => 1.0393818224704
1101 => 1.0686203066559
1102 => 1.07842066089
1103 => 1.118786932982
1104 => 1.0367925249722
1105 => 1.0351039040971
1106 => 1.0025676336872
1107 => 0.98193261661523
1108 => 1.0039805309602
1109 => 1.0235119732294
1110 => 1.0031745300422
1111 => 1.0058301707756
1112 => 0.97852881492702
1113 => 0.9882877649947
1114 => 0.99669348746554
1115 => 0.99205234158267
1116 => 0.98510432156202
1117 => 1.021910617697
1118 => 1.019833862224
1119 => 1.0541087313579
1120 => 1.0808284428672
1121 => 1.1287149426117
1122 => 1.0787428837487
1123 => 1.0769217033028
1124 => 1.0947240342881
1125 => 1.0784179354458
1126 => 1.0887228270467
1127 => 1.1270546652618
1128 => 1.1278645566007
1129 => 1.114297833187
1130 => 1.1134722968344
1201 => 1.1160779344697
1202 => 1.1313392354852
1203 => 1.1260064679779
1204 => 1.1321776815465
1205 => 1.1398948786109
1206 => 1.1718164776931
1207 => 1.1795126671617
1208 => 1.1608149167697
1209 => 1.1625031142802
1210 => 1.1555096423689
1211 => 1.1487540361304
1212 => 1.1639396523774
1213 => 1.1916916645427
1214 => 1.1915190207153
1215 => 1.1979569481157
1216 => 1.2019677235514
1217 => 1.1847505393142
1218 => 1.1735427854692
1219 => 1.1778405514612
1220 => 1.1847127728758
1221 => 1.175611982678
1222 => 1.1194376896814
1223 => 1.1364773817488
1224 => 1.1336411437904
1225 => 1.1296019960393
1226 => 1.1467355381772
1227 => 1.1450829662404
1228 => 1.0955820207937
1229 => 1.0987509107158
1230 => 1.0957747314855
1231 => 1.1053913754474
]
'min_raw' => 0.91168882724486
'max_raw' => 2.0422955171253
'avg_raw' => 1.4769921721851
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.911688'
'max' => '$2.04'
'avg' => '$1.47'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.22232004618051
'max_diff' => -1.484093804642
'year' => 2034
]
9 => [
'items' => [
101 => 1.0778986051128
102 => 1.0863551961011
103 => 1.0916590906933
104 => 1.0947831253546
105 => 1.1060692807217
106 => 1.1047449806537
107 => 1.1059869603701
108 => 1.1227213493449
109 => 1.2073581462311
110 => 1.2119647403451
111 => 1.1892801861454
112 => 1.1983422181151
113 => 1.1809450983817
114 => 1.1926239014093
115 => 1.2006142418314
116 => 1.1645074299183
117 => 1.162369418848
118 => 1.144900495013
119 => 1.1542873051915
120 => 1.139352215262
121 => 1.1430167639234
122 => 1.1327703663964
123 => 1.1512118419076
124 => 1.1718322770448
125 => 1.1770418132861
126 => 1.1633377662816
127 => 1.1534151331096
128 => 1.1359942579783
129 => 1.1649655615713
130 => 1.1734376536263
131 => 1.1649210612784
201 => 1.1629475807401
202 => 1.1592078386862
203 => 1.1637409846958
204 => 1.1733915127935
205 => 1.1688405019599
206 => 1.171846524794
207 => 1.1603906655477
208 => 1.1847562389186
209 => 1.223454633326
210 => 1.2235790549919
211 => 1.2190280196266
212 => 1.2171658340086
213 => 1.2218354724733
214 => 1.2243685597818
215 => 1.2394693143113
216 => 1.2556730255621
217 => 1.3312886757365
218 => 1.3100561037484
219 => 1.3771468069783
220 => 1.4302068425957
221 => 1.4461172272431
222 => 1.4314804220089
223 => 1.3814087019672
224 => 1.3789519445022
225 => 1.4537802339794
226 => 1.4326378148493
227 => 1.4301229913684
228 => 1.4033695183929
301 => 1.4191841344035
302 => 1.4157252458956
303 => 1.4102652211712
304 => 1.4404384068637
305 => 1.4969199169012
306 => 1.4881167438817
307 => 1.48154558359
308 => 1.4527526720278
309 => 1.4700924359179
310 => 1.4639180781179
311 => 1.4904470375707
312 => 1.4747318696793
313 => 1.4324776402303
314 => 1.4392067655418
315 => 1.4381896717881
316 => 1.4591213891675
317 => 1.4528382071673
318 => 1.4369627796611
319 => 1.4967268692403
320 => 1.4928461216883
321 => 1.4983481344546
322 => 1.5007702906297
323 => 1.5371476387951
324 => 1.5520502743932
325 => 1.5554334335813
326 => 1.5695897847883
327 => 1.5550812106672
328 => 1.6131258515898
329 => 1.6517221508047
330 => 1.6965537384901
331 => 1.7620647376933
401 => 1.7866974794044
402 => 1.7822477950934
403 => 1.8319174870226
404 => 1.9211728193241
405 => 1.8002888496591
406 => 1.9275799632455
407 => 1.8872810663306
408 => 1.7917331066917
409 => 1.7855809445274
410 => 1.8502871321295
411 => 1.9937992284913
412 => 1.9578510760534
413 => 1.9938580267906
414 => 1.9518540061338
415 => 1.9497681524705
416 => 1.991817985262
417 => 2.0900697115963
418 => 2.0433939993258
419 => 1.9764729204318
420 => 2.0258864036798
421 => 1.9830798714883
422 => 1.8866247736671
423 => 1.9578235871787
424 => 1.9102149682089
425 => 1.9241096942377
426 => 2.0241759300645
427 => 2.0121356958274
428 => 2.0277168738259
429 => 2.000216502489
430 => 1.9745268192498
501 => 1.926575117743
502 => 1.9123789829171
503 => 1.9163022838595
504 => 1.912377038724
505 => 1.8855485024298
506 => 1.8797548825714
507 => 1.8700985956498
508 => 1.8730914827413
509 => 1.8549348382824
510 => 1.8892001777306
511 => 1.8955601266773
512 => 1.9204955832356
513 => 1.9230844650556
514 => 1.9925293566363
515 => 1.9542802773277
516 => 1.9799410619945
517 => 1.9776457198853
518 => 1.7938039207038
519 => 1.8191356985811
520 => 1.8585439954083
521 => 1.8407906111043
522 => 1.8156914793506
523 => 1.7954225847292
524 => 1.7647131367769
525 => 1.8079360950471
526 => 1.8647696889232
527 => 1.924525858786
528 => 1.9963189814969
529 => 1.9802955922719
530 => 1.9231837362952
531 => 1.9257457324341
601 => 1.9415829844563
602 => 1.9210723041215
603 => 1.9150233040747
604 => 1.9407519447386
605 => 1.9409291237466
606 => 1.9173291072229
607 => 1.8911020076141
608 => 1.8909921151092
609 => 1.8863252560575
610 => 1.9526842299916
611 => 1.9891749560064
612 => 1.9933585589362
613 => 1.988893366196
614 => 1.9906118416645
615 => 1.9693786922148
616 => 2.017911375362
617 => 2.0624497648027
618 => 2.0505125250087
619 => 2.0326169055788
620 => 2.0183621827331
621 => 2.0471545653279
622 => 2.0458724858543
623 => 2.0620607608254
624 => 2.0613263671647
625 => 2.0558828591638
626 => 2.0505127194135
627 => 2.0718047165101
628 => 2.0656729632853
629 => 2.0595316857541
630 => 2.0472144134827
701 => 2.0488885353526
702 => 2.0309960058538
703 => 2.0227181030012
704 => 1.8982383055639
705 => 1.864973236194
706 => 1.8754391041907
707 => 1.8788847396813
708 => 1.8644077388612
709 => 1.8851640392009
710 => 1.8819291917793
711 => 1.8945140907743
712 => 1.886651592255
713 => 1.8869742719368
714 => 1.9100962036204
715 => 1.9168085987559
716 => 1.9133946204144
717 => 1.9157856538205
718 => 1.9708860094723
719 => 1.9630525009088
720 => 1.958891105612
721 => 1.9600438405487
722 => 1.9741231627827
723 => 1.9780646043057
724 => 1.9613644396125
725 => 1.9692403338243
726 => 2.0027748917785
727 => 2.0145100891708
728 => 2.0519632060329
729 => 2.0360524563138
730 => 2.0652573260243
731 => 2.1550231388406
801 => 2.22673428144
802 => 2.1607857511173
803 => 2.2924741321422
804 => 2.3950124263464
805 => 2.3910768358284
806 => 2.3731969124804
807 => 2.2564597906505
808 => 2.1490365506902
809 => 2.2389006523487
810 => 2.2391297344246
811 => 2.2314103283956
812 => 2.1834657605248
813 => 2.2297419613595
814 => 2.2334151981313
815 => 2.2313591623316
816 => 2.1946001745571
817 => 2.1384759944218
818 => 2.149442524878
819 => 2.1674059254762
820 => 2.1333974605858
821 => 2.1225296954077
822 => 2.1427349385506
823 => 2.2078404418868
824 => 2.1955326236116
825 => 2.1952112167366
826 => 2.2478692826451
827 => 2.2101774717765
828 => 2.1495808479467
829 => 2.1342794012584
830 => 2.0799695738045
831 => 2.1174815650719
901 => 2.1188315548563
902 => 2.0982866206024
903 => 2.1512479561318
904 => 2.1507599081012
905 => 2.2010388139319
906 => 2.2971531979855
907 => 2.2687274451192
908 => 2.2356713872489
909 => 2.2392654972845
910 => 2.2786840133552
911 => 2.2548506787017
912 => 2.263421312015
913 => 2.2786710406752
914 => 2.2878715806054
915 => 2.2379416811768
916 => 2.2263006331968
917 => 2.2024871344825
918 => 2.1962746371679
919 => 2.2156702349858
920 => 2.2105601802174
921 => 2.1187180934423
922 => 2.1091200843698
923 => 2.1094144416052
924 => 2.0852797914319
925 => 2.0484686569378
926 => 2.1452061205097
927 => 2.1374367483449
928 => 2.1288599627767
929 => 2.1299105700703
930 => 2.17190102427
1001 => 2.1475444402654
1002 => 2.2123004108072
1003 => 2.1989885300065
1004 => 2.1853352496935
1005 => 2.1834479504652
1006 => 2.1781926023878
1007 => 2.1601700584017
1008 => 2.1384067535515
1009 => 2.1240367345842
1010 => 1.9593116114969
1011 => 1.9898836361799
1012 => 2.02505396385
1013 => 2.0371946200255
1014 => 2.0164271875295
1015 => 2.1609900832156
1016 => 2.1874031173002
1017 => 2.1073963141785
1018 => 2.0924303079706
1019 => 2.1619712520911
1020 => 2.1200295617518
1021 => 2.1389159023434
1022 => 2.0980939642602
1023 => 2.1810409908532
1024 => 2.1804090734848
1025 => 2.1481408066966
1026 => 2.1754137248224
1027 => 2.1706743841445
1028 => 2.1342435904138
1029 => 2.1821959119949
1030 => 2.1822196957481
1031 => 2.1511621905371
1101 => 2.1148938238127
1102 => 2.1084098964629
1103 => 2.103525128198
1104 => 2.137714548792
1105 => 2.168368676389
1106 => 2.2254084080443
1107 => 2.2397495518131
1108 => 2.2957239906865
1109 => 2.2623939376834
1110 => 2.2771687184832
1111 => 2.2932088330618
1112 => 2.3008990538465
1113 => 2.2883682517579
1114 => 2.3753195953265
1115 => 2.3826609528441
1116 => 2.3851224465172
1117 => 2.3558029426921
1118 => 2.3818455244041
1119 => 2.3696610628607
1120 => 2.4013616468557
1121 => 2.4063327031995
1122 => 2.4021223953268
1123 => 2.4037002870731
1124 => 2.3295026546054
1125 => 2.3256551159382
1126 => 2.2731936532028
1127 => 2.294572087043
1128 => 2.2546061296737
1129 => 2.2672797464505
1130 => 2.2728661559671
1201 => 2.2699481326616
1202 => 2.2957807916164
1203 => 2.2738177542412
1204 => 2.2158536875505
1205 => 2.1578738285885
1206 => 2.1571459386886
1207 => 2.1418808652534
1208 => 2.1308470130974
1209 => 2.1329725244696
1210 => 2.14046310378
1211 => 2.1304116470108
1212 => 2.1325566349343
1213 => 2.1681777264441
1214 => 2.1753212823084
1215 => 2.1510446883141
1216 => 2.0535706603311
1217 => 2.029650289369
1218 => 2.046843777655
1219 => 2.0386263976567
1220 => 1.6453306111757
1221 => 1.7377296223706
1222 => 1.6828292674925
1223 => 1.7081298768642
1224 => 1.6520908309117
1225 => 1.6788356008983
1226 => 1.6738968184444
1227 => 1.8224716941602
1228 => 1.820151901834
1229 => 1.8212622636598
1230 => 1.7682618006776
1231 => 1.8526929773277
]
'min_raw' => 1.0778986051128
'max_raw' => 2.4063327031995
'avg_raw' => 1.7421156541561
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.07'
'max' => '$2.40'
'avg' => '$1.74'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.1662097778679
'max_diff' => 0.36403718607423
'year' => 2035
]
10 => [
'items' => [
101 => 1.8942868109925
102 => 1.8865888993652
103 => 1.8885262978768
104 => 1.8552353725392
105 => 1.8215845925875
106 => 1.7842606988031
107 => 1.8536038800817
108 => 1.8458941020511
109 => 1.8635775589627
110 => 1.9085515687749
111 => 1.9151741625593
112 => 1.9240749957654
113 => 1.9208846806655
114 => 1.996890929545
115 => 1.9876860713003
116 => 2.0098671312516
117 => 1.9642390080508
118 => 1.9126064555879
119 => 1.9224201158158
120 => 1.9214749814194
121 => 1.9094423357782
122 => 1.8985798013093
123 => 1.8804967419188
124 => 1.9377142176198
125 => 1.9353912925977
126 => 1.9729967486003
127 => 1.9663496189719
128 => 1.9219584604852
129 => 1.9235438993949
130 => 1.9342067379987
131 => 1.9711109441528
201 => 1.9820666251692
202 => 1.976991517214
203 => 1.9890039213027
204 => 1.9984980357093
205 => 1.9901962358982
206 => 2.1077322142762
207 => 2.0589230814739
208 => 2.08271231319
209 => 2.08838590478
210 => 2.073853119225
211 => 2.0770047600318
212 => 2.0817786370835
213 => 2.1107646837202
214 => 2.1868324572751
215 => 2.2205223563717
216 => 2.3218800800342
217 => 2.2177248792378
218 => 2.2115447406596
219 => 2.2298023274012
220 => 2.2893100409958
221 => 2.3375354535889
222 => 2.3535346051368
223 => 2.3556491571311
224 => 2.3856646290385
225 => 2.4028689377804
226 => 2.3820199612636
227 => 2.3643526366445
228 => 2.3010704728079
229 => 2.3083955555836
301 => 2.3588581119731
302 => 2.430139445103
303 => 2.4913062444871
304 => 2.4698877632209
305 => 2.6332956561903
306 => 2.6494968813168
307 => 2.6472583958526
308 => 2.6841671977564
309 => 2.6109107423242
310 => 2.5795921883499
311 => 2.3681725127598
312 => 2.4275728179041
313 => 2.513914649889
314 => 2.5024869846606
315 => 2.4397832383494
316 => 2.4912586780727
317 => 2.4742392879144
318 => 2.4608153887613
319 => 2.5223128731323
320 => 2.454693862889
321 => 2.513240098536
322 => 2.4381539457354
323 => 2.4699856010392
324 => 2.4519164139649
325 => 2.4636093924782
326 => 2.3952524790158
327 => 2.4321362102499
328 => 2.393717994534
329 => 2.3936997792975
330 => 2.3928516950563
331 => 2.4380505554735
401 => 2.4395244886891
402 => 2.406122462549
403 => 2.4013087087445
404 => 2.4191076795502
405 => 2.3982697462946
406 => 2.4080196841125
407 => 2.3985650619787
408 => 2.3964366273915
409 => 2.3794768984779
410 => 2.3721701809445
411 => 2.3750353331602
412 => 2.3652550915606
413 => 2.35936214223
414 => 2.391679439111
415 => 2.3744136110635
416 => 2.3890332033359
417 => 2.3723723328019
418 => 2.3146184967352
419 => 2.2814036548775
420 => 2.1723120123309
421 => 2.2032502668293
422 => 2.2237623615698
423 => 2.2169831143804
424 => 2.2315475605635
425 => 2.2324416992716
426 => 2.2277066493506
427 => 2.2222240681394
428 => 2.2195554508116
429 => 2.2394451380161
430 => 2.2509917708944
501 => 2.2258210246934
502 => 2.2199238710347
503 => 2.2453728851588
504 => 2.2608967690732
505 => 2.3755164057796
506 => 2.3670250128759
507 => 2.3883367427126
508 => 2.3859373689882
509 => 2.4082754570819
510 => 2.4447887903347
511 => 2.3705469745432
512 => 2.3834327866757
513 => 2.3802734831177
514 => 2.4147659309506
515 => 2.4148736126078
516 => 2.3941936671064
517 => 2.4054046010565
518 => 2.3991469652814
519 => 2.4104553588972
520 => 2.3669116051467
521 => 2.419943196957
522 => 2.4500086922332
523 => 2.4504261516642
524 => 2.4646769578106
525 => 2.4791566022064
526 => 2.5069490187127
527 => 2.4783814867943
528 => 2.4269912778663
529 => 2.4307014849616
530 => 2.40057142427
531 => 2.4010779160337
601 => 2.3983742233048
602 => 2.4064882087088
603 => 2.3686921686539
604 => 2.3775628237091
605 => 2.3651438546853
606 => 2.3834057902625
607 => 2.3637589663875
608 => 2.3802719596059
609 => 2.3873984200645
610 => 2.4136952125786
611 => 2.3598749087519
612 => 2.2501316659352
613 => 2.2732010260835
614 => 2.239079630365
615 => 2.2422376954481
616 => 2.2486174895182
617 => 2.2279384895983
618 => 2.2318833911128
619 => 2.2317424514709
620 => 2.2305279097783
621 => 2.2251485032383
622 => 2.2173472994721
623 => 2.2484248941928
624 => 2.2537055831225
625 => 2.2654439004743
626 => 2.3003691707367
627 => 2.2968793126429
628 => 2.3025714159867
629 => 2.2901455863469
630 => 2.2428140940469
701 => 2.2453844217975
702 => 2.2133323935612
703 => 2.2646242580495
704 => 2.2524776675192
705 => 2.244646681586
706 => 2.2425099245206
707 => 2.2775217677725
708 => 2.2879978600169
709 => 2.2814698623546
710 => 2.2680807486971
711 => 2.2937918050557
712 => 2.3006709990748
713 => 2.3022109969208
714 => 2.3477660591821
715 => 2.3047570188476
716 => 2.3151097223292
717 => 2.3958785595831
718 => 2.3226323695315
719 => 2.3614325099868
720 => 2.3595334450177
721 => 2.3793822839495
722 => 2.3579052608811
723 => 2.358171494322
724 => 2.3757959186166
725 => 2.3510455932765
726 => 2.3449170646577
727 => 2.3364505462641
728 => 2.3549368794351
729 => 2.3660186001061
730 => 2.4553291300877
731 => 2.5130278055107
801 => 2.5105229538412
802 => 2.533412609215
803 => 2.5231006098239
804 => 2.489800443622
805 => 2.546639766806
806 => 2.5286534266922
807 => 2.5301361987178
808 => 2.530081009869
809 => 2.5420403536514
810 => 2.5335660625238
811 => 2.5168623648431
812 => 2.5279510588925
813 => 2.5608805159385
814 => 2.6630945610085
815 => 2.7202948947857
816 => 2.6596510290923
817 => 2.7014823555939
818 => 2.6763984657186
819 => 2.6718399767472
820 => 2.6981131411009
821 => 2.7244322931509
822 => 2.7227558769461
823 => 2.7036495240612
824 => 2.6928568301223
825 => 2.7745827244454
826 => 2.8347969712183
827 => 2.8306907632699
828 => 2.8488142297441
829 => 2.9020252878502
830 => 2.9068902401407
831 => 2.9062773679717
901 => 2.8942190761144
902 => 2.9466122731489
903 => 2.9903195998857
904 => 2.891427929947
905 => 2.9290845832726
906 => 2.9459898681721
907 => 2.9708118419765
908 => 3.0126906724305
909 => 3.0581821901146
910 => 3.0646151895042
911 => 3.0600506685899
912 => 3.0300477897996
913 => 3.0798251512763
914 => 3.1089835622065
915 => 3.1263467286371
916 => 3.1703768297497
917 => 2.9460942694564
918 => 2.7873359257142
919 => 2.7625435178406
920 => 2.8129598541649
921 => 2.8262542399908
922 => 2.8208952897341
923 => 2.6421983401752
924 => 2.7616027153833
925 => 2.8900717833023
926 => 2.8950068034078
927 => 2.9593211049696
928 => 2.9802644778904
929 => 3.0320459205158
930 => 3.028806977181
1001 => 3.0414149344376
1002 => 3.0385165834037
1003 => 3.1344308019981
1004 => 3.2402384285071
1005 => 3.2365746468487
1006 => 3.221363548679
1007 => 3.2439546233386
1008 => 3.3531594329302
1009 => 3.3431056040344
1010 => 3.3528720424236
1011 => 3.4816306674454
1012 => 3.6490351956747
1013 => 3.5712589851723
1014 => 3.7400109824607
1015 => 3.8462314195947
1016 => 4.0299286822197
1017 => 4.006928880211
1018 => 4.0784408765181
1019 => 3.9657544344118
1020 => 3.7070035856482
1021 => 3.6660552733729
1022 => 3.7480348315245
1023 => 3.9495735757918
1024 => 3.741687659252
1025 => 3.7837427094168
1026 => 3.7716308521401
1027 => 3.7709854627379
1028 => 3.7956173512313
1029 => 3.7598875122588
1030 => 3.6143177206096
1031 => 3.6810314982743
1101 => 3.6552701048592
1102 => 3.6838542914923
1103 => 3.8381113577359
1104 => 3.7699106317205
1105 => 3.6980667070403
1106 => 3.7881749320324
1107 => 3.9029136669929
1108 => 3.8957335231644
1109 => 3.8818010430698
1110 => 3.960337703882
1111 => 4.0900572584613
1112 => 4.1251199328086
1113 => 4.151002482187
1114 => 4.1545712484571
1115 => 4.1913317590142
1116 => 3.9936612289069
1117 => 4.3073694367265
1118 => 4.3615381782026
1119 => 4.3513566998694
1120 => 4.411562976251
1121 => 4.3938487624537
1122 => 4.3681836459365
1123 => 4.4636234002435
1124 => 4.3542094235215
1125 => 4.1989100584013
1126 => 4.1137097552231
1127 => 4.2259083873605
1128 => 4.2944241768141
1129 => 4.3397087552203
1130 => 4.3534118412844
1201 => 4.0090058294633
1202 => 3.8233900907248
1203 => 3.9423676511674
1204 => 4.0875284862999
1205 => 3.9928548531384
1206 => 3.9965658803174
1207 => 3.8615861592221
1208 => 4.099471196524
1209 => 4.0648133475172
1210 => 4.2446183294731
1211 => 4.2017064275042
1212 => 4.3483304103001
1213 => 4.3097194017252
1214 => 4.4699915396073
1215 => 4.5339284346033
1216 => 4.6412884322848
1217 => 4.7202628836132
1218 => 4.7666381919737
1219 => 4.7638539924091
1220 => 4.9476160682204
1221 => 4.8392579922724
1222 => 4.7031347108441
1223 => 4.7006726701465
1224 => 4.77117284648
1225 => 4.9189218752963
1226 => 4.9572310488074
1227 => 4.9786406505666
1228 => 4.9458511001988
1229 => 4.8282361748506
1230 => 4.7774506464064
1231 => 4.8207213880392
]
'min_raw' => 1.7842606988031
'max_raw' => 4.9786406505666
'avg_raw' => 3.3814506746849
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.78'
'max' => '$4.97'
'avg' => '$3.38'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.70636209369038
'max_diff' => 2.5723079473671
'year' => 2036
]
11 => [
'items' => [
101 => 4.7678049893195
102 => 4.8591535392289
103 => 4.984594609252
104 => 4.95869152434
105 => 5.0452816535933
106 => 5.1348933278233
107 => 5.2630420466842
108 => 5.2965448671278
109 => 5.3519237553229
110 => 5.4089268222927
111 => 5.4272346711277
112 => 5.4621900351455
113 => 5.4620058031227
114 => 5.5673461453578
115 => 5.683539804962
116 => 5.7274002215732
117 => 5.8282548310931
118 => 5.6555448466573
119 => 5.7865473538012
120 => 5.9047148944504
121 => 5.7638306810125
122 => 5.9580067474249
123 => 5.9655461640712
124 => 6.0793824042236
125 => 5.9639875664444
126 => 5.8954664801244
127 => 6.0932842888785
128 => 6.189002095332
129 => 6.1601711130509
130 => 5.9407659143302
131 => 5.8130626779432
201 => 5.4788386762035
202 => 5.8747414436665
203 => 6.0675741330557
204 => 5.9402665242497
205 => 6.0044730770901
206 => 6.3547632103425
207 => 6.4881310134785
208 => 6.4603914427376
209 => 6.4650789735606
210 => 6.5370418193359
211 => 6.8561647081668
212 => 6.6649388759687
213 => 6.8111238595889
214 => 6.8886598477919
215 => 6.9606795947624
216 => 6.7838218582776
217 => 6.553732541667
218 => 6.480853596604
219 => 5.9276082915126
220 => 5.8988094707601
221 => 5.8826438199781
222 => 5.7807216784742
223 => 5.7006387940763
224 => 5.6369539111163
225 => 5.4698257603132
226 => 5.5262266051109
227 => 5.2598592150868
228 => 5.4302716317435
301 => 5.0051428455995
302 => 5.3592027314703
303 => 5.1665040327184
304 => 5.2958960263154
305 => 5.2954445898392
306 => 5.0571929058582
307 => 4.9197743067237
308 => 5.0073427865041
309 => 5.1012231480232
310 => 5.1164549208283
311 => 5.238173260066
312 => 5.2721422322203
313 => 5.1692146607331
314 => 4.9963329964456
315 => 5.0364894640487
316 => 4.9189605371895
317 => 4.7129956135536
318 => 4.8609232175114
319 => 4.9114322054203
320 => 4.9337398519144
321 => 4.7311970047498
322 => 4.6675536447515
323 => 4.633670453908
324 => 4.9701872583008
325 => 4.9886224084892
326 => 4.8943055736579
327 => 5.3206266105846
328 => 5.2241370299756
329 => 5.331939532037
330 => 5.0328456855139
331 => 5.0442714732343
401 => 4.9026756530987
402 => 4.9819598509385
403 => 4.9259243353543
404 => 4.9755544712548
405 => 5.0053025700808
406 => 5.1468751557356
407 => 5.3608192629873
408 => 5.1257289324685
409 => 5.0232967089059
410 => 5.0868450843034
411 => 5.2560827822941
412 => 5.5124865578683
413 => 5.3606903621215
414 => 5.4280549361273
415 => 5.4427710987063
416 => 5.3308422037632
417 => 5.5166135358785
418 => 5.6161699019627
419 => 5.7182941332779
420 => 5.8069657418729
421 => 5.6775034695307
422 => 5.8160466586246
423 => 5.7044053043799
424 => 5.6042514683514
425 => 5.604403360379
426 => 5.5415753960242
427 => 5.4198382982539
428 => 5.3973881096429
429 => 5.5141768259436
430 => 5.6078303164843
501 => 5.6155440665352
502 => 5.6673954509886
503 => 5.6980805661963
504 => 5.9988364096238
505 => 6.1198028978332
506 => 6.2677184298372
507 => 6.3253398656154
508 => 6.4987597288796
509 => 6.3587091048211
510 => 6.3284082713463
511 => 5.9077484082723
512 => 5.9766314372848
513 => 6.0869198129576
514 => 5.9095670229654
515 => 6.0220565472304
516 => 6.0442643621742
517 => 5.9035406430263
518 => 5.9787072617362
519 => 5.7790870077921
520 => 5.3651704390241
521 => 5.5170743433439
522 => 5.6289267472246
523 => 5.4692995755849
524 => 5.7554251023244
525 => 5.588276476433
526 => 5.5352983865744
527 => 5.3286119699833
528 => 5.4261600025245
529 => 5.5580951132898
530 => 5.4765745539398
531 => 5.6457419549647
601 => 5.8853281101139
602 => 6.0560714718755
603 => 6.0691790270628
604 => 5.9594024843669
605 => 6.1353200946215
606 => 6.1366014623586
607 => 5.9381656793468
608 => 5.8166248671472
609 => 5.7890105388913
610 => 5.8579965449823
611 => 5.9417582918961
612 => 6.0738272210643
613 => 6.1536337089696
614 => 6.3617267033359
615 => 6.4180307011177
616 => 6.4798917243745
617 => 6.5625571286785
618 => 6.6618181415201
619 => 6.4446406963553
620 => 6.4532695611211
621 => 6.25103693121
622 => 6.0349223630572
623 => 6.198926381224
624 => 6.4133398184367
625 => 6.3641531390343
626 => 6.3586186328088
627 => 6.367926137136
628 => 6.3308409871534
629 => 6.1631062282217
630 => 6.0788708823614
701 => 6.1875559692499
702 => 6.2453172559144
703 => 6.3348999742175
704 => 6.3238570133249
705 => 6.5546124751922
706 => 6.6442770699908
707 => 6.621337029677
708 => 6.6255585491776
709 => 6.7878920151213
710 => 6.9684402156743
711 => 7.1375474309256
712 => 7.3095705536031
713 => 7.1021899650386
714 => 6.9968948916221
715 => 7.1055325300016
716 => 7.047887869892
717 => 7.3791311853989
718 => 7.4020657538762
719 => 7.7332851167211
720 => 8.047651732929
721 => 7.8502036937518
722 => 8.0363883014409
723 => 8.2377621345105
724 => 8.6262449302287
725 => 8.4954175916203
726 => 8.3952059005721
727 => 8.3005063367509
728 => 8.4975610959304
729 => 8.7510688955882
730 => 8.805672047567
731 => 8.8941500137821
801 => 8.8011262508779
802 => 8.9131631270646
803 => 9.3087025315017
804 => 9.2018242928999
805 => 9.0500400125512
806 => 9.362280384346
807 => 9.4752789610949
808 => 10.268362150532
809 => 11.26966243783
810 => 10.855117543997
811 => 10.597796151114
812 => 10.658272782186
813 => 11.023913750954
814 => 11.141346025257
815 => 10.822124622367
816 => 10.934879018509
817 => 11.556166827015
818 => 11.889467802979
819 => 11.436800309326
820 => 10.187908647392
821 => 9.0363734988135
822 => 9.3418124745202
823 => 9.30718517355
824 => 9.974681416557
825 => 9.1992752822563
826 => 9.212331132918
827 => 9.8936304913396
828 => 9.7118715029407
829 => 9.4174452196669
830 => 9.0385231365131
831 => 8.3380506197528
901 => 7.7176225775371
902 => 8.934424844367
903 => 8.8819541180099
904 => 8.8059687305189
905 => 8.9750659879024
906 => 9.7961542706628
907 => 9.7772255281418
908 => 9.6568105257523
909 => 9.7481442437756
910 => 9.4014339773053
911 => 9.4907891074207
912 => 9.0361910897626
913 => 9.2416883794343
914 => 9.4168135130965
915 => 9.4519724764511
916 => 9.5311874161502
917 => 8.854304429508
918 => 9.1582050182699
919 => 9.3367181425332
920 => 8.5301893527486
921 => 9.320775661547
922 => 8.8425214026393
923 => 8.6801947240281
924 => 8.8987462118643
925 => 8.8135764845063
926 => 8.740352554258
927 => 8.6994923430326
928 => 8.8599724350521
929 => 8.8524858469442
930 => 8.5899092685567
1001 => 8.2473888260409
1002 => 8.3623499293995
1003 => 8.3205834827832
1004 => 8.1692164922671
1005 => 8.2712195677548
1006 => 7.8220496458818
1007 => 7.0492761411203
1008 => 7.5597939890584
1009 => 7.5401396072493
1010 => 7.530228976686
1011 => 7.9138690297345
1012 => 7.8769908907158
1013 => 7.8100567072851
1014 => 8.1679871934979
1015 => 8.0373377511858
1016 => 8.4399685475117
1017 => 8.7051672304991
1018 => 8.6379042662148
1019 => 8.8873249093809
1020 => 8.3649984010321
1021 => 8.5384943150034
1022 => 8.5742515824179
1023 => 8.1635703868582
1024 => 7.8830246103389
1025 => 7.8643154055011
1026 => 7.377887690606
1027 => 7.6377334495956
1028 => 7.8663869643584
1029 => 7.7568796750165
1030 => 7.7222129386481
1031 => 7.8993177764565
1101 => 7.9130803391546
1102 => 7.5992924511476
1103 => 7.6645388894343
1104 => 7.9366273834079
1105 => 7.6576829574934
1106 => 7.1157395032547
1107 => 6.9813300336491
1108 => 6.9633973327457
1109 => 6.5988681910257
1110 => 6.990311917112
1111 => 6.8194362406357
1112 => 7.3592304552195
1113 => 7.0509028948237
1114 => 7.0376115099415
1115 => 7.0175196322698
1116 => 6.7037543414823
1117 => 6.7724489993403
1118 => 7.0008005045521
1119 => 7.0822788941755
1120 => 7.073780030605
1121 => 6.9996814575998
1122 => 7.0336034048755
1123 => 6.9243289935106
1124 => 6.8857419245075
1125 => 6.7639505205241
1126 => 6.5849508024026
1127 => 6.6098418110765
1128 => 6.2551965316538
1129 => 6.0619669609747
1130 => 6.0084835625355
1201 => 5.9369633269176
1202 => 6.0165619634567
1203 => 6.254191866136
1204 => 5.9675597875085
1205 => 5.4761491936043
1206 => 5.5056838076209
1207 => 5.5720393164105
1208 => 5.4483862647667
1209 => 5.3313590287999
1210 => 5.4331047157533
1211 => 5.2248875689647
1212 => 5.5972013638307
1213 => 5.5871313190769
1214 => 5.7259068780724
1215 => 5.8126860830734
1216 => 5.6126881106473
1217 => 5.5623891614342
1218 => 5.5910417288658
1219 => 5.1174786136044
1220 => 5.6872066683905
1221 => 5.6921337002667
1222 => 5.6499454620544
1223 => 5.9533080628477
1224 => 6.5934977716896
1225 => 6.3526326516519
1226 => 6.2593623969865
1227 => 6.0820555746875
1228 => 6.3183063879636
1229 => 6.3001660115908
1230 => 6.2181283500995
1231 => 6.1685117164565
]
'min_raw' => 4.633670453908
'max_raw' => 11.889467802979
'avg_raw' => 8.2615691284433
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$4.63'
'max' => '$11.88'
'avg' => '$8.26'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.8494097551048
'max_diff' => 6.910827152412
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.14544562077154
]
1 => [
'year' => 2028
'avg' => 0.24962690840937
]
2 => [
'year' => 2029
'avg' => 0.68193572290153
]
3 => [
'year' => 2030
'avg' => 0.52611239464938
]
4 => [
'year' => 2031
'avg' => 0.51670757193697
]
5 => [
'year' => 2032
'avg' => 0.90595098746301
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.14544562077154
'min' => '$0.145445'
'max_raw' => 0.90595098746301
'max' => '$0.90595'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.90595098746301
]
1 => [
'year' => 2033
'avg' => 2.3301990975963
]
2 => [
'year' => 2034
'avg' => 1.4769921721851
]
3 => [
'year' => 2035
'avg' => 1.7421156541561
]
4 => [
'year' => 2036
'avg' => 3.3814506746849
]
5 => [
'year' => 2037
'avg' => 8.2615691284433
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.90595098746301
'min' => '$0.90595'
'max_raw' => 8.2615691284433
'max' => '$8.26'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 8.2615691284433
]
]
]
]
'prediction_2025_max_price' => '$0.248685'
'last_price' => 0.241132
'sma_50day_nextmonth' => '$0.218777'
'sma_200day_nextmonth' => '$0.269256'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.23751'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.233342'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.224091'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.2131017'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.199617'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.218584'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.284799'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.237317'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.233589'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.226736'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.217454'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.212239'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.229573'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.267433'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.252997'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.305627'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.324753'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.230532'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.223051'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.222512'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.248141'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.29088'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.289167'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.232376'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '69.61'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 110.88
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'BUY'
'vwma_10' => '0.224147'
'vwma_10_action' => 'BUY'
'hma_9' => '0.242064'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 150.52
'cci_20_action' => 'SELL'
'adx_14' => 19.16
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.026560'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 81.12
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.011422'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 9
'buy_signals' => 25
'sell_pct' => 26.47
'buy_pct' => 73.53
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767715276
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de CoW Protocol para 2026
La previsión del precio de CoW Protocol para 2026 sugiere que el precio medio podría oscilar entre $0.083311 en el extremo inferior y $0.248685 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, CoW Protocol podría potencialmente ganar 3.13% para 2026 si COW alcanza el objetivo de precio previsto.
Predicción de precio de CoW Protocol 2027-2032
La predicción del precio de COW para 2027-2032 está actualmente dentro de un rango de precios de $0.145445 en el extremo inferior y $0.90595 en el extremo superior. Considerando la volatilidad de precios en el mercado, si CoW Protocol alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de CoW Protocol | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.0802014 | $0.145445 | $0.210689 |
| 2028 | $0.14474 | $0.249626 | $0.354513 |
| 2029 | $0.317952 | $0.681935 | $1.04 |
| 2030 | $0.2704048 | $0.526112 | $0.781819 |
| 2031 | $0.3197022 | $0.5167075 | $0.713712 |
| 2032 | $0.4880013 | $0.90595 | $1.32 |
Predicción de precio de CoW Protocol 2032-2037
La predicción de precio de CoW Protocol para 2032-2037 se estima actualmente entre $0.90595 en el extremo inferior y $8.26 en el extremo superior. Comparado con el precio actual, CoW Protocol podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de CoW Protocol | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.4880013 | $0.90595 | $1.32 |
| 2033 | $1.13 | $2.33 | $3.52 |
| 2034 | $0.911688 | $1.47 | $2.04 |
| 2035 | $1.07 | $1.74 | $2.40 |
| 2036 | $1.78 | $3.38 | $4.97 |
| 2037 | $4.63 | $8.26 | $11.88 |
CoW Protocol Histograma de precios potenciales
Pronóstico de precio de CoW Protocol basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 73.53%
Bajista 26.47%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para CoW Protocol es Alcista, con 25 indicadores técnicos mostrando señales alcistas y 9 indicando señales bajistas. La predicción de precio de COW se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de CoW Protocol
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de CoW Protocol aumentar durante el próximo mes, alcanzando $0.269256 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para CoW Protocol alcance $0.218777 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 69.61, lo que sugiere que el mercado de COW está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de COW para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.23751 | BUY |
| SMA 5 | $0.233342 | BUY |
| SMA 10 | $0.224091 | BUY |
| SMA 21 | $0.2131017 | BUY |
| SMA 50 | $0.199617 | BUY |
| SMA 100 | $0.218584 | BUY |
| SMA 200 | $0.284799 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.237317 | BUY |
| EMA 5 | $0.233589 | BUY |
| EMA 10 | $0.226736 | BUY |
| EMA 21 | $0.217454 | BUY |
| EMA 50 | $0.212239 | BUY |
| EMA 100 | $0.229573 | BUY |
| EMA 200 | $0.267433 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.252997 | SELL |
| SMA 50 | $0.305627 | SELL |
| SMA 100 | $0.324753 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.248141 | SELL |
| EMA 50 | $0.29088 | SELL |
| EMA 100 | $0.289167 | SELL |
| EMA 200 | $0.232376 | BUY |
Osciladores de CoW Protocol
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 69.61 | NEUTRAL |
| Stoch RSI (14) | 110.88 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 150.52 | SELL |
| Índice Direccional Medio (14) | 19.16 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.026560 | BUY |
| Momentum (10) | 0.02 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 81.12 | SELL |
| VWMA (10) | 0.224147 | BUY |
| Promedio Móvil de Hull (9) | 0.242064 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.011422 | NEUTRAL |
Predicción de precios de CoW Protocol basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de CoW Protocol
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de CoW Protocol por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.33883 | $0.476113 | $0.669019 | $0.940083 | $1.32 | $1.85 |
| Amazon.com acción | $0.503136 | $1.04 | $2.19 | $4.57 | $9.53 | $19.89 |
| Apple acción | $0.342027 | $0.485139 | $0.688133 | $0.976064 | $1.38 | $1.96 |
| Netflix acción | $0.380468 | $0.600319 | $0.94721 | $1.49 | $2.35 | $3.72 |
| Google acción | $0.312264 | $0.404381 | $0.523672 | $0.678153 | $0.8782056 | $1.13 |
| Tesla acción | $0.546628 | $1.23 | $2.80 | $6.36 | $14.43 | $32.72 |
| Kodak acción | $0.180823 | $0.135598 | $0.101684 | $0.076252 | $0.057181 | $0.042879 |
| Nokia acción | $0.159739 | $0.105821 | $0.070102 | $0.046439 | $0.030764 | $0.02038 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de CoW Protocol
Podría preguntarse cosas como: "¿Debo invertir en CoW Protocol ahora?", "¿Debería comprar COW hoy?", "¿Será CoW Protocol una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de CoW Protocol regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como CoW Protocol, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de CoW Protocol a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de CoW Protocol es de $0.2411 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de CoW Protocol
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de CoW Protocol
basado en el historial de precios del último mes
Predicción de precios de CoW Protocol basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si CoW Protocol ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.247399 | $0.25383 | $0.260428 | $0.267197 |
| Si CoW Protocol ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.253667 | $0.266854 | $0.280727 | $0.295321 |
| Si CoW Protocol ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.27247 | $0.307882 | $0.347897 | $0.393112 |
| Si CoW Protocol ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.3038099 | $0.382779 | $0.482276 | $0.607635 |
| Si CoW Protocol ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.366487 | $0.557011 | $0.846582 | $1.28 |
| Si CoW Protocol ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.554521 | $1.27 | $2.93 | $6.74 |
| Si CoW Protocol ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.867911 | $3.12 | $11.24 | $40.47 |
Cuadro de preguntas
¿Es COW una buena inversión?
La decisión de adquirir CoW Protocol depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de CoW Protocol ha experimentado un aumento de 0.915% durante las últimas 24 horas, y CoW Protocol ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en CoW Protocol dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede CoW Protocol subir?
Parece que el valor medio de CoW Protocol podría potencialmente aumentar hasta $0.248685 para el final de este año. Mirando las perspectivas de CoW Protocol en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.781819. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de CoW Protocol la próxima semana?
Basado en nuestro nuevo pronóstico experimental de CoW Protocol, el precio de CoW Protocol aumentará en un 0.86% durante la próxima semana y alcanzará $0.243195 para el 13 de enero de 2026.
¿Cuál será el precio de CoW Protocol el próximo mes?
Basado en nuestro nuevo pronóstico experimental de CoW Protocol, el precio de CoW Protocol disminuirá en un -11.62% durante el próximo mes y alcanzará $0.213117 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de CoW Protocol este año en 2026?
Según nuestra predicción más reciente sobre el valor de CoW Protocol en 2026, se anticipa que COW fluctúe dentro del rango de $0.083311 y $0.248685. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de CoW Protocol no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará CoW Protocol en 5 años?
El futuro de CoW Protocol parece estar en una tendencia alcista, con un precio máximo de $0.781819 proyectada después de un período de cinco años. Basado en el pronóstico de CoW Protocol para 2030, el valor de CoW Protocol podría potencialmente alcanzar su punto más alto de aproximadamente $0.781819, mientras que su punto más bajo se anticipa que esté alrededor de $0.2704048.
¿Cuánto será CoW Protocol en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de CoW Protocol, se espera que el valor de COW en 2026 crezca en un 3.13% hasta $0.248685 si ocurre lo mejor. El precio estará entre $0.248685 y $0.083311 durante 2026.
¿Cuánto será CoW Protocol en 2027?
Según nuestra última simulación experimental para la predicción de precios de CoW Protocol, el valor de COW podría disminuir en un -12.62% hasta $0.210689 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.210689 y $0.0802014 a lo largo del año.
¿Cuánto será CoW Protocol en 2028?
Nuestro nuevo modelo experimental de predicción de precios de CoW Protocol sugiere que el valor de COW en 2028 podría aumentar en un 47.02% , alcanzando $0.354513 en el mejor escenario. Se espera que el precio oscile entre $0.354513 y $0.14474 durante el año.
¿Cuánto será CoW Protocol en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de CoW Protocol podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $1.04 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $1.04 y $0.317952.
¿Cuánto será CoW Protocol en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de CoW Protocol, se espera que el valor de COW en 2030 aumente en un 224.23% , alcanzando $0.781819 en el mejor escenario. Se pronostica que el precio oscile entre $0.781819 y $0.2704048 durante el transcurso de 2030.
¿Cuánto será CoW Protocol en 2031?
Nuestra simulación experimental indica que el precio de CoW Protocol podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.713712 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.713712 y $0.3197022 durante el año.
¿Cuánto será CoW Protocol en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de CoW Protocol, COW podría experimentar un 449.04% aumento en valor, alcanzando $1.32 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $1.32 y $0.4880013 a lo largo del año.
¿Cuánto será CoW Protocol en 2033?
Según nuestra predicción experimental de precios de CoW Protocol, se anticipa que el valor de COW aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $3.52. A lo largo del año, el precio de COW podría oscilar entre $3.52 y $1.13.
¿Cuánto será CoW Protocol en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de CoW Protocol sugieren que COW podría aumentar en un 746.96% en 2034, alcanzando potencialmente $2.04 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $2.04 y $0.911688.
¿Cuánto será CoW Protocol en 2035?
Basado en nuestra predicción experimental para el precio de CoW Protocol, COW podría crecer en un 897.93% , con el valor potencialmente alcanzando $2.40 en 2035. El rango de precios esperado para el año está entre $2.40 y $1.07.
¿Cuánto será CoW Protocol en 2036?
Nuestra reciente simulación de predicción de precios de CoW Protocol sugiere que el valor de COW podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $4.97 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $4.97 y $1.78.
¿Cuánto será CoW Protocol en 2037?
Según la simulación experimental, el valor de CoW Protocol podría aumentar en un 4830.69% en 2037, con un máximo de $11.88 bajo condiciones favorables. Se espera que el precio caiga entre $11.88 y $4.63 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Circuits of Value- Predicción de precios de Archway
- Predicción de precios de XCAD Network
- Predicción de precios de Concordium
- Predicción de precios de EverGrowCoin
- Predicción de precios de Only1
- Predicción de precios de SatoshiVM
- Predicción de precios de Whiteheart
- Predicción de precios de Zano
- Predicción de precios de Sentinel Protocol
- Predicción de precios de SWFT Blockchain
- Predicción de precios de MicrovisionChain
- Predicción de precios de APX
- Predicción de precios de PolySwarm
- Predicción de precios de FLUX Token
- Predicción de precios de Smart Layer Network
- Predicción de precios de Zephyr Protocol
- Predicción de precios de Terra Virtua Kolect
- Predicción de precios de Vega Protocol
- Predicción de precios de sUSD
- Predicción de precios de Mdex
- Predicción de precios de OX Coin
- Predicción de precios de Murasaki
- Predicción de precios de Solend
- Predicción de precios de Talken
Predicción de precios de Circuits of Value
Predicción de precios de Archway
Predicción de precios de XCAD Network
Predicción de precios de Concordium
Predicción de precios de EverGrowCoin
Predicción de precios de Only1
Predicción de precios de SatoshiVM
Predicción de precios de Whiteheart
Predicción de precios de Zano
Predicción de precios de Sentinel Protocol
Predicción de precios de SWFT Blockchain
Predicción de precios de MicrovisionChain
Predicción de precios de APX
Predicción de precios de PolySwarm
Predicción de precios de FLUX Token
Predicción de precios de Smart Layer Network
Predicción de precios de Zephyr Protocol
Predicción de precios de Terra Virtua Kolect
Predicción de precios de Vega Protocol
Predicción de precios de sUSD
Predicción de precios de Mdex
Predicción de precios de OX Coin
Predicción de precios de Murasaki
Predicción de precios de Solend
Predicción de precios de Talken¿Cómo leer y predecir los movimientos de precio de CoW Protocol?
Los traders de CoW Protocol utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de CoW Protocol
Las medias móviles son herramientas populares para la predicción de precios de CoW Protocol. Una media móvil simple (SMA) calcula el precio de cierre promedio de COW durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de COW por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de COW.
¿Cómo leer gráficos de CoW Protocol y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de CoW Protocol en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de COW dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de CoW Protocol?
La acción del precio de CoW Protocol está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de COW. La capitalización de mercado de CoW Protocol puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de COW, grandes poseedores de CoW Protocol, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de CoW Protocol.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado