Cowcoin Geleceği Fiyat Tahmini - COW
2026 yılına kadar Cowcoin fiyat tahmini $0.009746 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.003265 | $0.009746 |
| 2027 | $0.003143 | $0.008257 |
| 2028 | $0.005672 | $0.013894 |
| 2029 | $0.012461 | $0.040991 |
| 2030 | $0.010597 | $0.030641 |
| 2031 | $0.012529 | $0.027972 |
| 2032 | $0.019125 | $0.051886 |
| 2033 | $0.044444 | $0.1382071 |
| 2034 | $0.035731 | $0.080042 |
| 2035 | $0.042245 | $0.0943096 |
Yatırım Kârı Hesaplayıcı
Bugün Cowcoin’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.82 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
Cowcoin için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Cowcoin'
'name_with_ticker' => 'Cowcoin <small>COW</small>'
'name_lang' => 'Cowcoin'
'name_lang_with_ticker' => 'Cowcoin <small>COW</small>'
'name_with_lang' => 'Cowcoin'
'name_with_lang_with_ticker' => 'Cowcoin <small>COW</small>'
'image' => '/uploads/coins/cowcoin-2.jpeg?1736025559'
'price_for_sd' => 0.00945
'ticker' => 'COW'
'marketcap' => '$0'
'low24h' => '$0.009111'
'high24h' => '$0.009459'
'volume24h' => '$13.66K'
'current_supply' => '0'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00945'
'change_24h_pct' => '3.6553%'
'ath_price' => '$0.06495'
'ath_days' => 275
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '6 Nis 2025'
'ath_pct' => '-85.46%'
'fdv' => '$9.45M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.465975'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.009531'
'next_week_prediction_price_date' => '13 Ocak 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.008352'
'next_month_prediction_price_date' => '5 Şubat 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.003265'
'current_year_max_price_prediction' => '$0.009746'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.010597'
'grand_prediction_max_price' => '$0.030641'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0096295921935317
107 => 0.0096655455952404
108 => 0.0097465504451163
109 => 0.0090543728719872
110 => 0.0093651402810563
111 => 0.009547687018916
112 => 0.0087229342161588
113 => 0.0095313843077879
114 => 0.0090423236003951
115 => 0.0088763290508607
116 => 0.0090998188436899
117 => 0.0090127246540734
118 => 0.0089378461841836
119 => 0.0088960627114096
120 => 0.009060168949595
121 => 0.0090525131974343
122 => 0.0087840035401147
123 => 0.0084337436379952
124 => 0.0085513023580358
125 => 0.0085085921729262
126 => 0.0083538049523653
127 => 0.008458112849943
128 => 0.0079987936580294
129 => 0.007208558861676
130 => 0.0077306121736935
131 => 0.0077105136890655
201 => 0.0077003791217224
202 => 0.0080926877572098
203 => 0.0080549763340078
204 => 0.0079865297316249
205 => 0.008352547876836
206 => 0.0082189463301952
207 => 0.0086306748164589
208 => 0.0089018658264411
209 => 0.0088330830141994
210 => 0.0090881394698676
211 => 0.0085540106735103
212 => 0.0087314268341324
213 => 0.0087679920589484
214 => 0.0083480312697396
215 => 0.0080611463892287
216 => 0.0080420144384257
217 => 0.0075445955907915
218 => 0.007810312724173
219 => 0.0080441328054267
220 => 0.0079321511316775
221 => 0.0078967010791258
222 => 0.0080778077094339
223 => 0.0080918812456822
224 => 0.0077710031277738
225 => 0.0078377238493754
226 => 0.0081159603498512
227 => 0.0078307130034447
228 => 0.0072765240042664
301 => 0.0071390774702078
302 => 0.0071207395689222
303 => 0.0067479736675332
304 => 0.0071482623048398
305 => 0.006973525587587
306 => 0.0075255167837214
307 => 0.0072102223728776
308 => 0.0071966306609971
309 => 0.007176084795019
310 => 0.006855229784928
311 => 0.0069254766407383
312 => 0.0071589878883499
313 => 0.0072423073321902
314 => 0.0072336164315816
315 => 0.007157843555845
316 => 0.0071925319903373
317 => 0.0070807884565858
318 => 0.0070413294890777
319 => 0.0069167861335778
320 => 0.006733741806973
321 => 0.0067591952432635
322 => 0.0063965365361061
323 => 0.0061989408246924
324 => 0.0061442489360427
325 => 0.006071112656809
326 => 0.0061525098733904
327 => 0.0063955091695544
328 => 0.006102400463204
329 => 0.0055998861453515
330 => 0.0056300881120971
331 => 0.0056979429643303
401 => 0.0055714958960986
402 => 0.0054518243579154
403 => 0.0055558690511069
404 => 0.0053429471101036
405 => 0.0057236735636539
406 => 0.0057133759800589
407 => 0.0058552872579765
408 => 0.005944027292371
409 => 0.0057395102430191
410 => 0.00568807475818
411 => 0.0057173747479568
412 => 0.00523311118348
413 => 0.0058157125933065
414 => 0.0058207509544918
415 => 0.005777609447146
416 => 0.0060878267120782
417 => 0.0067424819002764
418 => 0.0064961742850323
419 => 0.0064007965317227
420 => 0.0062194833529604
421 => 0.0064610723983499
422 => 0.0064425221290401
423 => 0.0063586307762409
424 => 0.006307893024311
425 => 0.0064013788879463
426 => 0.0062963090912443
427 => 0.0062774356686317
428 => 0.0061630832620857
429 => 0.0061222646556518
430 => 0.0060920441844837
501 => 0.0060587744151297
502 => 0.0061321592360146
503 => 0.0059658595773123
504 => 0.0057653184914739
505 => 0.0057486456700711
506 => 0.0057946807958538
507 => 0.005774313679607
508 => 0.0057485481601543
509 => 0.0056993547666974
510 => 0.0056847601377093
511 => 0.0057321856016133
512 => 0.005678645017942
513 => 0.0057576470656555
514 => 0.0057361628800601
515 => 0.0056161539657655
516 => 0.0054665784255636
517 => 0.0054652468895105
518 => 0.0054330210847271
519 => 0.0053919766771532
520 => 0.005380559061935
521 => 0.0055471066972506
522 => 0.0058918553180026
523 => 0.0058241729146136
524 => 0.0058730803874338
525 => 0.0061136567482043
526 => 0.0061901287389096
527 => 0.0061358507312453
528 => 0.0060615516466327
529 => 0.0060648204292815
530 => 0.0063187228932652
531 => 0.0063345584785007
601 => 0.0063745698936376
602 => 0.006425995869313
603 => 0.0061446087972751
604 => 0.0060515671234932
605 => 0.0060074788166998
606 => 0.0058717038960982
607 => 0.0060181255075051
608 => 0.0059328119049368
609 => 0.005944323624651
610 => 0.0059368266020853
611 => 0.0059409204833526
612 => 0.0057235671428509
613 => 0.0058027592763745
614 => 0.0056710869948247
615 => 0.0054947925907367
616 => 0.0054942015900774
617 => 0.0055373493957218
618 => 0.0055116833925507
619 => 0.0054426168379506
620 => 0.0054524274160466
621 => 0.0053664764287502
622 => 0.0054628634220972
623 => 0.0054656274561772
624 => 0.0054285132135036
625 => 0.0055770106755966
626 => 0.0056378502069786
627 => 0.0056134208173867
628 => 0.005636136175881
629 => 0.0058269854240422
630 => 0.0058581021788289
701 => 0.0058719221858478
702 => 0.0058534052072426
703 => 0.0056396245497905
704 => 0.0056491066310141
705 => 0.0055795334104554
706 => 0.0055207513705287
707 => 0.0055231023438546
708 => 0.0055533239535072
709 => 0.0056853034953342
710 => 0.0059630466604902
711 => 0.0059735868105802
712 => 0.0059863617799672
713 => 0.005934399559285
714 => 0.0059187272563158
715 => 0.0059394030692969
716 => 0.0060437087990876
717 => 0.0063120114548387
718 => 0.0062171753769644
719 => 0.0061400721694411
720 => 0.0062077124693145
721 => 0.0061972997753312
722 => 0.0061094061591471
723 => 0.0061069392780796
724 => 0.0059382433273335
725 => 0.0058758802753636
726 => 0.005823765041344
727 => 0.0057668565662972
728 => 0.0057331193147001
729 => 0.0057849550664599
730 => 0.0057968105161899
731 => 0.0056834707390334
801 => 0.0056680229462118
802 => 0.0057605786548468
803 => 0.0057198483383012
804 => 0.0057617404789316
805 => 0.005771459814902
806 => 0.0057698947779555
807 => 0.0057273676496348
808 => 0.0057544731730492
809 => 0.0056903605296286
810 => 0.0056206476593165
811 => 0.0055761751913226
812 => 0.0055373670645811
813 => 0.0055589000688388
814 => 0.0054821388404312
815 => 0.0054575813785653
816 => 0.00574529043161
817 => 0.0059578242024876
818 => 0.0059547338772865
819 => 0.0059359223173915
820 => 0.005907972155173
821 => 0.0060416640706305
822 => 0.0059950884805393
823 => 0.0060289761138514
824 => 0.0060376019387888
825 => 0.0060637097129421
826 => 0.0060730409981629
827 => 0.0060448353732314
828 => 0.0059501738509343
829 => 0.0057142863375173
830 => 0.0056044800632555
831 => 0.005568242163781
901 => 0.0055695593426013
902 => 0.0055332256705914
903 => 0.0055439275653593
904 => 0.0055295039883325
905 => 0.0055021892228818
906 => 0.0055572134590433
907 => 0.0055635544896746
908 => 0.0055507111754639
909 => 0.0055537362408953
910 => 0.0054473990846817
911 => 0.0054554836677164
912 => 0.0054104676820397
913 => 0.0054020277274012
914 => 0.0052882312356008
915 => 0.0050866242553112
916 => 0.0051983340928547
917 => 0.0050634043178823
918 => 0.0050123043675806
919 => 0.0052542035846364
920 => 0.0052299236124839
921 => 0.005188366854409
922 => 0.0051268957480289
923 => 0.00510409551672
924 => 0.0049655685289635
925 => 0.0049573836155141
926 => 0.0050260413311895
927 => 0.0049943581577731
928 => 0.0049498629829403
929 => 0.0047887059700994
930 => 0.0046075121304129
1001 => 0.0046129812334892
1002 => 0.0046706156226622
1003 => 0.0048381953822391
1004 => 0.0047727190710131
1005 => 0.0047252152559646
1006 => 0.0047163192193654
1007 => 0.004827671742518
1008 => 0.0049852588918536
1009 => 0.0050591952565082
1010 => 0.0049859265646163
1011 => 0.0049017594364374
1012 => 0.0049068822995368
1013 => 0.0049409624126535
1014 => 0.0049445437506752
1015 => 0.0048897596027513
1016 => 0.0049051810194919
1017 => 0.0048817544772991
1018 => 0.0047379858311035
1019 => 0.0047353855121892
1020 => 0.0047001023678302
1021 => 0.0046990340082414
1022 => 0.004639008577894
1023 => 0.0046306106052521
1024 => 0.0045114264700141
1025 => 0.0045898738287506
1026 => 0.0045372554591813
1027 => 0.0044579471648219
1028 => 0.0044442743849812
1029 => 0.0044438633647088
1030 => 0.0045252952500058
1031 => 0.0045889222497589
1101 => 0.0045381707782478
1102 => 0.0045266156519607
1103 => 0.0046499941700317
1104 => 0.004634293128987
1105 => 0.0046206961287032
1106 => 0.0049711486910616
1107 => 0.0046937381418004
1108 => 0.004572771308282
1109 => 0.0044230518808243
1110 => 0.0044718012813554
1111 => 0.004482073496325
1112 => 0.0041220252622444
1113 => 0.003975953738519
1114 => 0.0039258274961657
1115 => 0.0038969791350104
1116 => 0.0039101256954438
1117 => 0.0037786441916101
1118 => 0.0038670019366897
1119 => 0.0037531500682246
1120 => 0.0037340624319704
1121 => 0.0039376436763261
1122 => 0.0039659708171738
1123 => 0.0038451184337646
1124 => 0.003922725228137
1125 => 0.0038945839256824
1126 => 0.0037551017317347
1127 => 0.0037497745378875
1128 => 0.0036797872760008
1129 => 0.0035702707633523
1130 => 0.0035202187783517
1201 => 0.003494151269992
1202 => 0.0035049072319868
1203 => 0.0034994686884644
1204 => 0.0034639785132079
1205 => 0.0035015029437668
1206 => 0.0034056435298542
1207 => 0.0033674715388424
1208 => 0.0033502301360858
1209 => 0.0032651493887764
1210 => 0.0034005506933258
1211 => 0.0034272264560627
1212 => 0.0034539547782928
1213 => 0.0036866065751049
1214 => 0.0036749839488033
1215 => 0.0037800468301211
1216 => 0.0037759642797513
1217 => 0.0037459986440937
1218 => 0.0036195785563618
1219 => 0.0036699673501103
1220 => 0.0035148784751096
1221 => 0.0036310816052786
1222 => 0.0035780513494282
1223 => 0.0036131520224319
1224 => 0.0035500378474711
1225 => 0.0035849678378148
1226 => 0.0034335522690132
1227 => 0.0032921625413407
1228 => 0.0033490618951796
1229 => 0.0034109180000328
1230 => 0.003545037795997
1231 => 0.003465157151985
]
'min_raw' => 0.0032651493887764
'max_raw' => 0.0097465504451163
'avg_raw' => 0.0065058499169463
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.003265'
'max' => '$0.009746'
'avg' => '$0.0065058'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0061853606112236
'max_diff' => 0.00029604044511628
'year' => 2026
]
1 => [
'items' => [
101 => 0.0034938852521933
102 => 0.0033976509255214
103 => 0.0031990920216211
104 => 0.0032002158434537
105 => 0.0031696718819295
106 => 0.0031432774396812
107 => 0.0034743324048664
108 => 0.0034331604867411
109 => 0.0033675584236558
110 => 0.0034553693920178
111 => 0.0034785880058002
112 => 0.003479249007093
113 => 0.0035433136228808
114 => 0.0035775049198109
115 => 0.0035835312840884
116 => 0.0036843383412381
117 => 0.0037181275371175
118 => 0.0038573004529185
119 => 0.0035746040271477
120 => 0.0035687820802925
121 => 0.0034566050724205
122 => 0.0033854606405797
123 => 0.0034614763925353
124 => 0.0035288159715831
125 => 0.0034586975008498
126 => 0.0034678534928459
127 => 0.003373725174776
128 => 0.003407371619337
129 => 0.0034363524700584
130 => 0.0034203509477057
131 => 0.0033963958942613
201 => 0.0035232948940316
202 => 0.0035161347551434
203 => 0.0036343060211249
204 => 0.0037264289734658
205 => 0.0038915297730082
206 => 0.0037192384817864
207 => 0.0037129595023384
208 => 0.0037743375336224
209 => 0.0037181181404607
210 => 0.0037536468563114
211 => 0.0038858055476129
212 => 0.0038885978525071
213 => 0.0038418231478466
214 => 0.0038389769028171
215 => 0.0038479604965064
216 => 0.0039005776853418
217 => 0.0038821916227998
218 => 0.0039034684398515
219 => 0.0039300754253769
220 => 0.004040133198638
221 => 0.0040666677551725
222 => 0.004002202539384
223 => 0.0040080230265833
224 => 0.0039839112662687
225 => 0.0039606196079242
226 => 0.004012975854409
227 => 0.0041086579239246
228 => 0.004108062690736
301 => 0.00413025907107
302 => 0.0041440872321333
303 => 0.004084726642017
304 => 0.0040460850806007
305 => 0.0040609027140741
306 => 0.0040845964326843
307 => 0.0040532191604648
308 => 0.0038595441009602
309 => 0.0039182927420032
310 => 0.0039085140954719
311 => 0.0038945881136872
312 => 0.0039536603265457
313 => 0.0039479626675079
314 => 0.003777295658748
315 => 0.0037882212069211
316 => 0.003777960077519
317 => 0.0038111158858467
318 => 0.0037163276180029
319 => 0.0037454838507829
320 => 0.0037637703666599
321 => 0.003774541264995
322 => 0.0038134531354557
323 => 0.0038088872765763
324 => 0.003813169315257
325 => 0.0038708653467973
326 => 0.0041626720754409
327 => 0.0041785544718457
328 => 0.0041003437432348
329 => 0.0041315873866764
330 => 0.0040716064235022
331 => 0.0041118720459186
401 => 0.00413942076214
402 => 0.004014933410849
403 => 0.0040075620778218
404 => 0.0039473335518762
405 => 0.0039796969502013
406 => 0.0039282044564553
407 => 0.0039408389132896
408 => 0.0039055118705288
409 => 0.0039690935139542
410 => 0.0040401876708924
411 => 0.0040581488625283
412 => 0.0040109007001134
413 => 0.0039766899167194
414 => 0.0039166270508121
415 => 0.0040165129354042
416 => 0.0040457226120261
417 => 0.0040163595094078
418 => 0.0040095554369347
419 => 0.0039966617318928
420 => 0.0040122908974118
421 => 0.0040455635298541
422 => 0.0040298727708433
423 => 0.0040402367936055
424 => 0.0040007398261699
425 => 0.0040847462928423
426 => 0.0042181687791752
427 => 0.0042185977542856
428 => 0.0042029069106958
429 => 0.0041964865555628
430 => 0.0042125863132859
501 => 0.0042213197714041
502 => 0.00427338343569
503 => 0.0043292498217766
504 => 0.0045899538692291
505 => 0.0045167492159286
506 => 0.0047480613561816
507 => 0.0049309992269996
508 => 0.0049858542955543
509 => 0.0049353902136144
510 => 0.004762755315314
511 => 0.0047542850236051
512 => 0.0050122744462399
513 => 0.0049393806176814
514 => 0.0049307101287207
515 => 0.0048384707752002
516 => 0.0048929956571969
517 => 0.0048810702656725
518 => 0.004862245451741
519 => 0.0049662751283547
520 => 0.0051610093961822
521 => 0.0051306582343349
522 => 0.0051080024999658
523 => 0.0050087316669453
524 => 0.0050685148813669
525 => 0.0050472272237834
526 => 0.0051386925102434
527 => 0.0050845105007487
528 => 0.0049388283752371
529 => 0.0049620287338994
530 => 0.0049585220463602
531 => 0.0050306894274296
601 => 0.0050090265709371
602 => 0.0049542920259536
603 => 0.0051603438156251
604 => 0.0051469639585241
605 => 0.0051659335368322
606 => 0.0051742845318571
607 => 0.0052997046251903
608 => 0.0053510852244336
609 => 0.0053627495200058
610 => 0.0054115571153688
611 => 0.0053615351425705
612 => 0.0055616586988259
613 => 0.0056947291862024
614 => 0.005849297405035
615 => 0.0060751631167699
616 => 0.0061600907137568
617 => 0.0061447493035186
618 => 0.0063159981083862
619 => 0.0066237284040864
620 => 0.0062069503946255
621 => 0.0066458186506039
622 => 0.0065068780277388
623 => 0.0061774523103607
624 => 0.0061562411778356
625 => 0.0063793320983553
626 => 0.0068741262883625
627 => 0.0067501859556749
628 => 0.0068743290103464
629 => 0.0067295095428256
630 => 0.0067223180356288
701 => 0.006867295452052
702 => 0.0072060430878322
703 => 0.0070451167838383
704 => 0.0068143894663144
705 => 0.0069847549270594
706 => 0.006837168598383
707 => 0.0065046152930627
708 => 0.0067500911808383
709 => 0.0065859484454335
710 => 0.0066338540219324
711 => 0.0069788576373641
712 => 0.006937345889589
713 => 0.0069910659350944
714 => 0.0068962514608759
715 => 0.0068076797910855
716 => 0.0066423541920034
717 => 0.0065934094325686
718 => 0.0066069360032284
719 => 0.006593402729472
720 => 0.0065009045762062
721 => 0.0064809296088153
722 => 0.0064476371213737
723 => 0.0064579558553463
724 => 0.0063953562388954
725 => 0.0065134946488791
726 => 0.0065354221788041
727 => 0.0066213934616645
728 => 0.0066303192854498
729 => 0.0068697480844912
730 => 0.0067378747254167
731 => 0.0068263467600819
801 => 0.0068184329885704
802 => 0.0061845919645624
803 => 0.006271929665244
804 => 0.0064077997194243
805 => 0.0063465904441836
806 => 0.0062600548497578
807 => 0.006190172717514
808 => 0.0060842941413497
809 => 0.006233316204083
810 => 0.0064292643698477
811 => 0.0066352888542973
812 => 0.0068828137731046
813 => 0.0068275690927345
814 => 0.0066306615481149
815 => 0.0066394946767255
816 => 0.0066940976020881
817 => 0.0066233818525447
818 => 0.0066025263974689
819 => 0.006691232382818
820 => 0.0066918432521872
821 => 0.0066104762360536
822 => 0.0065200516876278
823 => 0.0065196728054683
824 => 0.0065035826304734
825 => 0.0067323719492126
826 => 0.00685818294131
827 => 0.0068726069687994
828 => 0.0068572120893353
829 => 0.0068631369674401
830 => 0.0067899303231947
831 => 0.0069572590031838
901 => 0.007110816347033
902 => 0.0070696596986073
903 => 0.0070079600318547
904 => 0.0069588132754278
905 => 0.0070580822846995
906 => 0.0070536619919805
907 => 0.007109475157595
908 => 0.0071069431500103
909 => 0.0070881752816535
910 => 0.007069660368867
911 => 0.0071430699052346
912 => 0.0071219291376818
913 => 0.0071007555326777
914 => 0.0070582886263254
915 => 0.0070640605841993
916 => 0.0070023715707642
917 => 0.0069738314104518
918 => 0.0065446558767744
919 => 0.0064299661504607
920 => 0.0064660498730837
921 => 0.0064779295714846
922 => 0.006428016455614
923 => 0.006499579042145
924 => 0.0064884260888377
925 => 0.006531815705897
926 => 0.0065047077569165
927 => 0.0065058202765983
928 => 0.0065855389745258
929 => 0.0066086816516818
930 => 0.006596911099296
1001 => 0.0066051547907161
1002 => 0.0067951271800478
1003 => 0.0067681191812598
1004 => 0.0067537717201931
1005 => 0.0067577460649609
1006 => 0.0068062880834891
1007 => 0.0068198771983811
1008 => 0.0067622991636937
1009 => 0.0067894532977069
1010 => 0.0069050721539624
1011 => 0.0069455322101913
1012 => 0.0070746612877453
1013 => 0.007019804960514
1014 => 0.0071204961232732
1015 => 0.0074299864294479
1016 => 0.0076772287011205
1017 => 0.0074498544903713
1018 => 0.0079038834361846
1019 => 0.0082574100970843
1020 => 0.0082438411550095
1021 => 0.0081821956044626
1022 => 0.0077797149000209
1023 => 0.0074093461551444
1024 => 0.0077191753369212
1025 => 0.0077199651552225
1026 => 0.007693350553734
1027 => 0.0075280495496633
1028 => 0.007687598437103
1029 => 0.0077002628483915
1030 => 0.0076931741458087
1031 => 0.0075664382535565
1101 => 0.0073729359707954
1102 => 0.0074107458536679
1103 => 0.0074726792131138
1104 => 0.0073554264430305
1105 => 0.007317957078393
1106 => 0.0073876197560924
1107 => 0.007612087418435
1108 => 0.0075696531071218
1109 => 0.0075685449757629
1110 => 0.0077500969545095
1111 => 0.0076201449190961
1112 => 0.0074112227573749
1113 => 0.0073584671561956
1114 => 0.0071712203124401
1115 => 0.0073005523743724
1116 => 0.0073052068050359
1117 => 0.0072343729564572
1118 => 0.0074169705337995
1119 => 0.0074152878649786
1120 => 0.0075886370886024
1121 => 0.0079200156971759
1122 => 0.0078220107364697
1123 => 0.0077080416300779
1124 => 0.0077204332319632
1125 => 0.0078563385195658
1126 => 0.0077741670802653
1127 => 0.0078037165027574
1128 => 0.0078562937929758
1129 => 0.0078880149775852
1130 => 0.0077158690416592
1201 => 0.0076757335893029
1202 => 0.0075936305394114
1203 => 0.0075722113862208
1204 => 0.007639082607221
1205 => 0.0076214644030826
1206 => 0.0073048156181615
1207 => 0.00727172405832
1208 => 0.0072727389292165
1209 => 0.0071895286285772
1210 => 0.0070626129473419
1211 => 0.0073961397798867
1212 => 0.0073693529075283
1213 => 0.0073397822735839
1214 => 0.0073434045075144
1215 => 0.0074881772012489
1216 => 0.0074042017276866
1217 => 0.0076274642874614
1218 => 0.0075815682170586
1219 => 0.0075344950856316
1220 => 0.0075279881449858
1221 => 0.0075098690054773
1222 => 0.0074477317342677
1223 => 0.007372697245411
1224 => 0.0073231529764917
1225 => 0.0067552215204119
1226 => 0.006860626295155
1227 => 0.0069818848805494
1228 => 0.0070237428583143
1229 => 0.0069521418908636
1230 => 0.0074505589768757
1231 => 0.0075416245813566
]
'min_raw' => 0.0031432774396812
'max_raw' => 0.0082574100970843
'avg_raw' => 0.0057003437683827
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.003143'
'max' => '$0.008257'
'avg' => '$0.00570034'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00012187194909522
'max_diff' => -0.001489140348032
'year' => 2027
]
2 => [
'items' => [
101 => 0.0072657809253214
102 => 0.0072141818398995
103 => 0.0074539418043256
104 => 0.0073093372363131
105 => 0.0073744526644349
106 => 0.0072337087250704
107 => 0.0075196895439493
108 => 0.0075175108492584
109 => 0.0074062578515448
110 => 0.0075002881233847
111 => 0.0074839480496811
112 => 0.0073583436892665
113 => 0.0075236714262109
114 => 0.0075237534267058
115 => 0.0074166748352552
116 => 0.0072916304829586
117 => 0.0072692755061838
118 => 0.0072524340341525
119 => 0.0073703106947162
120 => 0.0074759985399868
121 => 0.0076726574177966
122 => 0.0077221021321777
123 => 0.0079150881441281
124 => 0.00780017437033
125 => 0.0078511141578722
126 => 0.0079064165031221
127 => 0.0079329304811113
128 => 0.0078897273767964
129 => 0.0081895140895669
130 => 0.0082148252733523
131 => 0.0082233118943346
201 => 0.0081222255015193
202 => 0.0082120138779041
203 => 0.0081700048700722
204 => 0.0082793006380125
205 => 0.0082964396099839
206 => 0.0082819235104607
207 => 0.0082873636906847
208 => 0.0080315486173352
209 => 0.00801828325625
210 => 0.0078374091165863
211 => 0.0079111166654534
212 => 0.0077733239357412
213 => 0.0078170194297553
214 => 0.0078362799871708
215 => 0.007826219365004
216 => 0.0079152839796764
217 => 0.0078395608625062
218 => 0.0076397151062607
219 => 0.0074398149021726
220 => 0.0074373053179455
221 => 0.0073846751227407
222 => 0.0073466331313088
223 => 0.0073539613684707
224 => 0.0073797870320664
225 => 0.0073451320967921
226 => 0.0073525274842827
227 => 0.0074753401918356
228 => 0.0074999694044751
229 => 0.0074162697166713
301 => 0.0070802033923316
302 => 0.0069977318733801
303 => 0.0070570107657211
304 => 0.0070286792732317
305 => 0.0056726927394235
306 => 0.0059912616619092
307 => 0.0058019788257466
308 => 0.0058892090651349
309 => 0.0056960003039657
310 => 0.0057882096517344
311 => 0.0057711819521478
312 => 0.006283431352365
313 => 0.0062754332825566
314 => 0.0062792615353255
315 => 0.0060965290562094
316 => 0.0063876268571688
317 => 0.0065310321014597
318 => 0.0065044916073485
319 => 0.0065111712779238
320 => 0.0063963924066326
321 => 0.0062803728456938
322 => 0.0061516892973301
323 => 0.0063907674244224
324 => 0.0063641860178895
325 => 0.0064251542007879
326 => 0.0065802134558647
327 => 0.0066030465201876
328 => 0.0066337343901876
329 => 0.0066227349733039
330 => 0.0068847857084213
331 => 0.0068530496353322
401 => 0.0069295244403856
402 => 0.0067722099642332
403 => 0.0065941937020397
404 => 0.0066280287736926
405 => 0.006624770184208
406 => 0.0065832846000337
407 => 0.0065458332695868
408 => 0.0064834873562398
409 => 0.0066807590515288
410 => 0.0066727501809605
411 => 0.0068024044861679
412 => 0.0067794868283278
413 => 0.0066264371003692
414 => 0.0066319033013448
415 => 0.0066686661298722
416 => 0.0067959026991563
417 => 0.0068336751758461
418 => 0.0068161774596704
419 => 0.0068575932559817
420 => 0.006890326612728
421 => 0.0068617040616174
422 => 0.0072669390257257
423 => 0.0070986572157448
424 => 0.0071806765990322
425 => 0.00720023773866
426 => 0.0071501322908299
427 => 0.0071609983683226
428 => 0.0071774575148953
429 => 0.0072773942298532
430 => 0.0075396570868244
501 => 0.0076558115208933
502 => 0.0080052678667483
503 => 0.0076461665120917
504 => 0.0076248589238155
505 => 0.0076878065642746
506 => 0.0078929744330025
507 => 0.0080592437201684
508 => 0.0081144048350267
509 => 0.0081216952869659
510 => 0.0082251812054816
511 => 0.0082844974040766
512 => 0.0082126152930239
513 => 0.0081517027302775
514 => 0.0079335214912654
515 => 0.0079587765637688
516 => 0.0081327589690672
517 => 0.0083785193640636
518 => 0.0085894073499816
519 => 0.0085155617275014
520 => 0.0090789517001399
521 => 0.0091348095146853
522 => 0.0091270917708145
523 => 0.0092543441851063
524 => 0.0090017740572406
525 => 0.0088937954342622
526 => 0.0081648727177302
527 => 0.0083696702687045
528 => 0.008667355536384
529 => 0.0086279557749441
530 => 0.0084117687764053
531 => 0.0085892433527572
601 => 0.0085305647076721
602 => 0.0084842824257143
603 => 0.0086963105316249
604 => 0.0084631769195417
605 => 0.0086650298502655
606 => 0.008406151378711
607 => 0.0085158990480846
608 => 0.0084536009630507
609 => 0.0084939154590338
610 => 0.008258237739277
611 => 0.0083854037161045
612 => 0.008252947216558
613 => 0.0082528844149309
614 => 0.008249960430362
615 => 0.0084057949146764
616 => 0.0084108766716153
617 => 0.0082957147522541
618 => 0.0082791181205068
619 => 0.0083404845667232
620 => 0.0082686405301016
621 => 0.0083022559026559
622 => 0.0082696587054917
623 => 0.0082623203898081
624 => 0.0082038474419292
625 => 0.0081786556882357
626 => 0.0081885340239704
627 => 0.0081548141714767
628 => 0.0081344967406489
629 => 0.008245918781988
630 => 0.0081863904800529
701 => 0.0082367952159604
702 => 0.008179352657809
703 => 0.0079802317247246
704 => 0.0078657151704422
705 => 0.0074895941863662
706 => 0.0075962616308735
707 => 0.0076669822569373
708 => 0.0076436090904451
709 => 0.0076938236962851
710 => 0.0076969064652575
711 => 0.0076805811850216
712 => 0.0076616786019064
713 => 0.0076524778698243
714 => 0.0077210525887458
715 => 0.0077608625211986
716 => 0.0076740800178827
717 => 0.0076537480915721
718 => 0.0077414899938178
719 => 0.0077950125035008
720 => 0.0081901926433
721 => 0.0081609164221286
722 => 0.0082343939921005
723 => 0.0082261215453269
724 => 0.0083031377445523
725 => 0.0084290266808114
726 => 0.0081730592742964
727 => 0.0082174863653804
728 => 0.0082065938686179
729 => 0.0083255152921043
730 => 0.0083258865518078
731 => 0.008254587217862
801 => 0.0082932397434936
802 => 0.0082716649640626
803 => 0.0083106535065007
804 => 0.008160525420346
805 => 0.008343365223957
806 => 0.0084470236106677
807 => 0.0084484629074677
808 => 0.0084975961600847
809 => 0.0085475183903498
810 => 0.0086433397640335
811 => 0.0085448459842448
812 => 0.0083676652625812
813 => 0.0083804571383951
814 => 0.0082765761461116
815 => 0.0082783224043595
816 => 0.0082690007409754
817 => 0.0082969757544932
818 => 0.0081666643626417
819 => 0.0081972481858466
820 => 0.0081544306542611
821 => 0.0082173932884288
822 => 0.0081496559021607
823 => 0.0082065886159262
824 => 0.008231158887838
825 => 0.0083218237201529
826 => 0.0081362646327105
827 => 0.0077578970921695
828 => 0.0078374345364542
829 => 0.0077197924088257
830 => 0.0077306806356329
831 => 0.0077526765866318
901 => 0.0076813805128169
902 => 0.0076949815569033
903 => 0.0076944956318994
904 => 0.0076903081927343
905 => 0.00767176133035
906 => 0.0076448647105079
907 => 0.0077520125656158
908 => 0.0077702190741116
909 => 0.0078106898871886
910 => 0.007931103575291
911 => 0.0079190714082993
912 => 0.0079386963718726
913 => 0.0078958551865815
914 => 0.007732667915347
915 => 0.0077415297692927
916 => 0.0076310223085885
917 => 0.0078078639629638
918 => 0.0077659855250119
919 => 0.007738986223629
920 => 0.0077316192140999
921 => 0.0078523313844445
922 => 0.007888450357743
923 => 0.0078659434374375
924 => 0.0078197810872592
925 => 0.0079084264462753
926 => 0.0079321442047006
927 => 0.0079374537361348
928 => 0.0080945163162498
929 => 0.0079462317896156
930 => 0.0079819253489979
1001 => 0.0082603963101226
1002 => 0.0080078615747483
1003 => 0.0081416348562727
1004 => 0.0081350873502647
1005 => 0.0082035212344515
1006 => 0.008129473774326
1007 => 0.0081303916813393
1008 => 0.0081911563343844
1009 => 0.0081058233381455
1010 => 0.0080846936882361
1011 => 0.0080555032282197
1012 => 0.0081192395297539
1013 => 0.0081574465599786
1014 => 0.0084653671636185
1015 => 0.0086642979164554
1016 => 0.0086556618078322
1017 => 0.0087345796745302
1018 => 0.008699026452778
1019 => 0.0085842157212739
1020 => 0.0087801836402742
1021 => 0.0087181711910565
1022 => 0.0087232834220249
1023 => 0.0087230931445329
1024 => 0.0087643260020403
1025 => 0.0087351087435604
1026 => 0.0086775185280066
1027 => 0.008715749600714
1028 => 0.0088292822187966
1029 => 0.0091816909489311
1030 => 0.009378903543109
1031 => 0.0091698185031341
1101 => 0.0093140425639486
1102 => 0.0092275595197472
1103 => 0.0092118429779682
1104 => 0.009302426346234
1105 => 0.0093931682686947
1106 => 0.0093873884005221
1107 => 0.0093215144244649
1108 => 0.0092843038868804
1109 => 0.0095660745439145
1110 => 0.0097736783641793
1111 => 0.0097595211754309
1112 => 0.0098220064024019
1113 => 0.010005464961384
1114 => 0.01002223811284
1115 => 0.010020125081283
1116 => 0.0099785510753023
1117 => 0.010159189851724
1118 => 0.010309881897053
1119 => 0.0099689278941063
1120 => 0.010098758715013
1121 => 0.010157043953405
1122 => 0.010242623975817
1123 => 0.010387011818502
1124 => 0.010543855312642
1125 => 0.010566034702415
1126 => 0.010550297363989
1127 => 0.010446854863425
1128 => 0.010618474886245
1129 => 0.010719005870628
1130 => 0.010778869771217
1201 => 0.010930674662709
1202 => 0.010157403903195
1203 => 0.0096100444255605
1204 => 0.0095245663391612
1205 => 0.0096983893891139
1206 => 0.0097442251411736
1207 => 0.0097257488069915
1208 => 0.0091096459511674
1209 => 0.0095213226851307
1210 => 0.0099642522361123
1211 => 0.0099812669640529
1212 => 0.010203006758494
1213 => 0.010275214324986
1214 => 0.010453743923611
1215 => 0.010442576848608
1216 => 0.010486045964847
1217 => 0.010476053167804
1218 => 0.010806741655414
1219 => 0.011171540164963
1220 => 0.011158908352566
1221 => 0.011106464250718
1222 => 0.01118435268501
1223 => 0.011560863841049
1224 => 0.011526200727269
1225 => 0.01155987298971
1226 => 0.012003800861918
1227 => 0.012580970243794
1228 => 0.012312817119054
1229 => 0.012894632240756
1230 => 0.013260854019173
1231 => 0.013894196716906
]
'min_raw' => 0.0056726927394235
'max_raw' => 0.013894196716906
'avg_raw' => 0.0097834447281647
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.005672'
'max' => '$0.013894'
'avg' => '$0.009783'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0025294152997424
'max_diff' => 0.0056367866198216
'year' => 2028
]
3 => [
'items' => [
101 => 0.013814899091871
102 => 0.014061454756415
103 => 0.013672939793145
104 => 0.012780830905648
105 => 0.012639651259346
106 => 0.012922296486481
107 => 0.013617152197274
108 => 0.012900413007366
109 => 0.013045408412002
110 => 0.013003649725712
111 => 0.013001424582783
112 => 0.013086349238086
113 => 0.012963161596197
114 => 0.012461272982104
115 => 0.012691285576294
116 => 0.012602466667565
117 => 0.012701017868688
118 => 0.013232858055543
119 => 0.012997718831448
120 => 0.012750018760023
121 => 0.013060689618636
122 => 0.013456280379739
123 => 0.013431525020854
124 => 0.01338348927768
125 => 0.013654264246882
126 => 0.014101505166381
127 => 0.014222392589762
128 => 0.014311629214268
129 => 0.014323933437122
130 => 0.014450674579552
131 => 0.013769155513826
201 => 0.014850743773784
202 => 0.015037504188005
203 => 0.015002400970558
204 => 0.015209977310886
205 => 0.015148903085858
206 => 0.015060416116045
207 => 0.015389468768218
208 => 0.015012236455681
209 => 0.014476802680262
210 => 0.014183053121387
211 => 0.014569886236614
212 => 0.014806111721468
213 => 0.014962241740193
214 => 0.015009486589523
215 => 0.013822059898863
216 => 0.0131821027703
217 => 0.013592307952585
218 => 0.014092786585823
219 => 0.013766375329749
220 => 0.013779170033009
221 => 0.013313793361217
222 => 0.014133962094937
223 => 0.014014470409139
224 => 0.014634393486438
225 => 0.014486443868847
226 => 0.014991967073109
227 => 0.014858845871499
228 => 0.015411424536674
301 => 0.015631863126683
302 => 0.016002013827834
303 => 0.016274298190385
304 => 0.016434188776045
305 => 0.016424589545017
306 => 0.017058155702575
307 => 0.016684563874579
308 => 0.016215244489782
309 => 0.016206755982794
310 => 0.016449823142488
311 => 0.016959225226987
312 => 0.017091305775999
313 => 0.017165120784136
314 => 0.017052070529654
315 => 0.016646563375932
316 => 0.016471467442922
317 => 0.016620654250864
318 => 0.01643821160452
319 => 0.016753158796475
320 => 0.01718564856012
321 => 0.017096341134177
322 => 0.017394882469387
323 => 0.017703841343864
324 => 0.018145666410578
325 => 0.018261175843751
326 => 0.018452108544357
327 => 0.018648641011406
328 => 0.018711761943123
329 => 0.018832279387047
330 => 0.018831644200628
331 => 0.019194831629651
401 => 0.019595438610842
402 => 0.019746658472168
403 => 0.020094380204977
404 => 0.019498918923165
405 => 0.019950583145586
406 => 0.020357995580098
407 => 0.019872261680029
408 => 0.02054173269979
409 => 0.020567726742433
410 => 0.020960205924799
411 => 0.020562353083558
412 => 0.02032610933642
413 => 0.021008136182469
414 => 0.021338147489628
415 => 0.02123874539819
416 => 0.020482290574266
417 => 0.020042001420868
418 => 0.018889679780992
419 => 0.020254654540016
420 => 0.020919493928277
421 => 0.020480568800864
422 => 0.020701937104381
423 => 0.021909650789458
424 => 0.022369469967065
425 => 0.022273830792502
426 => 0.022289992238648
427 => 0.022538102320576
428 => 0.023638359060564
429 => 0.022979059718212
430 => 0.023483069361965
501 => 0.02375039425967
502 => 0.023998700522837
503 => 0.0233889388185
504 => 0.022595647800336
505 => 0.022344379234792
506 => 0.020436926347211
507 => 0.020337635140765
508 => 0.020281899977755
509 => 0.019930497658872
510 => 0.019654391693427
511 => 0.019434821978547
512 => 0.018858605477636
513 => 0.019053061631681
514 => 0.018134692794958
515 => 0.0187222326317
516 => 0.0172564937935
517 => 0.018477204652618
518 => 0.017812827230912
519 => 0.018258938801214
520 => 0.018257382359971
521 => 0.017435949519244
522 => 0.016962164199578
523 => 0.017264078645269
524 => 0.017587754897049
525 => 0.017640270279923
526 => 0.01805992498917
527 => 0.018177041598073
528 => 0.017822172805445
529 => 0.017226119613994
530 => 0.017364569175842
531 => 0.016959358523626
601 => 0.016249242441819
602 => 0.01675926020921
603 => 0.016933402698896
604 => 0.017010313943019
605 => 0.016311996333945
606 => 0.016092569779961
607 => 0.015975748923787
608 => 0.01713597557976
609 => 0.017199535415038
610 => 0.016874354311302
611 => 0.018344203735126
612 => 0.018011531541688
613 => 0.018383207888425
614 => 0.017352006329264
615 => 0.017391399617521
616 => 0.016903212273677
617 => 0.01717656456554
618 => 0.016983367976207
619 => 0.017154480401677
620 => 0.017257044483981
621 => 0.017745151721086
622 => 0.018482778053208
623 => 0.017672244776805
624 => 0.017319083821225
625 => 0.017538182891814
626 => 0.01812167258933
627 => 0.019005689349354
628 => 0.018482333634925
629 => 0.018714590013832
630 => 0.018765327700256
701 => 0.018379424572118
702 => 0.019019918148135
703 => 0.019363163858884
704 => 0.01971526293342
705 => 0.020020980694247
706 => 0.019574626820226
707 => 0.020052289447744
708 => 0.019667377688768
709 => 0.019322072049522
710 => 0.01932259573564
711 => 0.01910598046403
712 => 0.018686261080005
713 => 0.018608858385941
714 => 0.019011516975349
715 => 0.019334411032144
716 => 0.01936100613322
717 => 0.019539776873957
718 => 0.01964557155684
719 => 0.020682503269994
720 => 0.021099565782973
721 => 0.021609541929255
722 => 0.021808206378913
723 => 0.022406115147235
724 => 0.021923255257039
725 => 0.021818785482464
726 => 0.020368454384982
727 => 0.020605946020945
728 => 0.020986193044658
729 => 0.020374724518349
730 => 0.020762560557638
731 => 0.020839127607284
801 => 0.020353947051807
802 => 0.020613102949902
803 => 0.01992486171893
804 => 0.018497779831297
805 => 0.019021506898229
806 => 0.019407146304116
807 => 0.01885679132292
808 => 0.019843281325035
809 => 0.019266994231086
810 => 0.019084338888964
811 => 0.018371735278012
812 => 0.018708056751753
813 => 0.019162936360647
814 => 0.018881873647781
815 => 0.019465120978757
816 => 0.0202911547458
817 => 0.020879835599357
818 => 0.020925027205613
819 => 0.020546544855331
820 => 0.021153065237101
821 => 0.021157483075929
822 => 0.020473325607583
823 => 0.020054282967627
824 => 0.019959075598155
825 => 0.020196922273599
826 => 0.020485712046507
827 => 0.020941053028135
828 => 0.02121620604688
829 => 0.021933659189883
830 => 0.022127781439386
831 => 0.022341062937401
901 => 0.022626072792327
902 => 0.022968300198193
903 => 0.022219526117176
904 => 0.022249276307304
905 => 0.021552028250544
906 => 0.020806918706409
907 => 0.021372363971191
908 => 0.022111608436863
909 => 0.021942024939645
910 => 0.021922943331932
911 => 0.021955033303309
912 => 0.021827172884486
913 => 0.021248864948879
914 => 0.020958442324016
915 => 0.021333161604803
916 => 0.021532308225704
917 => 0.021841167267312
918 => 0.021803093871211
919 => 0.022598681593353
920 => 0.022907822924854
921 => 0.022828731343353
922 => 0.022843286097794
923 => 0.023402971711962
924 => 0.024025457223041
925 => 0.024608497048365
926 => 0.025201590200828
927 => 0.024486593256714
928 => 0.024123561903374
929 => 0.024498117593445
930 => 0.024299373072041
1001 => 0.025441418043486
1002 => 0.025520490759449
1003 => 0.026662453148044
1004 => 0.027746311437173
1005 => 0.027065559465109
1006 => 0.027707477913023
1007 => 0.02840176505082
1008 => 0.02974115758366
1009 => 0.029290097298997
1010 => 0.028944592189961
1011 => 0.028618091531391
1012 => 0.029297487571356
1013 => 0.030171519723155
1014 => 0.030359777877276
1015 => 0.030664828007103
1016 => 0.030344105095345
1017 => 0.030730380516088
1018 => 0.032094102489329
1019 => 0.031725612774252
1020 => 0.031202298141166
1021 => 0.032278825665789
1022 => 0.032668416792055
1023 => 0.035402771346649
1024 => 0.038855006922377
1025 => 0.037425758725425
1026 => 0.036538578248025
1027 => 0.036747086704416
1028 => 0.038007726271123
1029 => 0.038412603689249
1030 => 0.037312007297167
1031 => 0.037700756549131
1101 => 0.039842803148437
1102 => 0.040991942423882
1103 => 0.039431256937833
1104 => 0.035125387579506
1105 => 0.031155179384166
1106 => 0.032208257378375
1107 => 0.032088871014647
1108 => 0.034390232859846
1109 => 0.031716824416415
1110 => 0.031761837758264
1111 => 0.034110789329238
1112 => 0.033484129321327
1113 => 0.032469020365061
1114 => 0.031162590802933
1115 => 0.028747534927232
1116 => 0.026608452589308
1117 => 0.030803685655219
1118 => 0.03062277957688
1119 => 0.030360800766668
1120 => 0.030943806259728
1121 => 0.033774715445033
1122 => 0.033709453825553
1123 => 0.033294292699191
1124 => 0.033609188754474
1125 => 0.03241381756407
1126 => 0.032721891937933
1127 => 0.031154550482903
1128 => 0.031863054278538
1129 => 0.03246684239715
1130 => 0.032588061801197
1201 => 0.032861175308131
1202 => 0.030527450294032
1203 => 0.031575224310796
1204 => 0.032190693382496
1205 => 0.029409981725598
1206 => 0.032135727653709
1207 => 0.030486825333606
1208 => 0.029927163120481
1209 => 0.030680674560564
1210 => 0.03038703041955
1211 => 0.030134572430468
1212 => 0.029993696534782
1213 => 0.030546992174356
1214 => 0.030521180271438
1215 => 0.02961588121504
1216 => 0.028434955500678
1217 => 0.028831312932983
1218 => 0.028687312561956
1219 => 0.028165436640936
1220 => 0.028517118000164
1221 => 0.026968491275986
1222 => 0.024304159487648
1223 => 0.026064298677714
1224 => 0.025996535233559
1225 => 0.025962365832189
1226 => 0.027285061786849
1227 => 0.027157915090596
1228 => 0.026927142591873
1229 => 0.028161198323023
1230 => 0.027710751380761
1231 => 0.029098922718164
]
'min_raw' => 0.012461272982104
'max_raw' => 0.040991942423882
'avg_raw' => 0.026726607702993
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.012461'
'max' => '$0.040991'
'avg' => '$0.026726'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0067885802426801
'max_diff' => 0.027097745706977
'year' => 2029
]
4 => [
'items' => [
101 => 0.030013262142271
102 => 0.029781356088536
103 => 0.030641296736294
104 => 0.028840444207694
105 => 0.029438615180032
106 => 0.029561897388402
107 => 0.028145970266858
108 => 0.027178717862553
109 => 0.02711421315467
110 => 0.025437130781197
111 => 0.02633301464817
112 => 0.027121355376914
113 => 0.026743801345558
114 => 0.026624279018336
115 => 0.027234892666881
116 => 0.027282342576925
117 => 0.026200479599402
118 => 0.026425433170574
119 => 0.02736352695778
120 => 0.026401795614037
121 => 0.024533308711067
122 => 0.024069898125278
123 => 0.024008070610782
124 => 0.022751264348565
125 => 0.024100865436504
126 => 0.023511728394558
127 => 0.02537280525112
128 => 0.024309768131807
129 => 0.024263942726259
130 => 0.024194670904648
131 => 0.023112885836744
201 => 0.023349728015588
202 => 0.024137027490145
203 => 0.02441794481223
204 => 0.024388642834049
205 => 0.02413316929321
206 => 0.02425012377197
207 => 0.023873372646242
208 => 0.023740333982351
209 => 0.023320427363944
210 => 0.022703280637049
211 => 0.022789098674605
212 => 0.021566369523401
213 => 0.020900161786678
214 => 0.02071576426563
215 => 0.020469180193981
216 => 0.020743616592658
217 => 0.021562905685344
218 => 0.020574669217687
219 => 0.018880407110618
220 => 0.018982235150135
221 => 0.019211012521913
222 => 0.018784687403118
223 => 0.018381206456933
224 => 0.018732000404197
225 => 0.018014119214369
226 => 0.019297765033986
227 => 0.019263046011941
228 => 0.01974150979337
301 => 0.020040703014962
302 => 0.019351159504147
303 => 0.019177741175902
304 => 0.019276528137094
305 => 0.017643799719258
306 => 0.01960808104842
307 => 0.019625068234923
308 => 0.019479613630863
309 => 0.02052553279826
310 => 0.022732748471835
311 => 0.021902305150391
312 => 0.021580732396046
313 => 0.020969422354967
314 => 0.021783956688706
315 => 0.02172141316059
316 => 0.02143856760752
317 => 0.021267501734492
318 => 0.021582695850713
319 => 0.021228445695393
320 => 0.021164812633354
321 => 0.020779265510855
322 => 0.020641642729398
323 => 0.020539752300929
324 => 0.020427580950731
325 => 0.020675002997909
326 => 0.020114312087923
327 => 0.019438173815687
328 => 0.019381960234268
329 => 0.019537170874915
330 => 0.019468501720502
331 => 0.019381631472776
401 => 0.019215772512163
402 => 0.019166565701565
403 => 0.019326463964258
404 => 0.019145948148326
405 => 0.019412309067939
406 => 0.019339873636226
407 => 0.018935255202927
408 => 0.018430950826105
409 => 0.018426461459338
410 => 0.018317809908576
411 => 0.018179425822812
412 => 0.018140930535951
413 => 0.018702457516402
414 => 0.019864801560848
415 => 0.019636605612388
416 => 0.019801500571612
417 => 0.020612620568454
418 => 0.020870451224221
419 => 0.020687449131812
420 => 0.020436944580644
421 => 0.020447965509563
422 => 0.021304015393788
423 => 0.021357406175015
424 => 0.021492307454657
425 => 0.021665693722093
426 => 0.020716977562899
427 => 0.020403281063782
428 => 0.02025463425928
429 => 0.01979685963497
430 => 0.020290530320659
501 => 0.020002889553194
502 => 0.020041702119933
503 => 0.020016425384927
504 => 0.020030228191446
505 => 0.019297406228819
506 => 0.019564408036012
507 => 0.019120465745701
508 => 0.018526076853837
509 => 0.018524084253852
510 => 0.018669560093065
511 => 0.018583025371431
512 => 0.018350162660523
513 => 0.018383239709527
514 => 0.018093449954951
515 => 0.018418425432545
516 => 0.018427744566425
517 => 0.018302611306017
518 => 0.018803280867225
519 => 0.01900840559496
520 => 0.018926040202345
521 => 0.019002626619445
522 => 0.019646088184289
523 => 0.019751000495555
524 => 0.019797595614101
525 => 0.01973516432792
526 => 0.019014387915631
527 => 0.019046357414494
528 => 0.018811786443933
529 => 0.018613598692289
530 => 0.018621525162997
531 => 0.018723419429947
601 => 0.019168397669734
602 => 0.020104828142466
603 => 0.020140364994384
604 => 0.020183436695592
605 => 0.020008242440676
606 => 0.01995540217701
607 => 0.020025112124014
608 => 0.020376786174397
609 => 0.021281387310556
610 => 0.020961640852759
611 => 0.02070168200542
612 => 0.020929735998938
613 => 0.020894628874182
614 => 0.020598289410681
615 => 0.02058997214893
616 => 0.020021201973014
617 => 0.019810940589249
618 => 0.019635230439182
619 => 0.019443359542339
620 => 0.01932961204312
621 => 0.019504379899234
622 => 0.01954435137572
623 => 0.019162218403906
624 => 0.019110135091878
625 => 0.019422193125574
626 => 0.019284868019641
627 => 0.019426110296592
628 => 0.019458879716399
629 => 0.019453603085066
630 => 0.019310219902783
701 => 0.019401608067422
702 => 0.019185447813928
703 => 0.018950406004474
704 => 0.018800463973664
705 => 0.018669619664858
706 => 0.018742219692099
707 => 0.018483413851225
708 => 0.018400616653997
709 => 0.019370647813542
710 => 0.02008722026069
711 => 0.020076801013514
712 => 0.020013376525947
713 => 0.01991914060261
714 => 0.020369892229646
715 => 0.02021285937585
716 => 0.02032711389752
717 => 0.020356196468533
718 => 0.020444220651877
719 => 0.020475681731489
720 => 0.020380584497778
721 => 0.020061426566297
722 => 0.019266115345671
723 => 0.018895895825568
724 => 0.018773717217441
725 => 0.018778158177796
726 => 0.018655656665879
727 => 0.018691738851271
728 => 0.018643108754303
729 => 0.01855101511553
730 => 0.018736533169418
731 => 0.018757912396908
801 => 0.018714610266355
802 => 0.01872480948566
803 => 0.018366286339263
804 => 0.018393544075412
805 => 0.018241769536788
806 => 0.018213313640465
807 => 0.017829640823343
808 => 0.017149908813546
809 => 0.017526546330156
810 => 0.017071621173341
811 => 0.016899334123214
812 => 0.017714914222382
813 => 0.017633052601096
814 => 0.017492941089846
815 => 0.01728568696291
816 => 0.017208814391191
817 => 0.016741760980324
818 => 0.016714164973177
819 => 0.016945649255105
820 => 0.016838827223883
821 => 0.016688808635381
822 => 0.016145456514964
823 => 0.015534548833911
824 => 0.015552988296774
825 => 0.015747306663775
826 => 0.016312313523234
827 => 0.016091555568525
828 => 0.015931393139479
829 => 0.015901399530983
830 => 0.016276832337177
831 => 0.016808148413546
901 => 0.017057430029051
902 => 0.01681039951888
903 => 0.016526624169864
904 => 0.01654389626047
905 => 0.016658799741241
906 => 0.016670874472422
907 => 0.01648616589279
908 => 0.01653816027602
909 => 0.016459176053427
910 => 0.015974450025173
911 => 0.015965682868404
912 => 0.015846723283808
913 => 0.015843121234864
914 => 0.015640741305606
915 => 0.015612426954516
916 => 0.01521058932139
917 => 0.01547508006839
918 => 0.01529767356169
919 => 0.015030280110129
920 => 0.014984181378293
921 => 0.014982795594748
922 => 0.01525734888142
923 => 0.015471871753382
924 => 0.015300759623828
925 => 0.015261800708798
926 => 0.015677779996487
927 => 0.015624842840394
928 => 0.015578999604624
929 => 0.016760574886432
930 => 0.015825265851412
1001 => 0.01541741772657
1002 => 0.01491262822382
1003 => 0.015076990231285
1004 => 0.015111623721238
1005 => 0.01389769596227
1006 => 0.013405205621642
1007 => 0.013236201495846
1008 => 0.013138937232082
1009 => 0.013183261778447
1010 => 0.012739962708526
1011 => 0.013037867015003
1012 => 0.012654007491589
1013 => 0.012589652193302
1014 => 0.013276040572236
1015 => 0.013371547505342
1016 => 0.012964085257034
1017 => 0.013225741982593
1018 => 0.013130861616605
1019 => 0.012660587661374
1020 => 0.012642626655386
1021 => 0.01240665971558
1022 => 0.012037417146987
1023 => 0.011868663385039
1024 => 0.011780774960629
1025 => 0.011817039437452
1026 => 0.011798703008259
1027 => 0.011679045404537
1028 => 0.011805561642038
1029 => 0.011482364935342
1030 => 0.011353665402562
1031 => 0.011295534809412
1101 => 0.01100867912971
1102 => 0.011465194081416
1103 => 0.011555133277925
1104 => 0.011645249682436
1105 => 0.012429651458618
1106 => 0.012390464962576
1107 => 0.012744691802195
1108 => 0.012730927198589
1109 => 0.012629895965835
1110 => 0.012203661813679
1111 => 0.012373551149835
1112 => 0.011850658179811
1113 => 0.012242445146219
1114 => 0.012063649936165
1115 => 0.012181994305848
1116 => 0.011969200458476
1117 => 0.012086969359654
1118 => 0.011576461197942
1119 => 0.011099755859579
1120 => 0.011291596003633
1121 => 0.0115001481798
1122 => 0.011952342435839
1123 => 0.011683019267464
1124 => 0.011779878063048
1125 => 0.011455417311808
1126 => 0.010785962104368
1127 => 0.010789751148139
1128 => 0.010686770049349
1129 => 0.010597779344508
1130 => 0.011713954273149
1201 => 0.011575140276658
1202 => 0.011353958340777
1203 => 0.011650019151375
1204 => 0.011728302328814
1205 => 0.011730530940823
1206 => 0.0119465292658
1207 => 0.01206180761056
1208 => 0.012082125918469
1209 => 0.012422003949773
1210 => 0.012535926582766
1211 => 0.013005157785132
1212 => 0.012052027048412
1213 => 0.012032397948114
1214 => 0.011654185334125
1215 => 0.011414316915028
1216 => 0.011670609329997
1217 => 0.011897649422256
1218 => 0.011661240102663
1219 => 0.011692110168929
1220 => 0.011374749972727
1221 => 0.011488191309684
1222 => 0.01158590227127
1223 => 0.011531952021467
1224 => 0.011451185886291
1225 => 0.011879034723822
1226 => 0.011854893815655
1227 => 0.012253316489366
1228 => 0.012563915455003
1229 => 0.01312056432763
1230 => 0.012539672210281
1231 => 0.012518502192688
]
'min_raw' => 0.010597779344508
'max_raw' => 0.030641296736294
'avg_raw' => 0.020619538040401
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.010597'
'max' => '$0.030641'
'avg' => '$0.020619'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0018634936375958
'max_diff' => -0.010350645687589
'year' => 2030
]
5 => [
'items' => [
101 => 0.012725442510439
102 => 0.012535894901282
103 => 0.012655682447308
104 => 0.013101264702057
105 => 0.01311067915296
106 => 0.012952974970491
107 => 0.012943378656656
108 => 0.012973667469994
109 => 0.013151069995767
110 => 0.013089080102233
111 => 0.013160816376423
112 => 0.013250523685762
113 => 0.0136215911523
114 => 0.01371105426224
115 => 0.013493705286391
116 => 0.013513329465357
117 => 0.013432034982027
118 => 0.013353505529747
119 => 0.013530028270167
120 => 0.013852627047848
121 => 0.013850620177595
122 => 0.013925456823592
123 => 0.013972079434069
124 => 0.013771941060067
125 => 0.013641658337885
126 => 0.013691617023675
127 => 0.013771502050211
128 => 0.013665711386232
129 => 0.013012722401151
130 => 0.013210797546127
131 => 0.013177828156623
201 => 0.013130875736755
202 => 0.013330041826698
203 => 0.013310831771454
204 => 0.01273541603583
205 => 0.012772252284293
206 => 0.012737656170105
207 => 0.012849443292746
208 => 0.012529858029805
209 => 0.012628160304246
210 => 0.012689814569249
211 => 0.012726129404986
212 => 0.012857323492985
213 => 0.012841929380994
214 => 0.012856366573369
215 => 0.013050892771915
216 => 0.014034739530832
217 => 0.014088288139185
218 => 0.013824595207174
219 => 0.013929935332399
220 => 0.01372770532732
221 => 0.013863463684553
222 => 0.013956346104683
223 => 0.013536628308377
224 => 0.013511775344426
225 => 0.013308710664178
226 => 0.013417826121172
227 => 0.013244215583416
228 => 0.013286813536743
301 => 0.013167705945619
302 => 0.013382075895557
303 => 0.013621774809309
304 => 0.01368233222092
305 => 0.013523031742577
306 => 0.013407687697843
307 => 0.013205181551981
308 => 0.013541953785693
309 => 0.013640436249778
310 => 0.013541436499235
311 => 0.013518496093846
312 => 0.013475024067088
313 => 0.013527718889829
314 => 0.013639899893129
315 => 0.01358699740363
316 => 0.013621940429966
317 => 0.013488773646667
318 => 0.013772007314197
319 => 0.014221850542129
320 => 0.014223296861663
321 => 0.014170394087001
322 => 0.014148747411415
323 => 0.014203028868628
324 => 0.014232474332424
325 => 0.014408010611533
326 => 0.01459636803269
327 => 0.015475349930452
328 => 0.015228535330863
329 => 0.016008420361424
330 => 0.016625208165201
331 => 0.016810155858692
401 => 0.016640012683142
402 => 0.016057962070539
403 => 0.016029403890665
404 => 0.016899233241325
405 => 0.016653466609055
406 => 0.01662423345017
407 => 0.016313242029829
408 => 0.016497076476287
409 => 0.016456869186158
410 => 0.016393400011682
411 => 0.016744143329505
412 => 0.017400703509398
413 => 0.017298372448179
414 => 0.017221987057981
415 => 0.016887288513584
416 => 0.017088851794937
417 => 0.017017078971138
418 => 0.01732546057034
419 => 0.017142782142461
420 => 0.016651604685098
421 => 0.016729826314125
422 => 0.016718003272257
423 => 0.016961320636098
424 => 0.016888282802982
425 => 0.016703741463126
426 => 0.01739845945808
427 => 0.017353348335712
428 => 0.017417305593392
429 => 0.017445461556166
430 => 0.01786832415739
501 => 0.018041557435018
502 => 0.018080884421915
503 => 0.018245442637318
504 => 0.018076790063606
505 => 0.018751520605702
506 => 0.019200177044577
507 => 0.019721314585979
508 => 0.020482836602534
509 => 0.020769175925231
510 => 0.020717451289509
511 => 0.02129482859133
512 => 0.022332362768326
513 => 0.020927166610918
514 => 0.022406841576752
515 => 0.021938393566238
516 => 0.020827711760328
517 => 0.020756196946106
518 => 0.021508363560349
519 => 0.023176596717385
520 => 0.022758723232492
521 => 0.023177280208708
522 => 0.022689011262989
523 => 0.02266476459438
524 => 0.023153566075851
525 => 0.024295677380489
526 => 0.023753103111057
527 => 0.022975189851158
528 => 0.023549588896597
529 => 0.023051991285316
530 => 0.021930764598298
531 => 0.022758403692513
601 => 0.022204985000016
602 => 0.022366501995842
603 => 0.023529705772654
604 => 0.023389746016772
605 => 0.023570866900807
606 => 0.023251193281244
607 => 0.02295256771267
608 => 0.0223951609127
609 => 0.022230140239051
610 => 0.022275746016426
611 => 0.022230117639093
612 => 0.021918253657343
613 => 0.021850906660176
614 => 0.02173865871436
615 => 0.02177344904638
616 => 0.02156239006895
617 => 0.02196070196637
618 => 0.022034632164444
619 => 0.022324490346931
620 => 0.022354584385004
621 => 0.023161835297357
622 => 0.022717215060133
623 => 0.023015504701927
624 => 0.022988822868754
625 => 0.020851783602944
626 => 0.021146248758516
627 => 0.021604344132329
628 => 0.02139797278736
629 => 0.021106211989031
630 => 0.020870599501156
701 => 0.020513622489412
702 => 0.021016060778306
703 => 0.021676713699845
704 => 0.022371339633337
705 => 0.023205887178734
706 => 0.023019625881806
707 => 0.022355738347475
708 => 0.022385519857295
709 => 0.02256961743241
710 => 0.022331194345608
711 => 0.022260878722739
712 => 0.022559957145598
713 => 0.022562016734325
714 => 0.022287682158567
715 => 0.021982809480309
716 => 0.021981532052656
717 => 0.02192728290428
718 => 0.02269866206597
719 => 0.023122842609669
720 => 0.023171474225403
721 => 0.023119569314454
722 => 0.023139545454646
723 => 0.022892724142448
724 => 0.023456884469546
725 => 0.023974613775365
726 => 0.023835851261732
727 => 0.023627826527543
728 => 0.023462124806933
729 => 0.023796817202433
730 => 0.023781913876916
731 => 0.023970091861536
801 => 0.023961555021185
802 => 0.023898277842689
803 => 0.02383585352156
804 => 0.024083358898713
805 => 0.024012081324908
806 => 0.023940693037343
807 => 0.023797512897631
808 => 0.023816973456588
809 => 0.023608984640802
810 => 0.023512759497699
811 => 0.022065764221827
812 => 0.021679079802179
813 => 0.021800738592287
814 => 0.02184079182486
815 => 0.02167250626988
816 => 0.021913784526709
817 => 0.021876181565959
818 => 0.022022472689241
819 => 0.021931076346637
820 => 0.021934827284418
821 => 0.022203604440262
822 => 0.022281631592064
823 => 0.022241946352901
824 => 0.02226974053408
825 => 0.022910245708161
826 => 0.022819186354609
827 => 0.022770812887915
828 => 0.022784212668779
829 => 0.022947875473343
830 => 0.022993692122963
831 => 0.022799563759044
901 => 0.022891115817711
902 => 0.023280932863827
903 => 0.023417346768234
904 => 0.023852714468711
905 => 0.023667762531504
906 => 0.024007249816779
907 => 0.025050717991971
908 => 0.025884312572819
909 => 0.025117704546518
910 => 0.026648494836616
911 => 0.027840434656282
912 => 0.027794686020724
913 => 0.0275868437431
914 => 0.02622985194777
915 => 0.024981127866098
916 => 0.026025738584042
917 => 0.026028401511588
918 => 0.025938668524497
919 => 0.025381344648325
920 => 0.025919274861676
921 => 0.025961973808536
922 => 0.025938073752861
923 => 0.025510774843715
924 => 0.024858368387488
925 => 0.024985847047394
926 => 0.025194659692815
927 => 0.024799333792152
928 => 0.02467300321325
929 => 0.024907875794806
930 => 0.025664684190226
1001 => 0.025521613946964
1002 => 0.02551787780472
1003 => 0.026129992976619
1004 => 0.025691850616261
1005 => 0.024987454961539
1006 => 0.024809585768884
1007 => 0.024178269962005
1008 => 0.024614322038486
1009 => 0.02463001477643
1010 => 0.024391193510486
1011 => 0.025006833991051
1012 => 0.025001160755641
1013 => 0.025585619765945
1014 => 0.026702885880867
1015 => 0.026372455313358
1016 => 0.025988200514089
1017 => 0.026029979664999
1018 => 0.026488193830756
1019 => 0.026211147086127
1020 => 0.026310775027134
1021 => 0.026488043031935
1022 => 0.026594993220548
1023 => 0.026014591178728
1024 => 0.025879271698941
1025 => 0.02560245553398
1026 => 0.02553023936356
1027 => 0.025755700353962
1028 => 0.025696299348645
1029 => 0.024628695862571
1030 => 0.024517125358187
1031 => 0.02452054706627
1101 => 0.024239997728108
1102 => 0.023812092647853
1103 => 0.024936601649877
1104 => 0.024846287839521
1105 => 0.024746588382622
1106 => 0.024758800997215
1107 => 0.025246912241848
1108 => 0.024963783069752
1109 => 0.025716528377727
1110 => 0.025561786572002
1111 => 0.025403076222855
1112 => 0.025381137618168
1113 => 0.025320047674277
1114 => 0.025110547526108
1115 => 0.024857563508187
1116 => 0.024690521546455
1117 => 0.022775700990574
1118 => 0.023131080547747
1119 => 0.023539912334408
1120 => 0.023681039428873
1121 => 0.023439631768093
1122 => 0.025120079771953
1123 => 0.025427113815458
1124 => 0.024497087670346
1125 => 0.024323117751313
1126 => 0.025131485210882
1127 => 0.024643940813859
1128 => 0.024863482025985
1129 => 0.02438895400799
1130 => 0.025353158305384
1201 => 0.025345812684122
1202 => 0.024970715434894
1203 => 0.025287745061386
1204 => 0.025232653362067
1205 => 0.024809169491513
1206 => 0.025366583499435
1207 => 0.025366859969828
1208 => 0.025005837022764
1209 => 0.024584241258678
1210 => 0.024508869893707
1211 => 0.02445208769492
1212 => 0.024849517085896
1213 => 0.025205851035115
1214 => 0.025868900171936
1215 => 0.026035606478591
1216 => 0.026686272291735
1217 => 0.026298832480351
1218 => 0.026470579530552
1219 => 0.026657035248649
1220 => 0.026746428976586
1221 => 0.026600766694044
1222 => 0.02761151852659
1223 => 0.027696856949892
1224 => 0.027725470185051
1225 => 0.027384650354048
1226 => 0.027687378133854
1227 => 0.027545741830973
1228 => 0.02791424014337
1229 => 0.027972025383977
1230 => 0.027923083340953
1231 => 0.027941425288399
]
'min_raw' => 0.012529858029805
'max_raw' => 0.027972025383977
'avg_raw' => 0.020250941706891
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.012529'
'max' => '$0.027972'
'avg' => '$0.02025'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0019320786852975
'max_diff' => -0.0026692713523169
'year' => 2031
]
6 => [
'items' => [
101 => 0.027078926908163
102 => 0.027034201817107
103 => 0.026424372027001
104 => 0.026672882174104
105 => 0.026208304365498
106 => 0.026355626774288
107 => 0.026420565088344
108 => 0.026386644998298
109 => 0.026686932564959
110 => 0.0264316267886
111 => 0.025757832868634
112 => 0.025083855373964
113 => 0.025075394135529
114 => 0.024897947757873
115 => 0.024769686527753
116 => 0.024794394190986
117 => 0.024881467218889
118 => 0.024764625685081
119 => 0.024789559750335
120 => 0.025203631368359
121 => 0.02528667047833
122 => 0.025004471137174
123 => 0.023871400061261
124 => 0.023593341577139
125 => 0.023793204501387
126 => 0.023697682896417
127 => 0.019125879625726
128 => 0.020199956989658
129 => 0.019561776692231
130 => 0.019855879534549
131 => 0.019204462706862
201 => 0.019515352960715
202 => 0.019457942882723
203 => 0.021185027499666
204 => 0.0211580614489
205 => 0.02117096867039
206 => 0.020554873359076
207 => 0.02153632991881
208 => 0.022019830712172
209 => 0.021930347583277
210 => 0.021952868558982
211 => 0.021565883580819
212 => 0.021174715530886
213 => 0.02074084996318
214 => 0.021546918560573
215 => 0.021457297492593
216 => 0.021662855977897
217 => 0.02218564908228
218 => 0.022262632352799
219 => 0.022366098649063
220 => 0.022329013347084
221 => 0.023212535696331
222 => 0.023105535310169
223 => 0.023363375454707
224 => 0.022832978715013
225 => 0.022232784458329
226 => 0.022346861764696
227 => 0.022335875202741
228 => 0.022196003659267
229 => 0.022069733883897
301 => 0.021859530284195
302 => 0.022524645577931
303 => 0.022497643111649
304 => 0.02293478165383
305 => 0.022857513170362
306 => 0.022341495326959
307 => 0.022359925005186
308 => 0.022483873448265
309 => 0.02291286042498
310 => 0.02304021296733
311 => 0.022981218195592
312 => 0.023120854444414
313 => 0.023231217242054
314 => 0.023134714312622
315 => 0.024500992286715
316 => 0.023933618415304
317 => 0.024210152492467
318 => 0.024276104240438
319 => 0.024107170224828
320 => 0.02414380596374
321 => 0.024199299125551
322 => 0.02453624273739
323 => 0.025420480270276
324 => 0.025812103054383
325 => 0.026990319522696
326 => 0.025779584233815
327 => 0.025707744212294
328 => 0.025919976576966
329 => 0.026611714370745
330 => 0.027172302880976
331 => 0.027358282430946
401 => 0.027382862698663
402 => 0.027731772698094
403 => 0.027931761402982
404 => 0.027689405846919
405 => 0.027484034888841
406 => 0.026748421608584
407 => 0.026833570848782
408 => 0.027420164675309
409 => 0.028248763005482
410 => 0.028959786573734
411 => 0.028710810901805
412 => 0.030610319529187
413 => 0.030798648050795
414 => 0.030772627138499
415 => 0.031201667537764
416 => 0.030350109717781
417 => 0.029986052251583
418 => 0.027528438421037
419 => 0.028218927662655
420 => 0.029222594326358
421 => 0.02908975527986
422 => 0.028360865720592
423 => 0.028959233645642
424 => 0.028761394496925
425 => 0.028605350551979
426 => 0.029320218114386
427 => 0.028534191864378
428 => 0.029214753113235
429 => 0.028341926272071
430 => 0.028711948201702
501 => 0.028501905858497
502 => 0.028637828996372
503 => 0.027843225109719
504 => 0.028271974079038
505 => 0.027825387743
506 => 0.027825176002929
507 => 0.027815317584809
508 => 0.028340724428691
509 => 0.028357857927008
510 => 0.027969581475533
511 => 0.027913624772857
512 => 0.028120526030744
513 => 0.027878298845284
514 => 0.027991635420801
515 => 0.027881731694699
516 => 0.027856990051026
517 => 0.027659844424802
518 => 0.027574908668392
519 => 0.027608214167005
520 => 0.027494525330078
521 => 0.027426023693524
522 => 0.027801690885137
523 => 0.02760098705903
524 => 0.027770930145288
525 => 0.027577258549969
526 => 0.026905908421896
527 => 0.026519807863842
528 => 0.025251689706101
529 => 0.025611326442541
530 => 0.025849765970871
531 => 0.025770961708181
601 => 0.025940263757642
602 => 0.025950657528465
603 => 0.025895615706355
604 => 0.025831884327645
605 => 0.025800863417056
606 => 0.026032067869634
607 => 0.026166289836339
608 => 0.025873696567449
609 => 0.025805146058363
610 => 0.026100974007728
611 => 0.026281428885947
612 => 0.027613806317876
613 => 0.027515099494196
614 => 0.027762834251396
615 => 0.027734943119535
616 => 0.027994608612323
617 => 0.028419051950206
618 => 0.027556039968066
619 => 0.027705829007457
620 => 0.027669104194132
621 => 0.028070056076245
622 => 0.028071307804256
623 => 0.027830917121897
624 => 0.027961236810697
625 => 0.027888495935543
626 => 0.028019948528466
627 => 0.027513781204387
628 => 0.028130238367729
629 => 0.028479729855721
630 => 0.028484582545371
701 => 0.028650238736944
702 => 0.028818555021741
703 => 0.029141623473151
704 => 0.028809544817977
705 => 0.028212167644525
706 => 0.028255296346932
707 => 0.027905054328709
708 => 0.027910941960312
709 => 0.027879513321394
710 => 0.027973833032623
711 => 0.027534479076944
712 => 0.027637594572174
713 => 0.027493232275009
714 => 0.027705515192016
715 => 0.02747713386494
716 => 0.027669086484315
717 => 0.027751926871508
718 => 0.028057609683674
719 => 0.02743198426504
720 => 0.026156291685328
721 => 0.026424457731861
722 => 0.02602781908505
723 => 0.026064529501922
724 => 0.026138690386423
725 => 0.025898310695823
726 => 0.025944167565555
727 => 0.025942529235479
728 => 0.025928410991976
729 => 0.025865878950546
730 => 0.025775195118887
731 => 0.026136451593208
801 => 0.026197836107739
802 => 0.02633428627961
803 => 0.026740269436063
804 => 0.026699702144991
805 => 0.026765869079849
806 => 0.026621427032564
807 => 0.026071229754226
808 => 0.026101108113519
809 => 0.02572852449437
810 => 0.026324758478786
811 => 0.026183562401372
812 => 0.026092532371729
813 => 0.026067693984753
814 => 0.026474683494925
815 => 0.026596461135147
816 => 0.026520577481954
817 => 0.026364937895375
818 => 0.02666381191232
819 => 0.026743777990771
820 => 0.026761679446701
821 => 0.027291226901318
822 => 0.026791275266876
823 => 0.026911618594378
824 => 0.027850502882032
825 => 0.026999064390305
826 => 0.027450090348717
827 => 0.027428014975079
828 => 0.027658744593516
829 => 0.027409088411874
830 => 0.027412183199455
831 => 0.027617055469649
901 => 0.027329349315071
902 => 0.027258109225176
903 => 0.027159691551218
904 => 0.027374582941767
905 => 0.027503400611699
906 => 0.028541576425201
907 => 0.029212285347292
908 => 0.029183168104116
909 => 0.029449245201557
910 => 0.029329375032173
911 => 0.028942282635078
912 => 0.02960300215603
913 => 0.029393922853922
914 => 0.029411159097556
915 => 0.029410517563707
916 => 0.02954953702158
917 => 0.029451028994731
918 => 0.029256859562171
919 => 0.029385758293012
920 => 0.029768541441472
921 => 0.030956712079512
922 => 0.031621628109727
923 => 0.0309166832996
924 => 0.031402944790038
925 => 0.03111136116846
926 => 0.031058371750558
927 => 0.031363779900995
928 => 0.03166972262797
929 => 0.031650235398889
930 => 0.031428136689438
1001 => 0.031302678764015
1002 => 0.032252688206804
1003 => 0.032952638981263
1004 => 0.032904907030974
1005 => 0.033115580336286
1006 => 0.033734123676562
1007 => 0.033790675527759
1008 => 0.033783551294338
1009 => 0.03364338163057
1010 => 0.034252417877074
1011 => 0.034760486628881
1012 => 0.033610936403299
1013 => 0.034048670080483
1014 => 0.034245182831069
1015 => 0.034533721851636
1016 => 0.035020535544086
1017 => 0.035549344335042
1018 => 0.035624123696176
1019 => 0.03557106416093
1020 => 0.035222300548151
1021 => 0.035800929437216
1022 => 0.036139876669913
1023 => 0.036341711990314
1024 => 0.036853532780658
1025 => 0.034246396426916
1026 => 0.032400935732653
1027 => 0.032112740396468
1028 => 0.032698796945322
1029 => 0.032853335383541
1030 => 0.032791041132869
1031 => 0.030713807339531
1101 => 0.03210180419044
1102 => 0.033595172095928
1103 => 0.03365253843911
1104 => 0.034400149637448
1105 => 0.034643602489245
1106 => 0.035245527495547
1107 => 0.035207876922516
1108 => 0.035354436082832
1109 => 0.035320744669926
1110 => 0.036435683993836
1111 => 0.0376656276382
1112 => 0.037623038600777
1113 => 0.037446219649867
1114 => 0.03770882594408
1115 => 0.038978259593835
1116 => 0.038861390485626
1117 => 0.038974918869364
1118 => 0.040471652684571
1119 => 0.042417619552243
1120 => 0.04151352257033
1121 => 0.043475152874182
1122 => 0.044709895168902
1123 => 0.046845254292885
1124 => 0.046577896813697
1125 => 0.047409176450674
1126 => 0.046099271126761
1127 => 0.043091463727511
1128 => 0.042615466693156
1129 => 0.0435684248101
1130 => 0.045911179352314
1201 => 0.04349464313241
1202 => 0.043983505262393
1203 => 0.043842712936071
1204 => 0.04383521071133
1205 => 0.044121540115935
1206 => 0.043706204380617
1207 => 0.042014051877459
1208 => 0.042789555397739
1209 => 0.042490096245821
1210 => 0.042822368501033
1211 => 0.044615504822908
1212 => 0.043822716511976
1213 => 0.042987578427302
1214 => 0.04403502691746
1215 => 0.045368788787784
1216 => 0.04528532436694
1217 => 0.04512336850508
1218 => 0.046036305218649
1219 => 0.047544209204105
1220 => 0.047951789592125
1221 => 0.048252657101947
1222 => 0.048294141648353
1223 => 0.048721458258839
1224 => 0.046423669146604
1225 => 0.050070319479131
1226 => 0.050699995254876
1227 => 0.050581642306423
1228 => 0.051281500430356
1229 => 0.051075584416608
1230 => 0.05077724441992
1231 => 0.051886668410446
]
'min_raw' => 0.019125879625726
'max_raw' => 0.051886668410446
'avg_raw' => 0.035506274018086
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.019125'
'max' => '$0.051886'
'avg' => '$0.0355062'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0065960215959206
'max_diff' => 0.023914643026469
'year' => 2032
]
7 => [
'items' => [
101 => 0.050614803331207
102 => 0.048809550974589
103 => 0.047819153827905
104 => 0.049123388683717
105 => 0.049919839398638
106 => 0.050446242657421
107 => 0.050605531965467
108 => 0.04660203997442
109 => 0.044444379835091
110 => 0.045827415246777
111 => 0.04751481390104
112 => 0.046414295561881
113 => 0.046457433797219
114 => 0.04488838385671
115 => 0.047653640004802
116 => 0.04725076544349
117 => 0.049340879380249
118 => 0.048842056915029
119 => 0.050546463692701
120 => 0.050097636267249
121 => 0.051960693816698
122 => 0.052703917913442
123 => 0.053951906845471
124 => 0.0548699325841
125 => 0.055409014856857
126 => 0.055376650379247
127 => 0.057512762913632
128 => 0.056253171982193
129 => 0.054670828909516
130 => 0.05464220931556
131 => 0.055461727214874
201 => 0.05717921190808
202 => 0.057624530700642
203 => 0.057873403154178
204 => 0.057492246328276
205 => 0.056125050647894
206 => 0.055534702484944
207 => 0.05603769622381
208 => 0.055422578103922
209 => 0.056484444550511
210 => 0.057942613984111
211 => 0.057641507762299
212 => 0.058648060717448
213 => 0.059689737133568
214 => 0.061179381193234
215 => 0.061568829311791
216 => 0.06221257224238
217 => 0.062875195176492
218 => 0.06308801180474
219 => 0.063494344781187
220 => 0.06349220320583
221 => 0.064716714979717
222 => 0.066067389386288
223 => 0.066577237706584
224 => 0.067749605805904
225 => 0.065741966520496
226 => 0.067264783980576
227 => 0.068638403448161
228 => 0.067000717691223
301 => 0.06925788597532
302 => 0.069345526704938
303 => 0.070668797670306
304 => 0.069327409038863
305 => 0.068530896751376
306 => 0.070830397880424
307 => 0.071943054043163
308 => 0.07160791295185
309 => 0.069057472699
310 => 0.067573007078312
311 => 0.06368787421694
312 => 0.068289981916485
313 => 0.070531534331611
314 => 0.069051667619764
315 => 0.069798026310514
316 => 0.073869917319628
317 => 0.07542022978048
318 => 0.075097775626125
319 => 0.075152265070163
320 => 0.075988785533877
321 => 0.07969837795022
322 => 0.077475504186668
323 => 0.079174807889412
324 => 0.080076112446053
325 => 0.080913294348509
326 => 0.078857440190134
327 => 0.076182804136584
328 => 0.075335634624842
329 => 0.068904524040255
330 => 0.06856975680543
331 => 0.068381841812037
401 => 0.067197064359799
402 => 0.066266153820196
403 => 0.065525859196611
404 => 0.063583105033637
405 => 0.064238727533494
406 => 0.06114238288202
407 => 0.063123314462317
408 => 0.058181473634708
409 => 0.062297185523534
410 => 0.060057190660903
411 => 0.061561286966691
412 => 0.061556039316374
413 => 0.058786521143251
414 => 0.057189120859363
415 => 0.058207046492005
416 => 0.059298343573235
417 => 0.059475402853101
418 => 0.060890298004684
419 => 0.061285164828421
420 => 0.060088699917928
421 => 0.058079064967847
422 => 0.058545857331857
423 => 0.057179661327005
424 => 0.054785455378471
425 => 0.056505015889534
426 => 0.057092149451749
427 => 0.057351461081084
428 => 0.054997034507112
429 => 0.054257222560483
430 => 0.05386335288772
501 => 0.05777513806277
502 => 0.057989434485015
503 => 0.056893063690349
504 => 0.061848763644383
505 => 0.060727136117776
506 => 0.061980268870412
507 => 0.05850350081751
508 => 0.05863631803922
509 => 0.056990360325296
510 => 0.057911986662159
511 => 0.057260610872668
512 => 0.057837528361829
513 => 0.058183330326113
514 => 0.059829017954572
515 => 0.062315976632746
516 => 0.059583207101726
517 => 0.05839250028308
518 => 0.059131208096579
519 => 0.061098484349703
520 => 0.064079008576205
521 => 0.062314478245475
522 => 0.063097546842585
523 => 0.063268612494756
524 => 0.06196751315534
525 => 0.064126981964718
526 => 0.065284258843156
527 => 0.066471385455727
528 => 0.06750213423089
529 => 0.065997220981193
530 => 0.067607693879209
531 => 0.066309937010144
601 => 0.065145714938953
602 => 0.065147480583265
603 => 0.064417147071437
604 => 0.063002033864325
605 => 0.062741065277202
606 => 0.064098656824116
607 => 0.065187316680344
608 => 0.065276983920432
609 => 0.065879721954202
610 => 0.066236416113892
611 => 0.06973250378105
612 => 0.071138659161934
613 => 0.072858079344521
614 => 0.07352789040685
615 => 0.075543781563905
616 => 0.073915785731909
617 => 0.073563558593082
618 => 0.068673666039039
619 => 0.069474385670827
620 => 0.070756415059271
621 => 0.068694806231454
622 => 0.070002422515764
623 => 0.070260573669387
624 => 0.068624753552369
625 => 0.069498515756483
626 => 0.067178062394794
627 => 0.062366556174964
628 => 0.064132338546582
629 => 0.065432548728013
630 => 0.063576988484352
701 => 0.066903008401016
702 => 0.064960016228688
703 => 0.064344180990133
704 => 0.061941588163413
705 => 0.063075519493346
706 => 0.064609177853413
707 => 0.063661555293813
708 => 0.065628014391226
709 => 0.068413044908649
710 => 0.0703978235068
711 => 0.070550190162472
712 => 0.0692741104937
713 => 0.071319036306738
714 => 0.07133393135879
715 => 0.069027246687915
716 => 0.067614415170678
717 => 0.067293416877339
718 => 0.068095333549523
719 => 0.069069008431538
720 => 0.070604222341991
721 => 0.071531919955261
722 => 0.073950863317873
723 => 0.074605360035255
724 => 0.075324453496652
725 => 0.076285384121288
726 => 0.07743922771372
727 => 0.074914683621832
728 => 0.075014988464942
729 => 0.072664167961269
730 => 0.070151979111332
731 => 0.072058417299673
801 => 0.074550831628085
802 => 0.073979069027274
803 => 0.073914734054633
804 => 0.074022927633582
805 => 0.073591837304591
806 => 0.071642031723521
807 => 0.070662851567136
808 => 0.071926243784372
809 => 0.072597680520715
810 => 0.073639020343346
811 => 0.07351065323019
812 => 0.076193032781554
813 => 0.077235324364268
814 => 0.076968661575238
815 => 0.077017733946018
816 => 0.078904753070185
817 => 0.081003506431341
818 => 0.082969265908961
819 => 0.084968920880931
820 => 0.08255825876436
821 => 0.081334273210534
822 => 0.082597113870251
823 => 0.081927032840436
824 => 0.085777517196698
825 => 0.086044116379248
826 => 0.089894322301665
827 => 0.093548626196031
828 => 0.091253423393634
829 => 0.09341769625809
830 => 0.095758533816754
831 => 0.10027438925462
901 => 0.098753608012859
902 => 0.097588713415347
903 => 0.096487893649429
904 => 0.098778524832089
905 => 0.10172538525485
906 => 0.10236011076524
907 => 0.10338860857587
908 => 0.10230726888672
909 => 0.10360962343664
910 => 0.10820750728145
911 => 0.10696511847994
912 => 0.10520072665783
913 => 0.10883031436785
914 => 0.11014384805044
915 => 0.11936291533779
916 => 0.13100236860875
917 => 0.1261835585258
918 => 0.12319236760529
919 => 0.1238953684236
920 => 0.1281457027378
921 => 0.12951077522065
922 => 0.12580003764356
923 => 0.12711073288816
924 => 0.13433279255064
925 => 0.13820719584815
926 => 0.13294523576835
927 => 0.11842769660055
928 => 0.10504186247888
929 => 0.10859238845991
930 => 0.10818986899931
1001 => 0.11594907113635
1002 => 0.10693548791791
1003 => 0.10708725354269
1004 => 0.11500690776279
1005 => 0.11289407979411
1006 => 0.10947156907541
1007 => 0.1050668505947
1008 => 0.096924321095957
1009 => 0.089712255647686
1010 => 0.10385677683122
1011 => 0.10324683935765
1012 => 0.10236355950824
1013 => 0.10432920323223
1014 => 0.11387381119826
1015 => 0.11365377709176
1016 => 0.11225403236861
1017 => 0.11331572640433
1018 => 0.10928544897774
1019 => 0.11032414323828
1020 => 0.10503974209436
1021 => 0.1074285121075
1022 => 0.10946422590454
1023 => 0.10987292558855
1024 => 0.11079374684536
1025 => 0.10292543002484
1026 => 0.10645807327561
1027 => 0.10853317022153
1028 => 0.099157806727207
1029 => 0.10834784942933
1030 => 0.10278846013442
1031 => 0.10090151990851
1101 => 0.10344203633723
1102 => 0.10245199461423
1103 => 0.10160081487798
1104 => 0.10112584196004
1105 => 0.10299131683873
1106 => 0.10290429020591
1107 => 0.099852011231302
1108 => 0.095870437735732
1109 => 0.09720678449154
1110 => 0.096721277186837
1111 => 0.094961736082906
1112 => 0.096147454339152
1113 => 0.090926151216918
1114 => 0.081943170574835
1115 => 0.087877602743133
1116 => 0.087649133560074
1117 => 0.087533929037723
1118 => 0.091993490796541
1119 => 0.091564806833026
1120 => 0.09078674124156
1121 => 0.094947446298152
1122 => 0.093428732983116
1123 => 0.098109049566198
1124 => 0.10119180877171
1125 => 0.10040992132038
1126 => 0.10330927125344
1127 => 0.097237571221753
1128 => 0.099254346417954
1129 => 0.099670000990762
1130 => 0.094896103843603
1201 => 0.091634944831081
1202 => 0.091417462704881
1203 => 0.085763062392562
1204 => 0.088783597398678
1205 => 0.091441543205829
1206 => 0.09016859342913
1207 => 0.089765615558121
1208 => 0.091824342105873
1209 => 0.091984322790434
1210 => 0.088336746228454
1211 => 0.089095192899416
1212 => 0.092258041598599
1213 => 0.089015497227231
1214 => 0.082715763180278
1215 => 0.081153342035996
1216 => 0.080944886254214
1217 => 0.076707476193738
1218 => 0.081257750487864
1219 => 0.079271433818709
1220 => 0.085546184376844
1221 => 0.081962080510199
1222 => 0.081807576955966
1223 => 0.081574022172998
1224 => 0.077926708288741
1225 => 0.078725238230504
1226 => 0.081379673376467
1227 => 0.082326805740899
1228 => 0.082228012075662
1229 => 0.08136666519613
1230 => 0.08176098538677
1231 => 0.080490742662457
]
'min_raw' => 0.044444379835091
'max_raw' => 0.13820719584815
'avg_raw' => 0.091325787841618
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.044444'
'max' => '$0.1382071'
'avg' => '$0.091325'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.025318500209365
'max_diff' => 0.0863205274377
'year' => 2033
]
8 => [
'items' => [
101 => 0.080042193518685
102 => 0.078626449037782
103 => 0.076545695760248
104 => 0.07683503726549
105 => 0.072712520563985
106 => 0.070466354666483
107 => 0.069844645550045
108 => 0.069013270136532
109 => 0.069938551615207
110 => 0.072700841992136
111 => 0.069368933744965
112 => 0.063656610761378
113 => 0.063999931106016
114 => 0.064771269987693
115 => 0.063333885084605
116 => 0.061973520904403
117 => 0.063156247189254
118 => 0.060735860636885
119 => 0.065063762139014
120 => 0.064946704532185
121 => 0.066559878576545
122 => 0.067568629412147
123 => 0.065243785323045
124 => 0.064659093321683
125 => 0.064992160458429
126 => 0.059487302604237
127 => 0.066110014247249
128 => 0.066167287732552
129 => 0.065676877379648
130 => 0.069203266876269
131 => 0.076645048622607
201 => 0.073845150984658
202 => 0.07276094599189
203 => 0.070699871508088
204 => 0.07344613088326
205 => 0.073235261011567
206 => 0.072281627481746
207 => 0.071704866947393
208 => 0.072767565916382
209 => 0.071573186784766
210 => 0.071358643473385
211 => 0.070058744431836
212 => 0.069594739615641
213 => 0.069251208922294
214 => 0.068873015383548
215 => 0.069707216090063
216 => 0.067816807540856
217 => 0.065537160149547
218 => 0.065347632135086
219 => 0.065870935646486
220 => 0.065639412798056
221 => 0.065346523692761
222 => 0.064787318627152
223 => 0.064621414429712
224 => 0.065160522586119
225 => 0.064551900909493
226 => 0.065449955346693
227 => 0.065205734231393
228 => 0.063841534933969
301 => 0.062141237518108
302 => 0.062126101304613
303 => 0.061759775015412
304 => 0.061293203408589
305 => 0.061163413861283
306 => 0.063056641280436
307 => 0.066975565378554
308 => 0.066206186806187
309 => 0.06676214167381
310 => 0.069496889373754
311 => 0.070366183430834
312 => 0.069749179099477
313 => 0.068904585515546
314 => 0.068941743346854
315 => 0.071827975299012
316 => 0.072007986045544
317 => 0.072462815128363
318 => 0.073047399034468
319 => 0.069848736266499
320 => 0.068791086618133
321 => 0.068289913538569
322 => 0.066746494431902
323 => 0.068410939615689
324 => 0.067441138685746
325 => 0.067571997964312
326 => 0.067486775687476
327 => 0.067533312813333
328 => 0.065062552402341
329 => 0.065962767636762
330 => 0.06446598520992
331 => 0.062461961562091
401 => 0.062455243372122
402 => 0.06294572532083
403 => 0.062653967465178
404 => 0.061868854577399
405 => 0.06198037615748
406 => 0.061003329767452
407 => 0.062099007279225
408 => 0.06213042738974
409 => 0.06170853186575
410 => 0.063396574246997
411 => 0.064088166587905
412 => 0.063810465916137
413 => 0.064068682368481
414 => 0.066238157959405
415 => 0.066591877141582
416 => 0.066748975836928
417 => 0.066538484396753
418 => 0.06410833639972
419 => 0.064216123797176
420 => 0.063425251392709
421 => 0.062757047551014
422 => 0.062783772200415
423 => 0.063127315835465
424 => 0.064627591038295
425 => 0.067784831756599
426 => 0.067904646733945
427 => 0.068049865981739
428 => 0.067459186319616
429 => 0.067281031681477
430 => 0.067516063634796
501 => 0.06870175724876
502 => 0.071751683136552
503 => 0.070673635630106
504 => 0.069797166226555
505 => 0.070566066187923
506 => 0.070447700065708
507 => 0.069448570874754
508 => 0.069420528646067
509 => 0.067502880287701
510 => 0.066793969352354
511 => 0.066201550313714
512 => 0.065554644189009
513 => 0.065171136553795
514 => 0.065760378582587
515 => 0.065895145206279
516 => 0.064606757212136
517 => 0.064431154689292
518 => 0.065483280137095
519 => 0.065020278954707
520 => 0.06549648715267
521 => 0.065606971539436
522 => 0.065589181008495
523 => 0.065105754598735
524 => 0.065413876176333
525 => 0.06468507678985
526 => 0.063892616919179
527 => 0.063387076893685
528 => 0.062945926171288
529 => 0.063190702231904
530 => 0.06231812027015
531 => 0.06203896373898
601 => 0.065309491518798
602 => 0.067725465553848
603 => 0.067690336334548
604 => 0.067476496246559
605 => 0.067158773251684
606 => 0.068678513832711
607 => 0.068149066602453
608 => 0.068534283699262
609 => 0.068632337617911
610 => 0.068929117297709
611 => 0.069035190524161
612 => 0.068714563561229
613 => 0.067638500312345
614 => 0.064957053005149
615 => 0.063708832045221
616 => 0.06329689833768
617 => 0.063311871345576
618 => 0.062898848945364
619 => 0.063020502552592
620 => 0.06285654278542
621 => 0.062546042652525
622 => 0.063171529723664
623 => 0.063243611281798
624 => 0.06309761512538
625 => 0.063132002505355
626 => 0.061923216685989
627 => 0.062015118046491
628 => 0.061503399592958
629 => 0.061407458551778
630 => 0.06011387886167
701 => 0.057822114933268
702 => 0.05909197461651
703 => 0.057558162688446
704 => 0.056977284870245
705 => 0.059727070116574
706 => 0.059451067945013
707 => 0.058978672202561
708 => 0.058279900443575
709 => 0.058020719200952
710 => 0.056446016017588
711 => 0.0563529741528
712 => 0.057133439571038
713 => 0.056773281634696
714 => 0.056267483489596
715 => 0.054435533879978
716 => 0.052375815981097
717 => 0.052437985917539
718 => 0.053093143858759
719 => 0.054998103932943
720 => 0.054253803075816
721 => 0.053713804264101
722 => 0.053612678718972
723 => 0.054878476636936
724 => 0.056669845883716
725 => 0.057510316254678
726 => 0.05667743564252
727 => 0.055720667240749
728 => 0.055778901300127
729 => 0.05616630640785
730 => 0.056207017207058
731 => 0.055584259334886
801 => 0.055759562028078
802 => 0.055493261207106
803 => 0.053858973560355
804 => 0.053829414479207
805 => 0.053428333934246
806 => 0.053416189374744
807 => 0.052733851313535
808 => 0.052638387501992
809 => 0.0512835638665
810 => 0.052175312886165
811 => 0.051577174462699
812 => 0.050675638771945
813 => 0.05052021367905
814 => 0.050515541413077
815 => 0.051441216987788
816 => 0.052164495828119
817 => 0.05158757933666
818 => 0.051456226634611
819 => 0.052858729845802
820 => 0.052680248528078
821 => 0.052525684858009
822 => 0.056509448415577
823 => 0.053355988702815
824 => 0.051980900274863
825 => 0.050278967223063
826 => 0.05083312520662
827 => 0.050949894436031
828 => 0.046857052242941
829 => 0.045196586674936
830 => 0.044626777465321
831 => 0.044298844209269
901 => 0.044448287511979
902 => 0.042953673747588
903 => 0.043958078915889
904 => 0.042663869732483
905 => 0.042446891351164
906 => 0.044761097692846
907 => 0.045083105985893
908 => 0.043709318567617
909 => 0.044591512486131
910 => 0.044271616707865
911 => 0.042686055234327
912 => 0.042625498448638
913 => 0.041829919436398
914 => 0.040584992336694
915 => 0.040016027246275
916 => 0.039719705287204
917 => 0.039841973502717
918 => 0.039780150951484
919 => 0.039376716986308
920 => 0.039803275314125
921 => 0.038713595052623
922 => 0.038279675592343
923 => 0.038083684238989
924 => 0.03711653028725
925 => 0.038655702319781
926 => 0.038958938600168
927 => 0.039262772349702
928 => 0.041907437703282
929 => 0.041775317695964
930 => 0.042969618217067
1001 => 0.042923209894995
1002 => 0.042582576039991
1003 => 0.041145497837277
1004 => 0.041718291595423
1005 => 0.039955321439764
1006 => 0.041276258550701
1007 => 0.040673438016922
1008 => 0.041072444321848
1009 => 0.040354995008643
1010 => 0.040752061081327
1011 => 0.039030847171572
1012 => 0.037423601840777
1013 => 0.038070404280305
1014 => 0.038773552502903
1015 => 0.040298157008331
1016 => 0.039390115142612
1017 => 0.039716681334389
1018 => 0.038622739258457
1019 => 0.036365624286702
1020 => 0.03637839931232
1021 => 0.036031191347839
1022 => 0.035731152973333
1023 => 0.039494414674094
1024 => 0.03902639359324
1025 => 0.038280663253985
1026 => 0.039278852947224
1027 => 0.039542790145517
1028 => 0.0395503040665
1029 => 0.040278557499682
1030 => 0.040667226487517
1031 => 0.040735731081211
1101 => 0.04188165359328
1102 => 0.042265751704241
1103 => 0.043847797463694
1104 => 0.040634250639379
1105 => 0.040568069757265
1106 => 0.039292899523239
1107 => 0.038484166401176
1108 => 0.039348274172008
1109 => 0.040113755694492
1110 => 0.039316685167914
1111 => 0.039420765751608
1112 => 0.038350763692732
1113 => 0.038733239080504
1114 => 0.039062678409452
1115 => 0.038880781375556
1116 => 0.038608472711897
1117 => 0.040050994939084
1118 => 0.039969602181736
1119 => 0.041312912043136
1120 => 0.042360118141107
1121 => 0.044236898679152
1122 => 0.04227838034892
1123 => 0.042207004156561
1124 => 0.042904717885971
1125 => 0.042265644887905
1126 => 0.042669516962632
1127 => 0.044171828644075
1128 => 0.044203570122592
1129 => 0.043671859460845
1130 => 0.043639504818756
1201 => 0.043741625667622
1202 => 0.044339750669115
1203 => 0.044130747415069
1204 => 0.044372611271967
1205 => 0.044675065728568
1206 => 0.045926145599105
1207 => 0.046227776720381
1208 => 0.045494969473487
1209 => 0.045561133762987
1210 => 0.04528704373664
1211 => 0.045022276205527
1212 => 0.045617434949276
1213 => 0.046705099251353
1214 => 0.04669833294818
1215 => 0.046950649925089
1216 => 0.047107841311397
1217 => 0.046433060810237
1218 => 0.045993803516348
1219 => 0.046162242713493
1220 => 0.046431580657856
1221 => 0.046074900048182
1222 => 0.043873302094747
1223 => 0.044541126275198
1224 => 0.044429967676637
1225 => 0.044271664314938
1226 => 0.044943166692513
1227 => 0.044878398650055
1228 => 0.042938344323155
1229 => 0.043062540306672
1230 => 0.042945897092262
1231 => 0.043322795180976
]
'min_raw' => 0.035731152973333
'max_raw' => 0.080042193518685
'avg_raw' => 0.057886673246009
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.035731'
'max' => '$0.080042'
'avg' => '$0.057886'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0087132268617576
'max_diff' => -0.05816500232946
'year' => 2034
]
9 => [
'items' => [
101 => 0.04224529115424
102 => 0.042576724135764
103 => 0.042784595794784
104 => 0.042907033798893
105 => 0.043349363826258
106 => 0.0432974615029
107 => 0.043346137504963
108 => 0.044001996164748
109 => 0.047319104202424
110 => 0.047499647074128
111 => 0.046610587943403
112 => 0.046965749530212
113 => 0.04628391694884
114 => 0.046741635728596
115 => 0.047054795292909
116 => 0.0456396874389
117 => 0.04555589393576
118 => 0.044871247188783
119 => 0.045239137570235
120 => 0.044653797521091
121 => 0.044797419494825
122 => 0.044395839935526
123 => 0.045118603188572
124 => 0.045926764811532
125 => 0.046130938352761
126 => 0.045593845668023
127 => 0.04520495516814
128 => 0.044522191558839
129 => 0.045657642657486
130 => 0.045989683160975
131 => 0.045655898590075
201 => 0.04557855341166
202 => 0.045431984438324
203 => 0.04560964871223
204 => 0.045987874797084
205 => 0.045809510360206
206 => 0.04592732321314
207 => 0.045478342105839
208 => 0.04643328419066
209 => 0.047949962040684
210 => 0.047954838407974
211 => 0.047776473009645
212 => 0.047703489731585
213 => 0.047886503454388
214 => 0.047985780891392
215 => 0.048577613711959
216 => 0.049212673908088
217 => 0.052176222744947
218 => 0.051344070090389
219 => 0.05397350692076
220 => 0.056053050063943
221 => 0.056676614125183
222 => 0.056102964529799
223 => 0.05414054025193
224 => 0.054044254354619
225 => 0.056976944739913
226 => 0.056148325380338
227 => 0.056049763744162
228 => 0.055001234457757
301 => 0.055621045128901
302 => 0.055485483443047
303 => 0.055271492690024
304 => 0.056454048274181
305 => 0.058667686760258
306 => 0.058322670442832
307 => 0.058065131766721
308 => 0.056936672256381
309 => 0.057616256932162
310 => 0.057374269845703
311 => 0.058413999937929
312 => 0.057798086864136
313 => 0.05614204777372
314 => 0.056405777457245
315 => 0.05636591524613
316 => 0.057186276726197
317 => 0.056940024572505
318 => 0.056317830560916
319 => 0.058660120784566
320 => 0.058508025485945
321 => 0.058723661845563
322 => 0.058818591639843
323 => 0.060244302423195
324 => 0.060828370513478
325 => 0.060960964195523
326 => 0.061515783707845
327 => 0.060947159780628
328 => 0.063222060911485
329 => 0.064734737419343
330 => 0.066491789024843
331 => 0.069059313671426
401 => 0.070024726689472
402 => 0.069850333468839
403 => 0.071797001353125
404 => 0.07529512026919
405 => 0.070557403316823
406 => 0.075546230771741
407 => 0.073966825598297
408 => 0.070222084344346
409 => 0.069980967155191
410 => 0.072516949409706
411 => 0.078141513970974
412 => 0.07673262434166
413 => 0.078143818409687
414 => 0.076497585569347
415 => 0.076415836233284
416 => 0.078063864555092
417 => 0.081914572558343
418 => 0.08008524552763
419 => 0.077462456659711
420 => 0.079399083144668
421 => 0.077721398057078
422 => 0.073941104000251
423 => 0.076731546990313
424 => 0.074865657230099
425 => 0.075410223058285
426 => 0.079332045804098
427 => 0.078860161715466
428 => 0.079470823421446
429 => 0.078393021494191
430 => 0.07738618454037
501 => 0.07550684859737
502 => 0.07495046987479
503 => 0.075104232937302
504 => 0.074950393677453
505 => 0.073898922489333
506 => 0.07367185738637
507 => 0.073293405600148
508 => 0.073410703633537
509 => 0.072699103555464
510 => 0.074042039926865
511 => 0.074291300751312
512 => 0.075268577850819
513 => 0.075370042001282
514 => 0.078091744812738
515 => 0.076592676640546
516 => 0.077598380993772
517 => 0.077508421330363
518 => 0.070303244242368
519 => 0.071296054073278
520 => 0.072840554609286
521 => 0.072144759211335
522 => 0.071161067309681
523 => 0.070366683356873
524 => 0.069163110438439
525 => 0.070857116208564
526 => 0.07308455365885
527 => 0.075426533490852
528 => 0.078240268806406
529 => 0.077612275839464
530 => 0.075373932666322
531 => 0.075474343105958
601 => 0.076095040933739
602 => 0.075291180850418
603 => 0.075054106818634
604 => 0.076062470602291
605 => 0.076069414649482
606 => 0.075144476473886
607 => 0.074116576953609
608 => 0.074112270017087
609 => 0.073929365225785
610 => 0.076530123925394
611 => 0.077960278243816
612 => 0.078124243131615
613 => 0.077949242100464
614 => 0.078016593051811
615 => 0.077184417765221
616 => 0.07908652369645
617 => 0.080832084197725
618 => 0.080364236694923
619 => 0.07966286677978
620 => 0.079104191859817
621 => 0.080232630638724
622 => 0.080182383036226
623 => 0.08081683824954
624 => 0.080788055696274
625 => 0.080574712271104
626 => 0.080364244314088
627 => 0.081198725973435
628 => 0.080958408656909
629 => 0.080717718061212
630 => 0.080234976223656
701 => 0.080300588856873
702 => 0.079599340043135
703 => 0.079274910254937
704 => 0.07439626465635
705 => 0.073092531138064
706 => 0.07350271224286
707 => 0.073637754512906
708 => 0.073070368014968
709 => 0.073883854503379
710 => 0.073757073495855
711 => 0.07425030423172
712 => 0.073942155081541
713 => 0.073954801630151
714 => 0.074861002576502
715 => 0.075124076566483
716 => 0.074990275011911
717 => 0.075083985034284
718 => 0.07724349294734
719 => 0.076936479979279
720 => 0.076773385458992
721 => 0.076818563755719
722 => 0.077370364327877
723 => 0.077524838360886
724 => 0.076870321028326
725 => 0.077178995186081
726 => 0.078493290573219
727 => 0.078953219576041
728 => 0.080421092174602
729 => 0.079797513805378
730 => 0.080942118889928
731 => 0.084460244695207
801 => 0.087270767024252
802 => 0.084686094540715
803 => 0.089847260880145
804 => 0.093865969200732
805 => 0.093711724481879
806 => 0.093010969731786
807 => 0.088435777151687
808 => 0.084225616727202
809 => 0.087747594695138
810 => 0.08775657294128
811 => 0.087454031910346
812 => 0.085574975550723
813 => 0.087388644822122
814 => 0.087532607302607
815 => 0.087452026596249
816 => 0.086011358491006
817 => 0.083811724574273
818 => 0.084241527776423
819 => 0.084945554189293
820 => 0.083612685314435
821 => 0.083186752947545
822 => 0.083978642254542
823 => 0.086530274598376
824 => 0.086047903284374
825 => 0.08603530661995
826 => 0.088099095658522
827 => 0.086621868100454
828 => 0.084246948971223
829 => 0.083647250569757
830 => 0.081518725249803
831 => 0.082988905269842
901 => 0.083041814431453
902 => 0.082236611859353
903 => 0.084312286722224
904 => 0.084293159012947
905 => 0.086263703371812
906 => 0.090030644083298
907 => 0.088916574355017
908 => 0.087621032471468
909 => 0.08776189379569
910 => 0.089306794847029
911 => 0.088372712404728
912 => 0.088708614963634
913 => 0.089306286418275
914 => 0.089666876446208
915 => 0.087710010439835
916 => 0.087253771366029
917 => 0.086320466339176
918 => 0.086076984478633
919 => 0.086837141948957
920 => 0.086636867312286
921 => 0.083037367621294
922 => 0.082661199876158
923 => 0.082672736403857
924 => 0.081726844722912
925 => 0.080284132869455
926 => 0.084075493480491
927 => 0.083770994163367
928 => 0.083434850483638
929 => 0.083476026166395
930 => 0.085121727306513
1001 => 0.084167137535345
1002 => 0.086705070896181
1003 => 0.086183348094453
1004 => 0.085648245071502
1005 => 0.085574277534093
1006 => 0.085368308523101
1007 => 0.084661964146716
1008 => 0.083809010867516
1009 => 0.083245817231039
1010 => 0.076789866038384
1011 => 0.077988053027201
1012 => 0.079366457939653
1013 => 0.079842277791821
1014 => 0.079028355008957
1015 => 0.084694102779102
1016 => 0.085729289493211
1017 => 0.082593641412615
1018 => 0.082007089684403
1019 => 0.084732557012753
1020 => 0.083088767038928
1021 => 0.083828965563491
1022 => 0.082229061220331
1023 => 0.085479943327588
1024 => 0.085455177052647
1025 => 0.084190510488422
1026 => 0.085259398008443
1027 => 0.085073652497809
1028 => 0.083645847061535
1029 => 0.085525207306648
1030 => 0.085526139445882
1031 => 0.084308925374038
1101 => 0.082887485820547
1102 => 0.082633366001286
1103 => 0.082441920853668
1104 => 0.083781881792977
1105 => 0.084983286581213
1106 => 0.087218803038615
1107 => 0.087780864990567
1108 => 0.089974630207617
1109 => 0.088668349833353
1110 => 0.089247407004102
1111 => 0.089876055475587
1112 => 0.090177452670599
1113 => 0.089686342115192
1114 => 0.093094162487059
1115 => 0.093381886939363
1116 => 0.093478358459414
1117 => 0.092329260603905
1118 => 0.093349928449298
1119 => 0.092872391765405
1120 => 0.094114809553384
1121 => 0.094309636526526
1122 => 0.094144625011445
1123 => 0.094206466167855
1124 => 0.091298492661175
1125 => 0.091147698894072
1126 => 0.089091615179776
1127 => 0.089929484491155
1128 => 0.088363127973653
1129 => 0.088859835760613
1130 => 0.089078779820299
1201 => 0.088964415868485
1202 => 0.089976856364891
1203 => 0.089116075115017
1204 => 0.08684433187106
1205 => 0.084571969692176
1206 => 0.084543442036046
1207 => 0.08394516918487
1208 => 0.083512727492608
1209 => 0.083596031104231
1210 => 0.083889603897051
1211 => 0.083495664508203
1212 => 0.083579731450048
1213 => 0.084975802819772
1214 => 0.085255774976645
1215 => 0.084304320195408
1216 => 0.080484091954472
1217 => 0.079546598361829
1218 => 0.080220450164915
1219 => 0.079898392404654
1220 => 0.064484238484408
1221 => 0.068105565306593
1222 => 0.06595389587749
1223 => 0.066945484143971
1224 => 0.064749186828954
1225 => 0.065797375025485
1226 => 0.06560381293929
1227 => 0.071426799306512
1228 => 0.071335881383644
1229 => 0.071379398982052
1230 => 0.069302190625555
1231 => 0.072611239939807
]
'min_raw' => 0.04224529115424
'max_raw' => 0.094309636526526
'avg_raw' => 0.068277463840383
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.042245'
'max' => '$0.0943096'
'avg' => '$0.068277'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0065141381809066
'max_diff' => 0.01426744300784
'year' => 2035
]
10 => [
'items' => [
101 => 0.074241396621572
102 => 0.073939698004993
103 => 0.074015629046944
104 => 0.072710882174639
105 => 0.071392031783811
106 => 0.069929223730762
107 => 0.072646940284787
108 => 0.072344776596948
109 => 0.073037831381787
110 => 0.074800464833463
111 => 0.075060019304816
112 => 0.075408863146455
113 => 0.075283827461623
114 => 0.078262684747667
115 => 0.077901925475194
116 => 0.078771251524328
117 => 0.076982981885333
118 => 0.074959385044698
119 => 0.075344004647738
120 => 0.07530696268705
121 => 0.074835376012705
122 => 0.074409648649172
123 => 0.073700932536829
124 => 0.07594341518653
125 => 0.075852374486206
126 => 0.077326217601209
127 => 0.077065701514484
128 => 0.075325911328235
129 => 0.075388048275097
130 => 0.075805949104741
131 => 0.07725230864765
201 => 0.077681686635652
202 => 0.077482781643855
203 => 0.07795357500585
204 => 0.078325670883379
205 => 0.078000304519179
206 => 0.082606806099314
207 => 0.080693865479072
208 => 0.081626219427223
209 => 0.081848580350109
210 => 0.081279007521884
211 => 0.081402527473452
212 => 0.081589626542905
213 => 0.082725655454874
214 => 0.085706924032492
215 => 0.087027307591338
216 => 0.090999746674703
217 => 0.086917668117403
218 => 0.086675454469133
219 => 0.087391010704215
220 => 0.089723252971532
221 => 0.091613316272815
222 => 0.092240359310219
223 => 0.092323233398964
224 => 0.093499607822166
225 => 0.094173883703461
226 => 0.09335676502547
227 => 0.092664342501765
228 => 0.090184170968499
229 => 0.090471257576757
301 => 0.092448999617566
302 => 0.095242676738634
303 => 0.097639942341074
304 => 0.09680050348024
305 => 0.10320482943692
306 => 0.1038397921962
307 => 0.10375206087367
308 => 0.10519860053443
309 => 0.10232751389049
310 => 0.10110006872552
311 => 0.092814052110719
312 => 0.095142084797254
313 => 0.098526017027698
314 => 0.098078140907904
315 => 0.095620638869388
316 => 0.097638078105408
317 => 0.096971049602822
318 => 0.096444936547794
319 => 0.09885516244491
320 => 0.096205020064408
321 => 0.098499579830199
322 => 0.095556783196391
323 => 0.096804337966248
324 => 0.096096165541443
325 => 0.096554439890639
326 => 0.093875377409317
327 => 0.095320934493673
328 => 0.093815237482057
329 => 0.093814523585626
330 => 0.093781285240642
331 => 0.095552731097525
401 => 0.095610497883321
402 => 0.094301396718578
403 => 0.094112734788735
404 => 0.094810316825085
405 => 0.093993630957544
406 => 0.094375753134807
407 => 0.094005205049019
408 => 0.093921786869972
409 => 0.093257096626887
410 => 0.092970729794128
411 => 0.093083021608017
412 => 0.092699711756815
413 => 0.092468753706542
414 => 0.093735341871313
415 => 0.093058654908897
416 => 0.093631629889265
417 => 0.092978652583928
418 => 0.090715148754959
419 => 0.089413383766801
420 => 0.085137834860795
421 => 0.086350375226737
422 => 0.08715429074382
423 => 0.086888596670219
424 => 0.08745941035027
425 => 0.087494453674268
426 => 0.087308876328127
427 => 0.087094001535226
428 => 0.086989412369363
429 => 0.087768934323409
430 => 0.088221473055235
501 => 0.087234974420961
502 => 0.087003851593533
503 => 0.088001256178866
504 => 0.088609672399738
505 => 0.093101875935109
506 => 0.092769078987582
507 => 0.093604334017772
508 => 0.093510297119405
509 => 0.094385777457605
510 => 0.095816817804964
511 => 0.092907112653609
512 => 0.09341213685785
513 => 0.093288316585682
514 => 0.094640153849792
515 => 0.094644374138173
516 => 0.093833880169059
517 => 0.094273262098479
518 => 0.09402801115929
519 => 0.094471212754057
520 => 0.092764634281452
521 => 0.094843062647323
522 => 0.096021397599806
523 => 0.096037758781765
524 => 0.096596280197397
525 => 0.097163770303059
526 => 0.098253018142905
527 => 0.097133391771996
528 => 0.095119292924161
529 => 0.095264704355475
530 => 0.094083838937919
531 => 0.094103689498929
601 => 0.093997725648542
602 => 0.09431573114014
603 => 0.092834418603857
604 => 0.093182079695317
605 => 0.092695352131373
606 => 0.093411078807182
607 => 0.092641075217869
608 => 0.093288256875798
609 => 0.093567559024948
610 => 0.094598189968258
611 => 0.092488850189562
612 => 0.088187763591051
613 => 0.089091904139692
614 => 0.087754609249545
615 => 0.087878380983068
616 => 0.088128419582912
617 => 0.08731796267328
618 => 0.087472572311205
619 => 0.087467048566967
620 => 0.087419447923292
621 => 0.087208616779766
622 => 0.086902869909983
623 => 0.088120871335277
624 => 0.08832783351175
625 => 0.088787884792859
626 => 0.090156685349678
627 => 0.090019909895512
628 => 0.090242996336016
629 => 0.089755999888972
630 => 0.087900971351507
701 => 0.088001708325903
702 => 0.086745516640986
703 => 0.088755761147172
704 => 0.088279708714176
705 => 0.087972794613719
706 => 0.087889050257871
707 => 0.089261243806513
708 => 0.089671825622766
709 => 0.089415978587998
710 => 0.088891228855439
711 => 0.089898903470285
712 => 0.090168514686838
713 => 0.090228870695346
714 => 0.092014276910409
715 => 0.090328655069379
716 => 0.090734401000155
717 => 0.093899914926787
718 => 0.091029230606394
719 => 0.092549896114806
720 => 0.09247546745133
721 => 0.093253388468919
722 => 0.092411655222075
723 => 0.092422089514478
724 => 0.093112830677162
725 => 0.092142809289997
726 => 0.091902618353094
727 => 0.091570796294042
728 => 0.092295317620515
729 => 0.092729635388454
730 => 0.096229917626797
731 => 0.098491259585029
801 => 0.098393088766757
802 => 0.099290186277691
803 => 0.098886035632544
804 => 0.097580926589809
805 => 0.099808588584665
806 => 0.099103663120156
807 => 0.099161776318966
808 => 0.099159613342804
809 => 0.099628327151048
810 => 0.099296200460917
811 => 0.098641544662563
812 => 0.099076135733017
813 => 0.10036671584312
814 => 0.10437271610469
815 => 0.10661452692352
816 => 0.1042377562785
817 => 0.1058772208432
818 => 0.10489412630534
819 => 0.10471546878328
820 => 0.10574517368539
821 => 0.10677668094963
822 => 0.10671097839622
823 => 0.10596215709087
824 => 0.10553916693612
825 => 0.10874219010002
826 => 0.11110212300511
827 => 0.11094119140218
828 => 0.11165149115978
829 => 0.11373695321683
830 => 0.11392762173147
831 => 0.11390360188109
901 => 0.11343101007336
902 => 0.1154844183
903 => 0.11719740756895
904 => 0.11332161872436
905 => 0.11479746837858
906 => 0.11546002483726
907 => 0.11643285429025
908 => 0.1180741806426
909 => 0.11985709640156
910 => 0.12010922023855
911 => 0.11993032631097
912 => 0.11875444544058
913 => 0.12070533313865
914 => 0.12184811739822
915 => 0.12252861927265
916 => 0.12425425880148
917 => 0.11546411656039
918 => 0.10924201698373
919 => 0.10827034628663
920 => 0.11024627685825
921 => 0.11076731399224
922 => 0.11055728457685
923 => 0.10355374581478
924 => 0.10823347410446
925 => 0.11326846826143
926 => 0.11346188289266
927 => 0.11598250624441
928 => 0.11680332453158
929 => 0.11883275671538
930 => 0.11870581517973
1001 => 0.11919994962117
1002 => 0.1190863566703
1003 => 0.12284545244344
1004 => 0.12699229331234
1005 => 0.12684870139919
1006 => 0.12625254396109
1007 => 0.12713793941662
1008 => 0.1314179235958
1009 => 0.13102389123793
1010 => 0.13140666011
1011 => 0.13645300266659
1012 => 0.14301396582401
1013 => 0.13996573972746
1014 => 0.14657951325355
1015 => 0.15074253310715
1016 => 0.15794204547967
1017 => 0.15704063107229
1018 => 0.15984334840645
1019 => 0.1554269111522
1020 => 0.14528587850723
1021 => 0.14368102127284
1022 => 0.14689398609753
1023 => 0.15479274660251
1024 => 0.14664522601993
1025 => 0.14829345882243
1026 => 0.14781876766443
1027 => 0.14779347338993
1028 => 0.14875885296844
1029 => 0.147358519539
1030 => 0.14165330923228
1031 => 0.14426797349483
1101 => 0.14325832605657
1102 => 0.14437860516353
1103 => 0.15042428946551
1104 => 0.14775134832449
1105 => 0.14493562196453
1106 => 0.14846716767962
1107 => 0.15296403894569
1108 => 0.15268263282352
1109 => 0.15213658732786
1110 => 0.15521461719686
1111 => 0.16029862076232
1112 => 0.16167280649689
1113 => 0.16268720231215
1114 => 0.16282707035672
1115 => 0.16426779814327
1116 => 0.15652064172485
1117 => 0.16881557792196
1118 => 0.17093857376244
1119 => 0.1705395385336
1120 => 0.17289915906097
1121 => 0.17220489884402
1122 => 0.17119902471575
1123 => 0.17493952515732
1124 => 0.17065134324388
1125 => 0.16456480888485
1126 => 0.16122561575749
1127 => 0.16562293463263
1128 => 0.16830822382439
1129 => 0.17008302916368
1130 => 0.17062008418699
1201 => 0.15712203142429
1202 => 0.14984732962152
1203 => 0.15451033007247
1204 => 0.16019951244573
1205 => 0.15648903802951
1206 => 0.15663448160177
1207 => 0.15134432017978
1208 => 0.16066757434709
1209 => 0.15930925463582
1210 => 0.1663562197007
1211 => 0.16467440493254
1212 => 0.17042093138134
1213 => 0.1689076783803
1214 => 0.17518910698279
1215 => 0.17769493891521
1216 => 0.18190262073135
1217 => 0.18499780860365
1218 => 0.18681536212377
1219 => 0.1867062430279
1220 => 0.19390829557619
1221 => 0.18966149680901
1222 => 0.18432651666382
1223 => 0.18423002370464
1224 => 0.18699308551909
1225 => 0.19278370507318
1226 => 0.19428512847347
1227 => 0.19512421932629
1228 => 0.19383912247624
1229 => 0.18922952678528
1230 => 0.1872391267371
1231 => 0.18893500524559
]
'min_raw' => 0.069929223730762
'max_raw' => 0.19512421932629
'avg_raw' => 0.13252672152852
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.069929'
'max' => '$0.195124'
'avg' => '$0.132526'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.027683932576522
'max_diff' => 0.10081458279976
'year' => 2036
]
11 => [
'items' => [
101 => 0.18686109155821
102 => 0.19044124842003
103 => 0.19535756847155
104 => 0.19434236782215
105 => 0.19773603138572
106 => 0.20124811615019
107 => 0.20627055510098
108 => 0.20758360662309
109 => 0.20975403085827
110 => 0.21198811034349
111 => 0.21270563646401
112 => 0.21407561646336
113 => 0.21406839599252
114 => 0.21819692293087
115 => 0.22275081599369
116 => 0.22446980520205
117 => 0.22842252610103
118 => 0.22165363008138
119 => 0.22678791546776
120 => 0.23141916940577
121 => 0.22589759753668
122 => 0.23350779799697
123 => 0.23380328483576
124 => 0.23826478528333
125 => 0.23374219985966
126 => 0.23105670307168
127 => 0.23880963167431
128 => 0.24256102961016
129 => 0.24143107802199
130 => 0.23283209064345
131 => 0.22782711116123
201 => 0.2147281144678
202 => 0.23024444188571
203 => 0.2378019923535
204 => 0.23281251841351
205 => 0.23532891884848
206 => 0.24905758367605
207 => 0.25428457037718
208 => 0.25319739368274
209 => 0.25338110864765
210 => 0.25620149579505
211 => 0.26870864562222
212 => 0.26121407153232
213 => 0.26694339260772
214 => 0.2699822038475
215 => 0.27280482108181
216 => 0.26587336525169
217 => 0.25685564306003
218 => 0.2539993519037
219 => 0.23231641356196
220 => 0.23118772245705
221 => 0.23055415393702
222 => 0.22655959403828
223 => 0.22342096415991
224 => 0.22092500915077
225 => 0.21437487785154
226 => 0.21658535488391
227 => 0.20614581271158
228 => 0.21282466183878
301 => 0.19616290046019
302 => 0.21003931044319
303 => 0.20248701137239
304 => 0.20755817708
305 => 0.20754048426058
306 => 0.19820286037831
307 => 0.19281711379425
308 => 0.19624912113401
309 => 0.1999285054353
310 => 0.20052547315925
311 => 0.20529589094764
312 => 0.20662721201259
313 => 0.20259324703235
314 => 0.19581762248992
315 => 0.19739144553559
316 => 0.19278522032047
317 => 0.18471298780686
318 => 0.19051060612579
319 => 0.19249016792316
320 => 0.19336445518602
321 => 0.18542634161106
322 => 0.18293201398098
323 => 0.18160405488016
324 => 0.19479291170995
325 => 0.19551542705925
326 => 0.19181893637887
327 => 0.20852742476982
328 => 0.20474577925433
329 => 0.20897080382078
330 => 0.19724863759022
331 => 0.19769644012622
401 => 0.19214697877663
402 => 0.19525430631726
403 => 0.19305814736538
404 => 0.19500326495919
405 => 0.19616916042489
406 => 0.20171771116248
407 => 0.21010266597986
408 => 0.20088894271015
409 => 0.19687439153859
410 => 0.19936499650673
411 => 0.20599780574498
412 => 0.21604685126818
413 => 0.21009761406256
414 => 0.21273778450982
415 => 0.21331454429953
416 => 0.20892779703684
417 => 0.21620859689695
418 => 0.2201104366911
419 => 0.22411291694791
420 => 0.22758815840796
421 => 0.22251423831692
422 => 0.2279440601322
423 => 0.22356858224166
424 => 0.21964332624525
425 => 0.21964927923832
426 => 0.21718690881294
427 => 0.21241575583511
428 => 0.21153588202338
429 => 0.21611309670782
430 => 0.21978358942089
501 => 0.22008590878121
502 => 0.2221180821439
503 => 0.22332070140688
504 => 0.23510800506575
505 => 0.23984895610704
506 => 0.24564610129871
507 => 0.24790441606007
508 => 0.25470113384111
509 => 0.24921223223049
510 => 0.24802467384022
511 => 0.23153805969287
512 => 0.2342377418359
513 => 0.23856019342748
514 => 0.23160933532756
515 => 0.23601805492497
516 => 0.23688842956294
517 => 0.2313731478291
518 => 0.2343190981044
519 => 0.22649552758659
520 => 0.21027319843779
521 => 0.21622665698669
522 => 0.22061040639116
523 => 0.21435425547858
524 => 0.22556816384291
525 => 0.21901723007852
526 => 0.21694089857549
527 => 0.20884038911653
528 => 0.21266351776396
529 => 0.21783435400153
530 => 0.21463937838094
531 => 0.22126943252166
601 => 0.23065935735578
602 => 0.23735117697226
603 => 0.23786489178975
604 => 0.23356250009345
605 => 0.24045711024427
606 => 0.2405073299522
607 => 0.23273018153677
608 => 0.22796672143566
609 => 0.22688445327828
610 => 0.22958817132658
611 => 0.23287098417111
612 => 0.23804706505541
613 => 0.24117486232833
614 => 0.24933049876061
615 => 0.25153718013876
616 => 0.25396165394936
617 => 0.25720149864036
618 => 0.26109176287103
619 => 0.25258008620719
620 => 0.2529182709888
621 => 0.24499231553162
622 => 0.23652229542863
623 => 0.24294998488389
624 => 0.25135333380694
625 => 0.24942559627911
626 => 0.24920868642713
627 => 0.24957346863239
628 => 0.24812001749043
629 => 0.24154611184278
630 => 0.23824473758135
701 => 0.24250435264899
702 => 0.24476814848378
703 => 0.24827909839981
704 => 0.2478462997155
705 => 0.25689012965068
706 => 0.26040428849227
707 => 0.25950521628126
708 => 0.25967066720547
709 => 0.26603288393007
710 => 0.27310897741748
711 => 0.27973667274122
712 => 0.28647864909067
713 => 0.2783509334576
714 => 0.27422418070693
715 => 0.27848193615989
716 => 0.2762227111843
717 => 0.28920488802367
718 => 0.290103745781
719 => 0.30308498386122
720 => 0.31540572457643
721 => 0.3076672880822
722 => 0.31496428514942
723 => 0.32285658241052
724 => 0.33808210430625
725 => 0.33295468417209
726 => 0.32902716070624
727 => 0.32531567000866
728 => 0.33303869296776
729 => 0.34297423862634
730 => 0.34511425999972
731 => 0.34858191217569
801 => 0.34493609991699
802 => 0.34932707920954
803 => 0.36482916560632
804 => 0.36064036502121
805 => 0.35469159480706
806 => 0.36692900318111
807 => 0.37135767369995
808 => 0.40244040271398
809 => 0.44168363205769
810 => 0.42543667742446
811 => 0.41535166839766
812 => 0.41772188473857
813 => 0.43205218362775
814 => 0.43665462081
815 => 0.4241436099934
816 => 0.42856271052041
817 => 0.45291238890056
818 => 0.4659752101203
819 => 0.44823414433294
820 => 0.3992872474465
821 => 0.35415597313618
822 => 0.36612681937104
823 => 0.36476969690662
824 => 0.39093038864185
825 => 0.36054046351258
826 => 0.36105215191245
827 => 0.38775381904812
828 => 0.38063027203879
829 => 0.36909103819864
830 => 0.35424022231329
831 => 0.32678711561502
901 => 0.30247113342584
902 => 0.35016037413507
903 => 0.34810392735843
904 => 0.34512588767752
905 => 0.35175319272984
906 => 0.38393350487054
907 => 0.38319164451819
908 => 0.37847230745702
909 => 0.38205188302359
910 => 0.36846352129483
911 => 0.37196555151357
912 => 0.35414882411174
913 => 0.36220272898963
914 => 0.36906628018535
915 => 0.3704442397045
916 => 0.37354885286151
917 => 0.34702027335281
918 => 0.35893082671404
919 => 0.36592716094584
920 => 0.33431746835777
921 => 0.36530233895628
922 => 0.34655846980433
923 => 0.34019651909068
924 => 0.34876204760333
925 => 0.3454240528117
926 => 0.34255424090349
927 => 0.34095283654908
928 => 0.34724241534589
929 => 0.34694899897734
930 => 0.33665802731113
1001 => 0.32323387428623
1002 => 0.32773946067419
1003 => 0.32610253889935
1004 => 0.32017012322021
1005 => 0.32416785510535
1006 => 0.30656386708899
1007 => 0.27627712068253
1008 => 0.29628547306677
1009 => 0.29551517326488
1010 => 0.29512675317445
1011 => 0.31016247700096
1012 => 0.30871713908821
1013 => 0.30609383662378
1014 => 0.32012194421323
1015 => 0.31500149623841
1016 => 0.33078151036754
1017 => 0.34117524826031
1018 => 0.3385390601285
1019 => 0.34831442085395
1020 => 0.32784326028457
1021 => 0.33464295866531
1022 => 0.3360443670776
1023 => 0.3199488395431
1024 => 0.30895361424553
1025 => 0.30822035807293
1026 => 0.28915615264233
1027 => 0.29934009730247
1028 => 0.30830154716312
1029 => 0.30400970811647
1030 => 0.30265104008934
1031 => 0.30959218038079
1101 => 0.31013156642828
1102 => 0.2978335073839
1103 => 0.30039066328811
1104 => 0.31105442850045
1105 => 0.30012196376516
1106 => 0.27888197059247
1107 => 0.27361415861977
1108 => 0.27291133539757
1109 => 0.25862461153215
1110 => 0.27396617900481
1111 => 0.26726917367455
1112 => 0.28842493327039
1113 => 0.27634087684986
1114 => 0.27581995732967
1115 => 0.27503251107262
1116 => 0.26273533766452
1117 => 0.26542763711476
1118 => 0.27437725053612
1119 => 0.27757057342947
1120 => 0.27723748368957
1121 => 0.27433339254791
1122 => 0.27566287060121
1123 => 0.27138015857067
1124 => 0.26986784381574
1125 => 0.26509456245425
1126 => 0.25807915750549
1127 => 0.2590546925916
1128 => 0.24515533970754
1129 => 0.23758223456182
1130 => 0.23548609886941
1201 => 0.23268305861797
1202 => 0.23580270972441
1203 => 0.24511596458718
1204 => 0.23388220330544
1205 => 0.21462270754462
1206 => 0.21578023605643
1207 => 0.21838085894917
1208 => 0.2135346153934
1209 => 0.20894805258225
1210 => 0.21293569682694
1211 => 0.20477519457963
1212 => 0.21936701665849
1213 => 0.21897234876437
1214 => 0.22441127768314
1215 => 0.22781235155411
1216 => 0.21997397739227
1217 => 0.21800264748779
1218 => 0.21912560659333
1219 => 0.20056559400102
1220 => 0.2228945286884
1221 => 0.22308763024281
1222 => 0.22143417749863
1223 => 0.23332364589114
1224 => 0.25841413261753
1225 => 0.24897408224857
1226 => 0.24531860941868
1227 => 0.23836955289692
1228 => 0.24762875811802
1229 => 0.24691779562314
1230 => 0.24370255359678
1231 => 0.24175796518708
]
'min_raw' => 0.18160405488016
'max_raw' => 0.4659752101203
'avg_raw' => 0.32378963250023
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.181604'
'max' => '$0.465975'
'avg' => '$0.323789'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.11167483114939
'max_diff' => 0.27085099079401
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0057003437683827
]
1 => [
'year' => 2028
'avg' => 0.0097834447281647
]
2 => [
'year' => 2029
'avg' => 0.026726607702993
]
3 => [
'year' => 2030
'avg' => 0.020619538040401
]
4 => [
'year' => 2031
'avg' => 0.020250941706891
]
5 => [
'year' => 2032
'avg' => 0.035506274018086
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0057003437683827
'min' => '$0.00570034'
'max_raw' => 0.035506274018086
'max' => '$0.0355062'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.035506274018086
]
1 => [
'year' => 2033
'avg' => 0.091325787841618
]
2 => [
'year' => 2034
'avg' => 0.057886673246009
]
3 => [
'year' => 2035
'avg' => 0.068277463840383
]
4 => [
'year' => 2036
'avg' => 0.13252672152852
]
5 => [
'year' => 2037
'avg' => 0.32378963250023
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.035506274018086
'min' => '$0.0355062'
'max_raw' => 0.32378963250023
'max' => '$0.323789'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.32378963250023
]
]
]
]
'prediction_2025_max_price' => '$0.009746'
'last_price' => 0.00945051
'sma_50day_nextmonth' => '$0.009036'
'sma_200day_nextmonth' => '$0.013097'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'artmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '$0.009141'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0091052'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.009224'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.009581'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.010918'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.011383'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.013473'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.009241'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.009199'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.009274'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.009625'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.010384'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.01138'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.011941'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.012439'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.012162'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.009471'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.009769'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.01050026'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.011549'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.011764'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.00646'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.00323'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '43.67'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 47.75
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.009210'
'vwma_10_action' => 'BUY'
'hma_9' => '0.009065'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 62.69
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -18.31
'cci_20_action' => 'NEUTRAL'
'adx_14' => 24
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001019'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -37.31
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 47.36
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.000542'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 16
'buy_signals' => 16
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Nötr'
'overall_action_dir' => 0
'last_updated' => 1767698622
'last_updated_date' => '6 Ocak 2026'
]
Cowcoin için 2026 fiyat tahmini
Cowcoin için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.003265 ile üst sınırda $0.009746 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Cowcoin 3.13% artabilir ve eğer COW tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Cowcoin fiyat tahmini 2027-2032
COW için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.00570034 ve üst sınırda $0.0355062 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Cowcoin üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Cowcoin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.003143 | $0.00570034 | $0.008257 |
| 2028 | $0.005672 | $0.009783 | $0.013894 |
| 2029 | $0.012461 | $0.026726 | $0.040991 |
| 2030 | $0.010597 | $0.020619 | $0.030641 |
| 2031 | $0.012529 | $0.02025 | $0.027972 |
| 2032 | $0.019125 | $0.0355062 | $0.051886 |
Cowcoin fiyat tahmini 2032-2037
Cowcoin için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.0355062 ve üst sınırda $0.323789 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Cowcoin üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Cowcoin Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.019125 | $0.0355062 | $0.051886 |
| 2033 | $0.044444 | $0.091325 | $0.1382071 |
| 2034 | $0.035731 | $0.057886 | $0.080042 |
| 2035 | $0.042245 | $0.068277 | $0.0943096 |
| 2036 | $0.069929 | $0.132526 | $0.195124 |
| 2037 | $0.181604 | $0.323789 | $0.465975 |
Cowcoin Potansiyel fiyat histogramı
Teknik Analize Dayalı Cowcoin Fiyat Tahmini
6 Ocak 2026 itibariyle, Cowcoin için genel fiyat tahmini duyarlılığı Nötr, 16 teknik gösterge yükseliş sinyalleri gösterirken 16 düşüş sinyalleri gösteriyor. COW fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Cowcoin'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Cowcoin'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.013097 seviyesine ulaşması bekleniyor. Cowcoin için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.009036 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 43.67 seviyesinde olup, COW piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler COW Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.009141 | BUY |
| SMA 5 | $0.0091052 | BUY |
| SMA 10 | $0.009224 | BUY |
| SMA 21 | $0.009581 | SELL |
| SMA 50 | $0.010918 | SELL |
| SMA 100 | $0.011383 | SELL |
| SMA 200 | $0.013473 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.009241 | BUY |
| EMA 5 | $0.009199 | BUY |
| EMA 10 | $0.009274 | BUY |
| EMA 21 | $0.009625 | SELL |
| EMA 50 | $0.010384 | SELL |
| EMA 100 | $0.01138 | SELL |
| EMA 200 | $0.011941 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.012439 | SELL |
| SMA 50 | $0.012162 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.011549 | SELL |
| EMA 50 | $0.011764 | SELL |
| EMA 100 | $0.00646 | BUY |
| EMA 200 | $0.00323 | BUY |
Cowcoin Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 43.67 | NEUTRAL |
| Stoch RSI (14) | 47.75 | NEUTRAL |
| Hızlı Stokastik (14) | 62.69 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -18.31 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 24 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.001019 | SELL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -37.31 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 47.36 | NEUTRAL |
| VWMA (10) | 0.009210 | BUY |
| Hull Hareketli Ortalaması (9) | 0.009065 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | 0.000542 | NEUTRAL |
Dünya genelinde para akışlarına göre Cowcoin fiyat tahmini
Cowcoin fiyat tahmini için kullanılan dünya genelinde para akışlarıyla ilgili tanımlamalar
M0: Tüm fiziksel para ve fiziksel parayla alım-satım yapılabilen merkez bankalarındaki hesapların toplamı.
M1: M0 ve "mevduat" veya "mevcut" hesaplar dahil olmak üzere vadesiz hesaplarının tümü.
M2: M1 ve çoğu tasarruf hesabı, para piyasası hesapları ve 100.000 $ altındaki para yatırma (CD) hesaplarının tümü.
İnternet şirketleri veya teknoloji nişlerine göre Cowcoin fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.013279 | $0.018659 | $0.02622 | $0.036844 | $0.051772 | $0.072748 |
| Amazon.com hisseleri | $0.019719 | $0.041144 | $0.085851 | $0.179134 | $0.373773 | $0.7799016 |
| Apple hisseleri | $0.0134048 | $0.019013 | $0.026969 | $0.038254 | $0.05426 | $0.076964 |
| Netflix hisseleri | $0.014911 | $0.023527 | $0.037123 | $0.058574 | $0.092421 | $0.145827 |
| Google hisseleri | $0.012238 | $0.015848 | $0.020523 | $0.026578 | $0.034418 | $0.044572 |
| Tesla hisseleri | $0.021423 | $0.048565 | $0.110094 | $0.249576 | $0.56577 | $1.28 |
| Kodak hisseleri | $0.007086 | $0.005314 | $0.003985 | $0.002988 | $0.002241 | $0.00168 |
| Nokia hisseleri | $0.00626 | $0.004147 | $0.002747 | $0.00182 | $0.0012057 | $0.000798 |
Bu hesaplama, piyasa değeri belirli internet şirketlerinin veya teknoloji nişlerinin piyasa değerine benzer şekilde davrandığını varsayarsak kripto para biriminin ne kadar olabileceğini gösterir. Verilerden çıkarım yaparak 2024, 2025, 2026, 2027, 2028, 2029 ve 2030 için gelecek fiyatların olası tahminlerine erişebilirsiniz.
Cowcoin öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Cowcoin için şimdi mi yatırım yapmalıyım?", "Bugün mü COW satın almalıyım?", "Cowcoin kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Cowcoin öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Cowcoin gibi büyük miktarlardaki dijital paralar için gelecek fiyatlara dair tahminlerde bulunuyoruz.
İyi yatırım getirisi sağlayacak kripto para birimleri bulmaya çalışıyorsanız yatırım hakkında sağduyulu karar vermek için Cowcoin hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Cowcoin fiyatı bugün $0.00945 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Bitcoin'in büyüme paternine göre Cowcoin fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Cowcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.009696 | $0.009948 | $0.0102067 | $0.010472 |
| Cowcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.009941 | $0.010458 | $0.0110023 | $0.011574 |
| Cowcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.010678 | $0.012066 | $0.013634 | $0.0154069 |
| Cowcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.011907 | $0.015002 | $0.0189015 | $0.023814 |
| Cowcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.014363 | $0.02183 | $0.033179 | $0.050428 |
| Cowcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.021732 | $0.049978 | $0.114933 | $0.2643079 |
| Cowcoin, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.034015 | $0.122432 | $0.440673 | $1.58 |
Soru Kutusu
COW iyi bir yatırım mı?
Cowcoin satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Cowcoin değeri son 24 saat içinde 3.6553% oranında yükselmiştir, ve Cowcoin son 30 günlük sürede oranında azalmıştır. Bu nedenle, Cowcoin'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Cowcoin yükselebilir mi?
Cowcoin ortalama değeri yıl sonuna kadar $0.009746 seviyesine kadar yükselebilir gibi görünmektedir. Cowcoin'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.030641 seviyesine kadar büyüyebilir. Ancak piyasanın öngörülemezliği göz önüne alındığında, herhangi bir projeye, ağa veya varlığa yatırım yapmadan önce detaylı bir araştırma yapmanız önemlidir.
Önümüzdeki hafta Cowcoin fiyatı ne olacak?
Yeni deneysel Cowcoin tahminimize göre, Cowcoin fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.009531 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Cowcoin fiyatı ne olacak?
Yeni deneysel Cowcoin tahminimize göre, Cowcoin fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.008352 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Cowcoin fiyatı ne kadar yükselebilir?
Son Cowcoin değer tahminimize göre, COW fiyatı $0.003265 ve $0.009746 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Cowcoin fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Cowcoin nerede olacak?
Cowcoin'ın geleceği $0.030641 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Cowcoin'ın 2030 tahminine dayanarak, Cowcoin değeri yaklaşık olarak $0.030641 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.010597 seviyesinde beklenmektedir.
2026 yılında Cowcoin ne kadar olacak?
Yeni deneysel Cowcoin fiyat tahmin simülasyonumuza göre, 2026 yılında COW'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.009746 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.009746 ve $0.003265 arasında olacaktır.
2027 yılında Cowcoin ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında COW'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.008257 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.008257 ve $0.003143 arasında olacaktır.
2028 yılında Cowcoin ne kadar olacak?
Yeni deneysel Cowcoin fiyat tahmin modelimize göre, COW'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.013894 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.013894 ve $0.005672 arasında olacaktır.
2029 yılında Cowcoin ne kadar olacak?
Deneysel tahmin modelimize göre, Cowcoin değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.040991 seviyesine ulaşacaktır. Fiyat aralığı $0.040991 ve $0.012461 arasında olacaktır.
2030 yılında Cowcoin ne kadar olacak?
Yeni deneysel simülasyona göre, COW'ın değeri 224.23% oranında artacaktır, $0.030641 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.030641 ve $0.010597 arasında olacaktır.
2031 yılında Cowcoin ne kadar olacak?
Cowcoin'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.027972 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.027972 ve $0.012529 arasında olacaktır.
2032 yılında Cowcoin ne kadar olacak?
Cowcoin fiyatı 449.04% oranında artacaktır, 2032 yılında $0.051886 seviyesine ulaşabilir. Fiyat $0.051886 ve $0.019125 arasında olacaktır.
2033 yılında Cowcoin ne kadar olacak?
COW'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.1382071 seviyesine ulaşacaktır. Fiyat aralığı $0.1382071 ve $0.044444 arasında olacaktır.
2034 yılında Cowcoin ne kadar olacak?
Yeni simülasyon sonuçlarına göre, COW'ın değeri 746.96% oranında artacaktır, ve $0.080042 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.080042 ve $0.035731 arasında olacaktır.
2035 yılında Cowcoin ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında COW'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.0943096 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.0943096 ve $0.042245 arasında olacaktır.
2036 yılında Cowcoin ne kadar olacak?
COW'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.195124 seviyesine ulaşacaktır. Fiyat $0.195124 ve $0.069929 arasında olacaktır.
2037 yılında Cowcoin ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Cowcoin'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.465975 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.465975 ve $0.181604 arasında olacaktır.
İlgili Tahminler
Cowcoin fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Cowcoin tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
Cowcoin Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Cowcoin fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), COW'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. COW'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca COW'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Cowcoin grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Cowcoin'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde COW'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
Cowcoin fiyatını ne etkiler?
Cowcoin'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da COW'ın fiyatını etkiler. Cowcoin'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Cowcoin'ın büyük sahipleri olan COW "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Cowcoin pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam


