Gourmet Galaxy Geleceği Fiyat Tahmini - GUM
$0.007951
1.7134%
Add to portfolio
Add to favorites
Sentiment
Boğa 60%
Ayı 40%
SMA 50
$0.007662
SMA 200
$0.00905
RSI (14)
59.61
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.007798
2026 yılına kadar Gourmet Galaxy fiyat tahmini $0.00820092 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.002747 | $0.00820092 |
| 2027 | $0.002644 | $0.006947 |
| 2028 | $0.004773 | $0.01169 |
| 2029 | $0.010485 | $0.034491 |
| 2030 | $0.008917 | $0.025782 |
| 2031 | $0.010542 | $0.023536 |
| 2032 | $0.016092 | $0.043658 |
| 2033 | $0.037396 | $0.11629 |
| 2034 | $0.030064 | $0.067348 |
| 2035 | $0.035545 | $0.079353 |
Yatırım Kârı Hesaplayıcı
Bugün Gourmet Galaxy’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.85 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.85
(39.55% ROI)
Gourmet Galaxy için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Gourmet Galaxy'
'name_with_ticker' => 'Gourmet Galaxy <small>GUM</small>'
'name_lang' => 'Gourmet Galaxy'
'name_lang_with_ticker' => 'Gourmet Galaxy <small>GUM</small>'
'name_with_lang' => 'Gourmet Galaxy'
'name_with_lang_with_ticker' => 'Gourmet Galaxy <small>GUM</small>'
'image' => '/uploads/coins/gourmetgalaxy.png?1717134970'
'price_for_sd' => 0.007951
'ticker' => 'GUM'
'marketcap' => '$26.42K'
'low24h' => '$0.007802'
'high24h' => '$0.007951'
'volume24h' => '$21.13'
'current_supply' => '3.32M'
'max_supply' => '20M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.007951'
'change_24h_pct' => '1.7134%'
'ath_price' => '$3.82'
'ath_days' => 1742
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '31 Mar 2021'
'ath_pct' => '-99.79%'
'fdv' => '$159.04K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.392079'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0080198'
'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' => '$0.0070279'
'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' => '$0.002747'
'current_year_max_price_prediction' => '$0.00820092'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.008917'
'grand_prediction_max_price' => '$0.025782'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0081025129958374
107 => 0.0081327648381517
108 => 0.008200923783583
109 => 0.0076185130574598
110 => 0.0078799983748085
111 => 0.0080335965008901
112 => 0.0073396345793061
113 => 0.008019879104958
114 => 0.0076083745824649
115 => 0.0074687037669402
116 => 0.0076567521198135
117 => 0.0075834694938157
118 => 0.0075204653952831
119 => 0.007485308025754
120 => 0.0076233899819648
121 => 0.0076169482936639
122 => 0.0073910194127503
123 => 0.0070963043976377
124 => 0.0071952204304001
125 => 0.0071592833083548
126 => 0.0070290425420815
127 => 0.0071168090932196
128 => 0.0067303296196425
129 => 0.0060654117728081
130 => 0.0065046768694114
131 => 0.0064877656410206
201 => 0.0064792382328029
202 => 0.0068093338125047
203 => 0.0067776027391171
204 => 0.0067200105302071
205 => 0.0070279848160005
206 => 0.0069155700588472
207 => 0.0072620058521458
208 => 0.0074901908716745
209 => 0.00743231576971
210 => 0.0076469248834906
211 => 0.0071974992560126
212 => 0.0073467804216343
213 => 0.0073775470629742
214 => 0.0070241844611194
215 => 0.0067827943351481
216 => 0.0067666963657947
217 => 0.0063481591529688
218 => 0.0065717383537461
219 => 0.0067684787980941
220 => 0.0066742553929266
221 => 0.0066444270776948
222 => 0.0067968134712421
223 => 0.0068086551991219
224 => 0.0065386625485318
225 => 0.0065948025701448
226 => 0.0068289157927728
227 => 0.0065889035176072
228 => 0.0061225988727429
301 => 0.0060069488736505
302 => 0.0059915190319192
303 => 0.0056778670620634
304 => 0.0060146771595919
305 => 0.0058676505260713
306 => 0.0063321058997133
307 => 0.0060668114812131
308 => 0.0060553751690688
309 => 0.0060380875059204
310 => 0.0057681142986658
311 => 0.0058272212733622
312 => 0.0060237018594994
313 => 0.0060938083461453
314 => 0.0060864956652227
315 => 0.0060227389974377
316 => 0.0060519264734627
317 => 0.0059579034435954
318 => 0.0059247019548291
319 => 0.0058199089234938
320 => 0.0056658921172447
321 => 0.0056873090987936
322 => 0.0053821615049246
323 => 0.0052159009003762
324 => 0.0051698821563167
325 => 0.0051083439685047
326 => 0.0051768330583769
327 => 0.0053812970601309
328 => 0.0051346700945578
329 => 0.0047118454609529
330 => 0.0047372579418907
331 => 0.0047943522415246
401 => 0.0046879573918734
402 => 0.0045872635957215
403 => 0.0046748086819297
404 => 0.0044956523106726
405 => 0.0048160024330613
406 => 0.0048073378600215
407 => 0.0049267445753293
408 => 0.0050014120448838
409 => 0.0048293277014411
410 => 0.0047860489544308
411 => 0.0048107024956373
412 => 0.0044032343759365
413 => 0.004893445736879
414 => 0.004897685105085
415 => 0.0048613850607109
416 => 0.0051224074768351
417 => 0.0056732461897903
418 => 0.0054659985085406
419 => 0.0053857459422664
420 => 0.005233185755115
421 => 0.0054364631463667
422 => 0.0054208546143399
423 => 0.0053502669131545
424 => 0.0053075752512306
425 => 0.0053862359473233
426 => 0.0052978283204853
427 => 0.0052819478814261
428 => 0.0051857296988153
429 => 0.0051513841852717
430 => 0.0051259561343782
501 => 0.0050979623488532
502 => 0.0051597096641047
503 => 0.0050197821242091
504 => 0.0048510432283609
505 => 0.0048370144149513
506 => 0.0048757492022011
507 => 0.0048586119423088
508 => 0.0048369323683441
509 => 0.0047955401575648
510 => 0.0047832599728312
511 => 0.0048231646157166
512 => 0.0047781146004842
513 => 0.004844588351961
514 => 0.0048265111697197
515 => 0.0047255334992072
516 => 0.0045996779350267
517 => 0.0045985575565146
518 => 0.0045714421816564
519 => 0.0045369066749506
520 => 0.0045272996870504
521 => 0.0046674358789523
522 => 0.0049575136022662
523 => 0.004900564404208
524 => 0.0049417160361936
525 => 0.0051441413362954
526 => 0.0052084862520566
527 => 0.0051628157549422
528 => 0.0051002991616583
529 => 0.0051030495744857
530 => 0.0053166876987964
531 => 0.0053300120465558
601 => 0.0053636783747463
602 => 0.0054069491205743
603 => 0.0051701849500647
604 => 0.0050918980033466
605 => 0.0050548013047971
606 => 0.0049405578314938
607 => 0.0050637596229562
608 => 0.0049919752150978
609 => 0.0050016613842225
610 => 0.0049953532538731
611 => 0.0049987979195977
612 => 0.0048159128886733
613 => 0.0048825465817879
614 => 0.0047717551431676
615 => 0.0046234178437775
616 => 0.0046229205651362
617 => 0.0046592259090126
618 => 0.0046376300698467
619 => 0.0045795162219309
620 => 0.0045877710197378
621 => 0.0045154503048437
622 => 0.0045965520639347
623 => 0.0045988777721894
624 => 0.0045676491772967
625 => 0.0046925976270624
626 => 0.0047437891088797
627 => 0.00472323377874
628 => 0.0047423468921207
629 => 0.0049029309004976
630 => 0.0049291131006345
701 => 0.0049407415044362
702 => 0.0049251609838102
703 => 0.0047452820730057
704 => 0.004753260467604
705 => 0.0046947203017892
706 => 0.0046452600304863
707 => 0.0046472381819535
708 => 0.0046726671907883
709 => 0.0047837171637619
710 => 0.0050174152851312
711 => 0.0050262839580061
712 => 0.0050370330482479
713 => 0.0049933110961747
714 => 0.0049801241370667
715 => 0.0049975211399731
716 => 0.0050852858670959
717 => 0.0053110405731469
718 => 0.0052312437823786
719 => 0.005166367749373
720 => 0.0052232815207718
721 => 0.0052145200917699
722 => 0.0051405648138027
723 => 0.0051384891354659
724 => 0.0049965453121144
725 => 0.0049440719125258
726 => 0.0049002212122637
727 => 0.004852337392329
728 => 0.0048239502587915
729 => 0.0048675657976265
730 => 0.004877541187402
731 => 0.0047821750494701
801 => 0.00476917699726
802 => 0.0048470550441162
803 => 0.004812783819281
804 => 0.0048480326239095
805 => 0.004856210648942
806 => 0.0048548937985558
807 => 0.0048191107038028
808 => 0.0048419177813311
809 => 0.0047879722438595
810 => 0.0047293145742169
811 => 0.0046918946354868
812 => 0.0046592407759103
813 => 0.0046773590350568
814 => 0.0046127707494628
815 => 0.0045921076569959
816 => 0.00483419125664
817 => 0.0050130210145344
818 => 0.0050104207590302
819 => 0.0049945923723802
820 => 0.0049710746004892
821 => 0.0050835653955989
822 => 0.0050443758519072
823 => 0.0050728895193389
824 => 0.0050801474444151
825 => 0.0051021149976736
826 => 0.0051099665097886
827 => 0.0050862337869515
828 => 0.0050065838704022
829 => 0.0048081038512482
830 => 0.0047157108665455
831 => 0.0046852196426667
901 => 0.0046863279407436
902 => 0.0046557561321218
903 => 0.0046647608998933
904 => 0.004652624641373
905 => 0.0046296415038118
906 => 0.0046759398910772
907 => 0.0046812753489102
908 => 0.0046704687520979
909 => 0.0046730140968517
910 => 0.004583540090804
911 => 0.0045903426051565
912 => 0.0045524653408201
913 => 0.0045453638103743
914 => 0.0044496133844827
915 => 0.0042799776257696
916 => 0.0043739723030382
917 => 0.0042604399505494
918 => 0.004217443528366
919 => 0.0044209819036665
920 => 0.0044005522960621
921 => 0.0043655856883803
922 => 0.0043138627879393
923 => 0.0042946782610377
924 => 0.0041781191486669
925 => 0.0041712322144893
926 => 0.0042290020579411
927 => 0.004202343262927
928 => 0.0041649042182521
929 => 0.0040293037935747
930 => 0.0038768440204795
1001 => 0.0038814458227012
1002 => 0.0039299404399079
1003 => 0.0040709450798264
1004 => 0.0040158521276052
1005 => 0.0039758815586499
1006 => 0.0039683962725955
1007 => 0.0040620902990745
1008 => 0.0041946869760477
1009 => 0.0042568983702001
1010 => 0.0041952487679832
1011 => 0.0041244290244068
1012 => 0.0041287394940512
1013 => 0.004157415117471
1014 => 0.0041604285200409
1015 => 0.0041143321473599
1016 => 0.0041273080062586
1017 => 0.0041075964900541
1018 => 0.0039866269514919
1019 => 0.0039844389961379
1020 => 0.0039547511204774
1021 => 0.0039538521834011
1022 => 0.003903345700915
1023 => 0.0038962794948804
1024 => 0.0037959958083799
1025 => 0.0038620028345215
1026 => 0.0038177287869101
1027 => 0.0037509973539677
1028 => 0.0037394928297758
1029 => 0.0037391469898865
1030 => 0.003807665250643
1031 => 0.0038612021587513
1101 => 0.0038184989529237
1102 => 0.0038087762607236
1103 => 0.0039125891767834
1104 => 0.003899378036939
1105 => 0.0038879372750366
1106 => 0.0041828143979578
1107 => 0.0039493961456168
1108 => 0.003847612464548
1109 => 0.0037216358310287
1110 => 0.0037626544581319
1111 => 0.0037712976855516
1112 => 0.0034683465909324
1113 => 0.0033454393695756
1114 => 0.0033032622428668
1115 => 0.0032789887101489
1116 => 0.0032900504638163
1117 => 0.003179419549016
1118 => 0.0032537653534283
1119 => 0.0031579683326096
1120 => 0.0031419076503189
1121 => 0.0033132045905163
1122 => 0.0033370395590425
1123 => 0.0032353521783652
1124 => 0.0033006519384516
1125 => 0.0032769733377097
1126 => 0.0031596104975774
1127 => 0.003155128100347
1128 => 0.0030962395526719
1129 => 0.0030040903786301
1130 => 0.0029619757334006
1201 => 0.002940042060509
1202 => 0.0029490923214228
1203 => 0.0029445162325622
1204 => 0.0029146541573611
1205 => 0.0029462278917575
1206 => 0.0028655700475424
1207 => 0.0028334514440716
1208 => 0.0028189442160298
1209 => 0.0027473557367966
1210 => 0.0028612848427978
1211 => 0.002883730311921
1212 => 0.0029062200055523
1213 => 0.003101977434246
1214 => 0.0030921979463133
1215 => 0.0031805997544219
1216 => 0.0031771646227193
1217 => 0.0031519509950324
1218 => 0.0030455788472616
1219 => 0.0030879768894618
1220 => 0.0029574823056883
1221 => 0.0030552577206206
1222 => 0.0030106371044445
1223 => 0.0030401714454072
1224 => 0.0029870660373521
1225 => 0.0030164567628383
1226 => 0.0028890529653222
1227 => 0.0027700850918214
1228 => 0.0028179612370069
1229 => 0.0028700080821247
1230 => 0.0029828589036298
1231 => 0.0029156458853404
]
'min_raw' => 0.0027473557367966
'max_raw' => 0.008200923783583
'avg_raw' => 0.0054741397601898
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002747'
'max' => '$0.00820092'
'avg' => '$0.005474'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0052044742632034
'max_diff' => 0.000249093783583
'year' => 2026
]
1 => [
'items' => [
101 => 0.0029398182283229
102 => 0.002858844925733
103 => 0.0026917738736097
104 => 0.0026927194776208
105 => 0.0026670192360924
106 => 0.0026448104751151
107 => 0.0029233661090236
108 => 0.0028887233126342
109 => 0.0028335245505247
110 => 0.0029074102871198
111 => 0.0029269468485999
112 => 0.0029275030270401
113 => 0.002981408153193
114 => 0.0030101773286839
115 => 0.0030152480205569
116 => 0.0031000689012559
117 => 0.0031284997416517
118 => 0.003245602349559
119 => 0.0030077364651425
120 => 0.003002837773785
121 => 0.0029084500109545
122 => 0.0028485877995559
123 => 0.0029125488277833
124 => 0.0029692095672417
125 => 0.0029102106180706
126 => 0.0029179146352966
127 => 0.0028387133664257
128 => 0.0028670240932809
129 => 0.0028914091051155
130 => 0.0028779451348652
131 => 0.002857788919737
201 => 0.0029645640327567
202 => 0.0029585393624251
203 => 0.0030579708024182
204 => 0.0031354847203034
205 => 0.0032744035184239
206 => 0.0031294345105845
207 => 0.0031241512637392
208 => 0.0031757958491113
209 => 0.0031284918351347
210 => 0.0031583863390889
211 => 0.0032695870516696
212 => 0.0032719365474987
213 => 0.0032325794652078
214 => 0.0032301845831736
215 => 0.0032377435413469
216 => 0.0032820165954675
217 => 0.0032665462299842
218 => 0.0032844489285832
219 => 0.003306836527317
220 => 0.0033994411278255
221 => 0.0034217677834967
222 => 0.0033675255852594
223 => 0.0033724230484361
224 => 0.0033521349773138
225 => 0.0033325369548183
226 => 0.0033765904473267
227 => 0.0034570990707593
228 => 0.0034565982307913
301 => 0.0034752746665636
302 => 0.0034869099313259
303 => 0.003436962857432
304 => 0.003404449148932
305 => 0.0034169169736719
306 => 0.003436853296945
307 => 0.0034104518927295
308 => 0.0032474901955914
309 => 0.0032969223644696
310 => 0.0032886944344587
311 => 0.0032769768615727
312 => 0.0033266812896274
313 => 0.0033218871762867
314 => 0.0031782848690814
315 => 0.0031874778228721
316 => 0.0031788439230494
317 => 0.0032067418197063
318 => 0.0031269852571622
319 => 0.0031515178386321
320 => 0.0031669044437514
321 => 0.0031759672723721
322 => 0.0032087084237899
323 => 0.003204866627568
324 => 0.0032084696123426
325 => 0.0032570160965517
326 => 0.0035025475545397
327 => 0.0035159112900633
328 => 0.0034501033687882
329 => 0.0034763923353338
330 => 0.0034259232683313
331 => 0.0034598034911234
401 => 0.0034829834790934
402 => 0.0033782375707122
403 => 0.0033720351978132
404 => 0.0033213578270184
405 => 0.0033485889755705
406 => 0.0033052622602352
407 => 0.0033158931206743
408 => 0.0032861683081047
409 => 0.0033396670525788
410 => 0.0033994869617652
411 => 0.0034145998331855
412 => 0.003374844374979
413 => 0.0033460588032251
414 => 0.003295520821782
415 => 0.0033795666112342
416 => 0.003404144161319
417 => 0.0033794375158266
418 => 0.0033737124462151
419 => 0.0033628634496464
420 => 0.0033760141121237
421 => 0.003404010306703
422 => 0.0033908078183479
423 => 0.0033995282945043
424 => 0.003366294831912
425 => 0.0034369793919918
426 => 0.0035492434845642
427 => 0.0035496044319789
428 => 0.0035364018724575
429 => 0.0035309996695544
430 => 0.0035445462968217
501 => 0.0035518947864024
502 => 0.0035957020949581
503 => 0.0036427090823985
504 => 0.0038620701820275
505 => 0.0038004744630393
506 => 0.0039951046804803
507 => 0.0041490319129054
508 => 0.0041951879594876
509 => 0.0041527265684418
510 => 0.0040074684433934
511 => 0.004000341386788
512 => 0.0042174183520089
513 => 0.0041560841665791
514 => 0.004148788660386
515 => 0.0040711768004436
516 => 0.0041170550220854
517 => 0.0041070207820194
518 => 0.0040911812431835
519 => 0.0041787136941715
520 => 0.0043425666283453
521 => 0.0043170286119513
522 => 0.0042979656673876
523 => 0.0042144373934492
524 => 0.0042647400710755
525 => 0.0042468282510571
526 => 0.004323788796978
527 => 0.0042781990744593
528 => 0.0041556194998007
529 => 0.0041751407010926
530 => 0.0041721901107885
531 => 0.0042329130501653
601 => 0.0042146855310004
602 => 0.0041686308951304
603 => 0.0043420065968294
604 => 0.0043307485431274
605 => 0.0043467098893275
606 => 0.0043537365675458
607 => 0.0044592673019474
608 => 0.0045024998672249
609 => 0.0045123144164355
610 => 0.0045533820097226
611 => 0.0045112926173028
612 => 0.00467968019621
613 => 0.0047916481104956
614 => 0.0049217046047546
615 => 0.005111752098757
616 => 0.0051832117145395
617 => 0.0051703031745586
618 => 0.0053143950155292
619 => 0.0055733248507717
620 => 0.0052226402973484
621 => 0.0055919119836317
622 => 0.0054750048312011
623 => 0.0051978200758579
624 => 0.0051799726454074
625 => 0.005367685379907
626 => 0.0057840141583459
627 => 0.0056797285213089
628 => 0.0057841847322888
629 => 0.0056623310136624
630 => 0.0056562799494688
701 => 0.0057782665691577
702 => 0.0060632949552053
703 => 0.0059278886531234
704 => 0.0057337505161015
705 => 0.0058770990953545
706 => 0.0057529172897208
707 => 0.0054731009253294
708 => 0.0056796487760476
709 => 0.0055415361104164
710 => 0.0055818447287207
711 => 0.0058721370091689
712 => 0.0058372082739673
713 => 0.005882409291632
714 => 0.0058026306785704
715 => 0.0057281048740383
716 => 0.0055889969255202
717 => 0.005547813919903
718 => 0.0055591954210463
719 => 0.0055478082797963
720 => 0.0054699786610684
721 => 0.0054531713623144
722 => 0.0054251584613796
723 => 0.0054338408307296
724 => 0.0053811683815091
725 => 0.0054805721758716
726 => 0.0054990223960485
727 => 0.005571360187997
728 => 0.0055788705375285
729 => 0.005780330258441
730 => 0.0056693696295555
731 => 0.0057438115992917
801 => 0.0057371528088435
802 => 0.0052038275100038
803 => 0.005277315030615
804 => 0.0053916385510316
805 => 0.0053401359600458
806 => 0.0052673233461421
807 => 0.0052085232564496
808 => 0.0051194351079474
809 => 0.0052448249661778
810 => 0.0054096992960259
811 => 0.0055830520226175
812 => 0.0057913239650967
813 => 0.005744840092088
814 => 0.0055791585235238
815 => 0.0055865908776591
816 => 0.0056325347664002
817 => 0.005573033256038
818 => 0.0055554850990248
819 => 0.0056301239190968
820 => 0.0056306379156299
821 => 0.0055621742369605
822 => 0.0054860893868405
823 => 0.0054857705885404
824 => 0.005472232024354
825 => 0.0056647394941551
826 => 0.0057705991378452
827 => 0.0057827357753929
828 => 0.0057697822454385
829 => 0.0057747675450107
830 => 0.0057131701508055
831 => 0.0058539635278188
901 => 0.005983169453588
902 => 0.0059485395053998
903 => 0.0058966242901286
904 => 0.0058552713205895
905 => 0.0059387980599927
906 => 0.0059350787457704
907 => 0.0059820409525432
908 => 0.0059799104755771
909 => 0.0059641188517774
910 => 0.0059485400693685
911 => 0.006010308180674
912 => 0.0059925199565835
913 => 0.0059747041024678
914 => 0.0059389716795679
915 => 0.0059438283092927
916 => 0.0058919220579153
917 => 0.0058679078509597
918 => 0.0055067917964863
919 => 0.0054102897869235
920 => 0.0054406512836115
921 => 0.0054506470766571
922 => 0.0054086492784246
923 => 0.0054688633327408
924 => 0.0054594790361581
925 => 0.0054959878445315
926 => 0.005473178726088
927 => 0.005474114820265
928 => 0.0055411915741906
929 => 0.0055606642412201
930 => 0.0055507602856052
1001 => 0.0055576966766301
1002 => 0.0057175428801323
1003 => 0.0056948178615882
1004 => 0.005682745648413
1005 => 0.0056860897339655
1006 => 0.0057269338661015
1007 => 0.0057383679930927
1008 => 0.0056899207935693
1009 => 0.0057127687729345
1010 => 0.005810052569231
1011 => 0.0058440963921488
1012 => 0.0059527479329403
1013 => 0.0059065908272849
1014 => 0.0059913141923481
1015 => 0.0062517249322287
1016 => 0.0064597590502979
1017 => 0.0062684422779479
1018 => 0.0066504704427968
1019 => 0.0069479341678171
1020 => 0.0069365170145991
1021 => 0.0068846473336819
1022 => 0.0065459927912285
1023 => 0.0062343578322082
1024 => 0.006495053708148
1025 => 0.0064957182755484
1026 => 0.0064733242686054
1027 => 0.0063342370147748
1028 => 0.0064684843336612
1029 => 0.0064791403983198
1030 => 0.0064731758357873
1031 => 0.0063665379643827
1101 => 0.0062037216447208
1102 => 0.0062355355638555
1103 => 0.0062876474123846
1104 => 0.0061889888114486
1105 => 0.0061574614105141
1106 => 0.0062160768471848
1107 => 0.0064049479971488
1108 => 0.0063692430003041
1109 => 0.0063683105985413
1110 => 0.0065210717163176
1111 => 0.0064117277239023
1112 => 0.0062359368392581
1113 => 0.0061915473224885
1114 => 0.006033994442318
1115 => 0.0061428167778358
1116 => 0.0061467330999585
1117 => 0.0060871322189326
1118 => 0.0062407731222741
1119 => 0.0062393572943019
1120 => 0.006385216465594
1121 => 0.0066640444189017
1122 => 0.0065815812728183
1123 => 0.0064856856058881
1124 => 0.0064961121237819
1125 => 0.0066104652902371
1126 => 0.0065413247553694
1127 => 0.0065661881737728
1128 => 0.0066104276564756
1129 => 0.0066371184347947
1130 => 0.0064922717315295
1201 => 0.0064585010361797
1202 => 0.0063894180453973
1203 => 0.0063713955825973
1204 => 0.0064276622371257
1205 => 0.0064128379615877
1206 => 0.0061464039482488
1207 => 0.00611856011143
1208 => 0.0061194140421534
1209 => 0.0060493993905704
1210 => 0.0059426102414644
1211 => 0.0062232457492661
1212 => 0.0062007067904982
1213 => 0.0061758255243953
1214 => 0.0061788733375223
1215 => 0.0063006876998392
1216 => 0.0062300292179227
1217 => 0.0064178863727951
1218 => 0.0063792685892563
1219 => 0.006339660405288
1220 => 0.0063341853477688
1221 => 0.0063189395761524
1222 => 0.0062666561525782
1223 => 0.0062035207768656
1224 => 0.0061618333331276
1225 => 0.0056839655365326
1226 => 0.0057726550199516
1227 => 0.0058746841863243
1228 => 0.0059099042456999
1229 => 0.005849657896984
1230 => 0.0062690350456313
1231 => 0.0063456592919079
]
'min_raw' => 0.0026448104751151
'max_raw' => 0.0069479341678171
'avg_raw' => 0.0047963723214661
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.002644'
'max' => '$0.006947'
'avg' => '$0.004796'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00010254526168152
'max_diff' => -0.0012529896157659
'year' => 2027
]
2 => [
'items' => [
101 => 0.0061135594518601
102 => 0.0060701430483612
103 => 0.0062718814178167
104 => 0.0061502085195224
105 => 0.0062049978181742
106 => 0.006086573322633
107 => 0.0063272027547998
108 => 0.0063253695616912
109 => 0.0062317592777161
110 => 0.0063108780487163
111 => 0.0062971292152377
112 => 0.0061914434351818
113 => 0.0063305531825358
114 => 0.006330622179235
115 => 0.0062405243161721
116 => 0.0061353097370729
117 => 0.0061164998553874
118 => 0.0061023291362895
119 => 0.0062015126899569
120 => 0.0062904403540363
121 => 0.0064559126898504
122 => 0.0064975163665997
123 => 0.0066598982866662
124 => 0.0065632077594988
125 => 0.0066060694178402
126 => 0.0066526018111215
127 => 0.0066749111516326
128 => 0.0066385592784549
129 => 0.0068908052393829
130 => 0.0069121025271018
131 => 0.0069192433234531
201 => 0.0068341874046741
202 => 0.0069097369681355
203 => 0.0068743898293305
204 => 0.0069663532647832
205 => 0.0069807743057103
206 => 0.0069685601970885
207 => 0.0069731376630994
208 => 0.0067578902346841
209 => 0.0067467285200001
210 => 0.006594537748285
211 => 0.0066565566126963
212 => 0.0065406153183209
213 => 0.006577381497095
214 => 0.0065935876783776
215 => 0.0065851224889683
216 => 0.0066600630662377
217 => 0.0065963482662102
218 => 0.0064281944332546
219 => 0.0062599947868997
220 => 0.0062578831773521
221 => 0.0062135991794372
222 => 0.0061815899599636
223 => 0.0061877560712223
224 => 0.0062094862515564
225 => 0.0061803269623792
226 => 0.0061865495751387
227 => 0.0062898864079974
228 => 0.0063106098728627
229 => 0.0062401834420701
301 => 0.0059574111599527
302 => 0.0058880181326405
303 => 0.0059378964645489
304 => 0.0059140578344727
305 => 0.0047731062457084
306 => 0.0050411558975145
307 => 0.0048818898965174
308 => 0.0049552869972532
309 => 0.0047927176519662
310 => 0.0048703042645266
311 => 0.0048559768501961
312 => 0.0052869927581344
313 => 0.0052802630375749
314 => 0.0052834841986779
315 => 0.0051297297865446
316 => 0.0053746647399601
317 => 0.0054953285055886
318 => 0.0054729968539329
319 => 0.0054786172495381
320 => 0.0053820402317794
321 => 0.0052844192753167
322 => 0.005176142610842
323 => 0.0053773072700357
324 => 0.0053549411939286
325 => 0.0054062409254581
326 => 0.005536710586492
327 => 0.0055559227396853
328 => 0.0055817440684075
329 => 0.0055724889601479
330 => 0.0057929831871291
331 => 0.0057662798813739
401 => 0.0058306271651785
402 => 0.0056982599203523
403 => 0.0055484738184173
404 => 0.0055769432595185
405 => 0.0055742014234037
406 => 0.0055392947027288
407 => 0.0055077824760885
408 => 0.0054553234972471
409 => 0.0056213114687692
410 => 0.0056145726602551
411 => 0.0057236661370915
412 => 0.0057043828053831
413 => 0.0055756039968032
414 => 0.005580203357145
415 => 0.0056111362658208
416 => 0.0057181954159333
417 => 0.0057499778608295
418 => 0.0057352549660421
419 => 0.0057701029659471
420 => 0.0057976454042045
421 => 0.0057735618721414
422 => 0.0061145338984813
423 => 0.0059729385406582
424 => 0.006041951132847
425 => 0.0060584102294382
426 => 0.0060162505996173
427 => 0.0060253935137023
428 => 0.0060392425372461
429 => 0.0061233310962873
430 => 0.0063440038064319
501 => 0.006441738247585
502 => 0.0067357771359266
503 => 0.0064336227627764
504 => 0.0064156941727127
505 => 0.0064686594556268
506 => 0.0066412914102606
507 => 0.0067811933949963
508 => 0.0068276069544723
509 => 0.0068337412725614
510 => 0.0069208161956534
511 => 0.0069707259177186
512 => 0.0069102430096922
513 => 0.0068589900779643
514 => 0.006675408438263
515 => 0.0066966585129346
516 => 0.0068430504547371
517 => 0.0070498376949754
518 => 0.0072272826596452
519 => 0.0071651476175992
520 => 0.0076391941279067
521 => 0.0076861939030973
522 => 0.0076797000538506
523 => 0.0077867725362392
524 => 0.0075742554636297
525 => 0.0074834002977648
526 => 0.0068700715435493
527 => 0.0070423919061291
528 => 0.0072928696731588
529 => 0.007259718001449
530 => 0.0070778143517421
531 => 0.0072271446694152
601 => 0.0071777713964017
602 => 0.007138828647477
603 => 0.0073172329297245
604 => 0.0071210700929494
605 => 0.0072909127988052
606 => 0.0070730877717473
607 => 0.0071654314452374
608 => 0.0071130127100035
609 => 0.0071469340558984
610 => 0.0069486305609237
611 => 0.0070556303132668
612 => 0.0069441790194437
613 => 0.006944126177019
614 => 0.0069416658835307
615 => 0.0070727878364629
616 => 0.0070770637186406
617 => 0.0069801643973094
618 => 0.0069661996912537
619 => 0.0070178345287404
620 => 0.0069573836572288
621 => 0.0069856682395358
622 => 0.0069582403684129
623 => 0.0069520657769038
624 => 0.006902865581239
625 => 0.0068816687841591
626 => 0.0068899805944683
627 => 0.006861608100851
628 => 0.0068445126471687
629 => 0.0069382651675069
630 => 0.0068881769778561
701 => 0.0069305884340772
702 => 0.0068822552269607
703 => 0.0067147112733193
704 => 0.006618354973835
705 => 0.006301879976739
706 => 0.0063916318933294
707 => 0.0064511375068839
708 => 0.0064314709019592
709 => 0.0064737223793034
710 => 0.0064763162768601
711 => 0.0064625798908726
712 => 0.0064466749156392
713 => 0.0064389332532958
714 => 0.0064966332617781
715 => 0.006530130058795
716 => 0.0064571096912865
717 => 0.0064400020408428
718 => 0.0065138296639589
719 => 0.0065588644714108
720 => 0.0068913761867637
721 => 0.0068667426448917
722 => 0.006928568000902
723 => 0.0069216074146027
724 => 0.0069864102372531
725 => 0.0070923354645703
726 => 0.006876959860275
727 => 0.0069143416180526
728 => 0.0069051764743164
729 => 0.0070052391103987
730 => 0.0070055514950263
731 => 0.0069455589461956
801 => 0.0069780818801847
802 => 0.006959928470652
803 => 0.006992734135258
804 => 0.0068664136489216
805 => 0.0070202583658255
806 => 0.0071074784067754
807 => 0.0071086894571286
808 => 0.0071500310643179
809 => 0.0071920365315665
810 => 0.0072726623680452
811 => 0.0071897879207469
812 => 0.0070407048577221
813 => 0.0070514681733371
814 => 0.0069640608280331
815 => 0.006965530161299
816 => 0.0069576867451715
817 => 0.0069812254273951
818 => 0.0068715790659748
819 => 0.0068973128478421
820 => 0.006861285402531
821 => 0.0069142633014226
822 => 0.0068572678397757
823 => 0.0069051720546066
824 => 0.0069258459256778
825 => 0.007002132955007
826 => 0.0068460001835166
827 => 0.0065276348931884
828 => 0.0065945591370214
829 => 0.0064955729236065
830 => 0.0065047344745251
831 => 0.0065232422654308
901 => 0.0064632524597331
902 => 0.0064746966241642
903 => 0.0064742877580794
904 => 0.0064707643710477
905 => 0.0064551587056695
906 => 0.0064325274033843
907 => 0.006522683546141
908 => 0.0065380028316031
909 => 0.0065720557055273
910 => 0.0066733739600409
911 => 0.006663249877166
912 => 0.0066797626763791
913 => 0.0066437153284124
914 => 0.006506406607611
915 => 0.0065138631317627
916 => 0.0064208801561083
917 => 0.0065696779217856
918 => 0.0065344406468387
919 => 0.0065117229464484
920 => 0.0065055242114189
921 => 0.0066070936142882
922 => 0.0066374847715321
923 => 0.0066185470418124
924 => 0.0065797052056555
925 => 0.0066542930136348
926 => 0.006674249564443
927 => 0.0066787171001997
928 => 0.0068108723951453
929 => 0.006686103113125
930 => 0.0067161363194073
1001 => 0.0069504468214649
1002 => 0.0067379595287377
1003 => 0.0068505187867274
1004 => 0.0068450095967789
1005 => 0.0069025911043688
1006 => 0.0068402862324783
1007 => 0.0068410585760371
1008 => 0.0068921870538677
1009 => 0.0068203863278241
1010 => 0.0068026074583199
1011 => 0.0067780460774344
1012 => 0.0068316749540377
1013 => 0.0068638230401359
1014 => 0.0071229130039201
1015 => 0.0072902969364624
1016 => 0.007283030358507
1017 => 0.0073494332785553
1018 => 0.0073195181548925
1019 => 0.0072229143293745
1020 => 0.0073878052799522
1021 => 0.007335626883859
1022 => 0.0073399284074362
1023 => 0.0073397683045138
1024 => 0.0073744623764012
1025 => 0.007349878446804
1026 => 0.0073014209980793
1027 => 0.0073335893139572
1028 => 0.0074291177117313
1029 => 0.0077256407895911
1030 => 0.0078915790323697
1031 => 0.0077156510990176
1101 => 0.007837003831675
1102 => 0.0077642354344804
1103 => 0.0077510112520379
1104 => 0.0078272297360432
1105 => 0.0079035816304151
1106 => 0.0078987183448219
1107 => 0.0078432907902211
1108 => 0.0078119811710492
1109 => 0.0080490680969107
1110 => 0.0082237497052151
1111 => 0.0082118375906091
1112 => 0.0082644137904527
1113 => 0.0084187791393144
1114 => 0.0084328923722447
1115 => 0.0084311144292845
1116 => 0.008396133308903
1117 => 0.0085481260417309
1118 => 0.0086749210535136
1119 => 0.0083880361902364
1120 => 0.0084972781905737
1121 => 0.0085463204440826
1122 => 0.0086183290224145
1123 => 0.0087398195640995
1124 => 0.0088717905161441
1125 => 0.008890452655751
1126 => 0.0088772109746343
1127 => 0.0087901725841913
1128 => 0.0089345767746594
1129 => 0.0090191653627406
1130 => 0.0090695359311676
1201 => 0.0091972673118349
1202 => 0.0085466233123443
1203 => 0.0080860651503998
1204 => 0.0080141423428717
1205 => 0.0081604002002048
1206 => 0.008198967230799
1207 => 0.0081834209091254
1208 => 0.0076650208257407
1209 => 0.008011413073718
1210 => 0.0083841020070541
1211 => 0.008398418506807
1212 => 0.0085849943793932
1213 => 0.0086457511315106
1214 => 0.0087959691640011
1215 => 0.0087865729851689
1216 => 0.0088231486855894
1217 => 0.0088147405654655
1218 => 0.0090929878385155
1219 => 0.0093999359008095
1220 => 0.0093893072654474
1221 => 0.009345179849848
1222 => 0.0094107165868555
1223 => 0.0097275198816964
1224 => 0.0096983537109768
1225 => 0.0097266861614623
1226 => 0.010100215100331
1227 => 0.010585855854732
1228 => 0.010360226966778
1229 => 0.010849776730675
1230 => 0.01115792235713
1231 => 0.011690828355231
]
'min_raw' => 0.0047731062457084
'max_raw' => 0.011690828355231
'avg_raw' => 0.0082319673004697
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.004773'
'max' => '$0.01169'
'avg' => '$0.008231'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0021282957705934
'max_diff' => 0.0047428941874138
'year' => 2028
]
3 => [
'items' => [
101 => 0.011624105899651
102 => 0.011831562294067
103 => 0.011504658778767
104 => 0.010754022229537
105 => 0.0106352311223
106 => 0.010873053927258
107 => 0.011457718086838
108 => 0.01085464077223
109 => 0.010976642527526
110 => 0.010941506013793
111 => 0.010939633738297
112 => 0.011011090878894
113 => 0.010907438569504
114 => 0.010485140414357
115 => 0.010678677170242
116 => 0.010603943334396
117 => 0.010686866097044
118 => 0.011134366047103
119 => 0.010936515652115
120 => 0.010728096333057
121 => 0.010989500411106
122 => 0.011322357630648
123 => 0.011301528024051
124 => 0.011261109881153
125 => 0.011488944836446
126 => 0.011865261433212
127 => 0.011966978297155
128 => 0.012042063606609
129 => 0.012052416602206
130 => 0.012159058891204
131 => 0.01158561642594
201 => 0.012495684345362
202 => 0.012652827934927
203 => 0.012623291453023
204 => 0.012797949939212
205 => 0.012746560981917
206 => 0.012672106445477
207 => 0.012948977297012
208 => 0.012631567208053
209 => 0.012181043547595
210 => 0.011933877357121
211 => 0.012259365735066
212 => 0.012458130129498
213 => 0.012589500750427
214 => 0.012629253420944
215 => 0.011630131132137
216 => 0.011091659632332
217 => 0.011436813690119
218 => 0.011857925461879
219 => 0.011583277128785
220 => 0.011594042823464
221 => 0.011202466476785
222 => 0.011892571279792
223 => 0.011792028814689
224 => 0.0123136433015
225 => 0.012189155818005
226 => 0.012614512183042
227 => 0.012502501596883
228 => 0.012967451277599
301 => 0.013152932293247
302 => 0.013464383786334
303 => 0.013693488772484
304 => 0.013828023602432
305 => 0.01381994663587
306 => 0.014353040657108
307 => 0.01403869373767
308 => 0.013643799920976
309 => 0.013636657537706
310 => 0.013841178641061
311 => 0.014269798766068
312 => 0.014380933728313
313 => 0.014443043010898
314 => 0.014347920482579
315 => 0.014006719430976
316 => 0.013859390546822
317 => 0.01398491902465
318 => 0.013831408483052
319 => 0.014096410745301
320 => 0.014460315452798
321 => 0.014385170569735
322 => 0.014636368647464
323 => 0.014896332231105
324 => 0.015268091831406
325 => 0.015365283557143
326 => 0.015525937783916
327 => 0.01569130375543
328 => 0.015744414848742
329 => 0.01584582040528
330 => 0.015845285947942
331 => 0.016150878417949
401 => 0.016487956375778
402 => 0.016615195501485
403 => 0.016907774855044
404 => 0.016406742965278
405 => 0.016786781409105
406 => 0.017129585598416
407 => 0.016720880311762
408 => 0.017284185333296
409 => 0.017306057190806
410 => 0.017636296271735
411 => 0.017301535697061
412 => 0.017102755936413
413 => 0.017676625657223
414 => 0.017954303138396
415 => 0.017870664421253
416 => 0.017234169654036
417 => 0.016863702398971
418 => 0.01589411813467
419 => 0.017042632578658
420 => 0.017602040461699
421 => 0.017232720922762
422 => 0.017418984216167
423 => 0.01843517634891
424 => 0.01882207651949
425 => 0.018741603988646
426 => 0.018755202521668
427 => 0.018963966830978
428 => 0.019889742747065
429 => 0.019334996358828
430 => 0.019759079186685
501 => 0.019984011189436
502 => 0.020192940569187
503 => 0.019679876045326
504 => 0.019012386638197
505 => 0.01880096472366
506 => 0.017195999373107
507 => 0.0171124539566
508 => 0.017065557382629
509 => 0.016769881117395
510 => 0.016537560565466
511 => 0.016352810637063
512 => 0.015867971653935
513 => 0.016031590578143
514 => 0.015258858432797
515 => 0.015753225075444
516 => 0.014519925913201
517 => 0.015547054103199
518 => 0.014988034927172
519 => 0.015363401269102
520 => 0.015362091651296
521 => 0.014670923205796
522 => 0.014272271670749
523 => 0.014526307944631
524 => 0.014798654995657
525 => 0.0148428423884
526 => 0.01519594744904
527 => 0.015294491481497
528 => 0.014995898462572
529 => 0.014494368529333
530 => 0.014610862494145
531 => 0.01426991092427
601 => 0.013672406412578
602 => 0.014101544584303
603 => 0.014248071224004
604 => 0.014312785735534
605 => 0.013725208672141
606 => 0.013540579201904
607 => 0.013442284021142
608 => 0.014418519708926
609 => 0.01447200010363
610 => 0.014198386842957
611 => 0.015435144726273
612 => 0.015155228327269
613 => 0.015467963526139
614 => 0.01460029188787
615 => 0.014633438112927
616 => 0.014222668454315
617 => 0.014452672015499
618 => 0.014290112911815
619 => 0.014434090000695
620 => 0.01452038927413
621 => 0.014931091529482
622 => 0.015551743663235
623 => 0.014869746308246
624 => 0.014572590294295
625 => 0.014756944214081
626 => 0.015247902996347
627 => 0.015991730683199
628 => 0.015551369721655
629 => 0.015746794438574
630 => 0.015789486045381
701 => 0.015464780175387
702 => 0.016003703051781
703 => 0.016292516199442
704 => 0.016588778727482
705 => 0.016846015179492
706 => 0.01647044495883
707 => 0.016872358930814
708 => 0.016548487216762
709 => 0.016257940808014
710 => 0.016258381446984
711 => 0.016076117440571
712 => 0.015722957961403
713 => 0.015657829935006
714 => 0.015996634153087
715 => 0.016268323051108
716 => 0.016290700650052
717 => 0.016441121583876
718 => 0.016530139143055
719 => 0.017402632236507
720 => 0.017753556176335
721 => 0.018182659327307
722 => 0.018349819187539
723 => 0.01885291043671
724 => 0.018446623393931
725 => 0.01835872063656
726 => 0.017138385825964
727 => 0.017338215582835
728 => 0.017658162304288
729 => 0.017143661629557
730 => 0.017469993885943
731 => 0.017534418786016
801 => 0.017126179093506
802 => 0.017344237552271
803 => 0.016765138935617
804 => 0.015564366430584
805 => 0.016005039854838
806 => 0.01632952382416
807 => 0.015866445191353
808 => 0.016696495717041
809 => 0.016211597335655
810 => 0.016057907827983
811 => 0.015458310264287
812 => 0.015741297233725
813 => 0.016124041161872
814 => 0.015887549913035
815 => 0.016378304763712
816 => 0.017073344511809
817 => 0.017568671226636
818 => 0.017606696261304
819 => 0.017288234367983
820 => 0.017798571584426
821 => 0.0178022888339
822 => 0.017226626368963
823 => 0.016874036314491
824 => 0.016793927112259
825 => 0.016994055605769
826 => 0.017237048542647
827 => 0.017620180678156
828 => 0.017851699403499
829 => 0.018455377451152
830 => 0.018618715422041
831 => 0.018798174331069
901 => 0.019037986776609
902 => 0.019325943104129
903 => 0.018695911052879
904 => 0.018720943400802
905 => 0.018134266278065
906 => 0.017507317634412
907 => 0.017983093504693
908 => 0.018605107165274
909 => 0.018462416544273
910 => 0.018446360934506
911 => 0.01847336201668
912 => 0.018365777948285
913 => 0.017879179194186
914 => 0.017634812346147
915 => 0.017950107924749
916 => 0.018117673492584
917 => 0.018377553075044
918 => 0.018345517431113
919 => 0.019014939326499
920 => 0.019275056432779
921 => 0.019208507345954
922 => 0.019220753979523
923 => 0.01969168357563
924 => 0.020215454140559
925 => 0.020706034392229
926 => 0.021205073695139
927 => 0.020603462337645
928 => 0.02029800119254
929 => 0.020613159122956
930 => 0.020445931888908
1001 => 0.021406869178566
1002 => 0.021473402391586
1003 => 0.022434270194541
1004 => 0.023346248157555
1005 => 0.022773451138768
1006 => 0.02331357292814
1007 => 0.02389775868012
1008 => 0.025024747776414
1009 => 0.024645217496737
1010 => 0.024354503250502
1011 => 0.024079779692531
1012 => 0.024651435805532
1013 => 0.025386862262478
1014 => 0.025545266077477
1015 => 0.025801940772691
1016 => 0.025532078715362
1017 => 0.025857097839084
1018 => 0.027004558166461
1019 => 0.026694504257091
1020 => 0.026254177862133
1021 => 0.027159987587335
1022 => 0.02748779660564
1023 => 0.029788531971018
1024 => 0.032693305408445
1025 => 0.031490710131579
1026 => 0.030744220435722
1027 => 0.030919663221221
1028 => 0.031980388147783
1029 => 0.032321059328468
1030 => 0.031394997622967
1031 => 0.031722098273011
1101 => 0.03352445501458
1102 => 0.034491361579904
1103 => 0.033178172591317
1104 => 0.029555136253636
1105 => 0.026214531287982
1106 => 0.027100610154276
1107 => 0.027000156309067
1108 => 0.0289365637793
1109 => 0.026687109573894
1110 => 0.026724984613666
1111 => 0.028701434939693
1112 => 0.028174151877646
1113 => 0.027320020846441
1114 => 0.026220767389748
1115 => 0.024188695706413
1116 => 0.022388833147971
1117 => 0.025918778108667
1118 => 0.025766560463173
1119 => 0.025546126755107
1120 => 0.02603667811899
1121 => 0.028418656296568
1122 => 0.028363743989863
1123 => 0.028014419911117
1124 => 0.028279379146045
1125 => 0.027273572211499
1126 => 0.02753279156033
1127 => 0.026214002119088
1128 => 0.026810150024042
1129 => 0.027318188264858
1130 => 0.027420184463337
1201 => 0.027649987106564
1202 => 0.025686348680821
1203 => 0.026567964684585
1204 => 0.027085831490547
1205 => 0.024746090421053
1206 => 0.027039582332444
1207 => 0.02565216610453
1208 => 0.025181256198484
1209 => 0.025815274349313
1210 => 0.025568196859332
1211 => 0.025355774142323
1212 => 0.025237238616347
1213 => 0.025702791572286
1214 => 0.025681072970435
1215 => 0.024919337974584
1216 => 0.023925685724787
1217 => 0.024259188035342
1218 => 0.024138023519317
1219 => 0.023698907682706
1220 => 0.023994818737533
1221 => 0.022691776209233
1222 => 0.020449959265549
1223 => 0.021930972207257
1224 => 0.021873954820033
1225 => 0.021845204067862
1226 => 0.022958144361364
1227 => 0.022851160832045
1228 => 0.022656984678746
1229 => 0.023695341485376
1230 => 0.023316327283086
1231 => 0.024484359747567
]
'min_raw' => 0.010485140414357
'max_raw' => 0.034491361579904
'avg_raw' => 0.02248825099713
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.010485'
'max' => '$0.034491'
'avg' => '$0.022488'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0057120341686481
'max_diff' => 0.022800533224673
'year' => 2029
]
4 => [
'items' => [
101 => 0.025253701472278
102 => 0.025058571525293
103 => 0.025782141135935
104 => 0.024266871254997
105 => 0.024770183127369
106 => 0.024873915006705
107 => 0.023682528323562
108 => 0.02286866466053
109 => 0.02281438923293
110 => 0.021403261798553
111 => 0.022157074683775
112 => 0.022820398827873
113 => 0.022502718038883
114 => 0.022402149791532
115 => 0.022915931156655
116 => 0.022955856368965
117 => 0.022045557297216
118 => 0.022234837299655
119 => 0.023024166375009
120 => 0.022214948232166
121 => 0.020642769565655
122 => 0.02025284751929
123 => 0.020200824730616
124 => 0.019143325215766
125 => 0.020278903974913
126 => 0.019783193414927
127 => 0.0213491371344
128 => 0.020454678480161
129 => 0.020416120155309
130 => 0.020357833592018
131 => 0.019447600074832
201 => 0.019646883366738
202 => 0.020309331380736
203 => 0.020545700295141
204 => 0.020521045080855
205 => 0.02030608502407
206 => 0.020404492637293
207 => 0.020087487427617
208 => 0.019975546290188
209 => 0.019622229268625
210 => 0.019102950853246
211 => 0.019175159701824
212 => 0.01814633328437
213 => 0.01758577404819
214 => 0.017430618639667
215 => 0.017223138343
216 => 0.01745405409126
217 => 0.018143418748394
218 => 0.01731189871502
219 => 0.015886315942148
220 => 0.015971995895872
221 => 0.016164493313284
222 => 0.015805775649434
223 => 0.015466279485492
224 => 0.015761443855845
225 => 0.015157405641854
226 => 0.016237488445618
227 => 0.016208275232674
228 => 0.016610863310045
301 => 0.016862609896764
302 => 0.016282415518302
303 => 0.016136498201131
304 => 0.016219619336564
305 => 0.014845812122477
306 => 0.016498593951359
307 => 0.016512887277248
308 => 0.016390499143253
309 => 0.017270554443219
310 => 0.019127745622278
311 => 0.018428995595374
312 => 0.018158418465125
313 => 0.017644051142732
314 => 0.018329415059711
315 => 0.01827678980423
316 => 0.018038798441408
317 => 0.017894860522594
318 => 0.018160070551385
319 => 0.017861998065078
320 => 0.017808456056053
321 => 0.017484049735642
322 => 0.017368251438802
323 => 0.017282518989885
324 => 0.017188135987524
325 => 0.017396321371954
326 => 0.016924545901767
327 => 0.016355630933441
328 => 0.01630833180957
329 => 0.01643892884916
330 => 0.016381149380948
331 => 0.016308055183706
401 => 0.016168498455151
402 => 0.016127094954947
403 => 0.016261636244489
404 => 0.016109746972841
405 => 0.016333867866994
406 => 0.016272919384959
407 => 0.01593246611879
408 => 0.015508135297201
409 => 0.015504357862825
410 => 0.015412936483355
411 => 0.015296497611305
412 => 0.015264106980861
413 => 0.015736585935855
414 => 0.016714603232587
415 => 0.016522595035268
416 => 0.016661340635623
417 => 0.017343831667799
418 => 0.017560775043706
419 => 0.017406793774073
420 => 0.017196014715047
421 => 0.017205287923922
422 => 0.017925583775773
423 => 0.01797050774452
424 => 0.018084016120523
425 => 0.018229906461149
426 => 0.017431639529929
427 => 0.017167689623249
428 => 0.017042615514081
429 => 0.016657435667614
430 => 0.017072819109204
501 => 0.016830792966282
502 => 0.016863450561752
503 => 0.01684218225986
504 => 0.016853796190849
505 => 0.016237186540463
506 => 0.016461846689014
507 => 0.016088305618495
508 => 0.015588176057022
509 => 0.015586499447364
510 => 0.015708905449001
511 => 0.01563609356948
512 => 0.015440158673853
513 => 0.01546799030099
514 => 0.015224155961453
515 => 0.015497596204573
516 => 0.015505437492329
517 => 0.015400148104337
518 => 0.015821420526345
519 => 0.015994016181367
520 => 0.015924712450673
521 => 0.015989153646872
522 => 0.016530573842732
523 => 0.016618848958476
524 => 0.016658054933763
525 => 0.016605524120675
526 => 0.015999049814153
527 => 0.016025949528575
528 => 0.015828577272387
529 => 0.015661818514483
530 => 0.015668487990265
531 => 0.015754223668948
601 => 0.01612863640609
602 => 0.016916565938569
603 => 0.016946467288357
604 => 0.016982708596585
605 => 0.016835296982601
606 => 0.016790836229284
607 => 0.016849491439203
608 => 0.017145396344235
609 => 0.017906544097376
610 => 0.017637503646067
611 => 0.017418769571289
612 => 0.017610658325152
613 => 0.017581118555569
614 => 0.01733177317251
615 => 0.017324774878078
616 => 0.016846201367447
617 => 0.016669283637159
618 => 0.016521437939667
619 => 0.016359994297615
620 => 0.016264285094967
621 => 0.016411337929289
622 => 0.016444970652377
623 => 0.016123437060088
624 => 0.016079613219567
625 => 0.016342184491814
626 => 0.016226636664542
627 => 0.01634548047034
628 => 0.016373053252708
629 => 0.016368613399692
630 => 0.016247968197436
701 => 0.016324863851662
702 => 0.016142982705719
703 => 0.015945214277172
704 => 0.015819050341167
705 => 0.015708955573784
706 => 0.015770042549473
707 => 0.015552278635183
708 => 0.01548261157628
709 => 0.016298813334217
710 => 0.016901750348453
711 => 0.016892983405477
712 => 0.016839616894784
713 => 0.016760325084895
714 => 0.017139595654464
715 => 0.01700746537178
716 => 0.017103601192287
717 => 0.017128071793414
718 => 0.01720213693295
719 => 0.017228608854221
720 => 0.01714859232221
721 => 0.016880047067584
722 => 0.016210857825574
723 => 0.015899348426977
724 => 0.01579654513684
725 => 0.015800281841186
726 => 0.015697206853962
727 => 0.015727567057196
728 => 0.015686648814268
729 => 0.015609159561349
730 => 0.015765257806465
731 => 0.015783246675058
801 => 0.015746811479413
802 => 0.015755393286961
803 => 0.015453725428696
804 => 0.015476660580771
805 => 0.015348954739555
806 => 0.015325011433844
807 => 0.015002182187869
808 => 0.014430243383777
809 => 0.014747153000687
810 => 0.014364370747696
811 => 0.01421940530839
812 => 0.014905649151311
813 => 0.014836769302923
814 => 0.014718876943834
815 => 0.014544489573819
816 => 0.01447980760195
817 => 0.014086820416694
818 => 0.014063600637284
819 => 0.014258375697843
820 => 0.014168493709196
821 => 0.014042265356164
822 => 0.013585079057044
823 => 0.013071050287652
824 => 0.013086565585131
825 => 0.013250068572829
826 => 0.013725475560944
827 => 0.013539725826063
828 => 0.013404962262174
829 => 0.013379725097636
830 => 0.013695621049418
831 => 0.014142680003437
901 => 0.014352430062283
902 => 0.014144574124171
903 => 0.013905800414226
904 => 0.01392033346358
905 => 0.014017015330008
906 => 0.014027175227161
907 => 0.013871758088321
908 => 0.013915507102544
909 => 0.013849048349446
910 => 0.01344119110436
911 => 0.013433814260126
912 => 0.013333719514596
913 => 0.013330688685481
914 => 0.013160402553529
915 => 0.013136578346537
916 => 0.012798464895917
917 => 0.013021012193017
918 => 0.012871739150379
919 => 0.012646749465174
920 => 0.012607961158641
921 => 0.012606795135309
922 => 0.012837809235241
923 => 0.013018312658756
924 => 0.012874335818865
925 => 0.012841555083296
926 => 0.013191567577778
927 => 0.013147025297421
928 => 0.013108451969898
929 => 0.01410265077749
930 => 0.013315664842981
1001 => 0.012972494055948
1002 => 0.012547755040629
1003 => 0.012686052205737
1004 => 0.012715193450433
1005 => 0.011693772683555
1006 => 0.011279382405642
1007 => 0.011137179278231
1008 => 0.011055339367948
1009 => 0.011092634842745
1010 => 0.010719634989492
1011 => 0.010970297059726
1012 => 0.010647310715701
1013 => 0.010593161004037
1014 => 0.011170700597483
1015 => 0.011251061857974
1016 => 0.010908215754434
1017 => 0.011128378454649
1018 => 0.011048544399061
1019 => 0.010652847389543
1020 => 0.010637734674329
1021 => 0.010439187824376
1022 => 0.010128500450444
1023 => 0.009986507983702
1024 => 0.0099125570741877
1025 => 0.0099430706607278
1026 => 0.009927642057642
1027 => 0.0098269599861977
1028 => 0.009933413036123
1029 => 0.0096614694830011
1030 => 0.0095531793689498
1031 => 0.0095042672367445
1101 => 0.0092629016808619
1102 => 0.0096470216160209
1103 => 0.0097226980822627
1104 => 0.0097985236545206
1105 => 0.010458533492709
1106 => 0.010425561266362
1107 => 0.010723614134417
1108 => 0.010712032348048
1109 => 0.010627022841943
1110 => 0.010268381719067
1111 => 0.010411329678482
1112 => 0.0099713580784489
1113 => 0.010301014716355
1114 => 0.010150573193605
1115 => 0.010250150286182
1116 => 0.010071101695223
1117 => 0.010170194578195
1118 => 0.0097406437798205
1119 => 0.009339535288241
1120 => 0.0095009530543394
1121 => 0.009676432626449
1122 => 0.010056917050146
1123 => 0.0098303036663204
1124 => 0.0099118024083449
1125 => 0.0096387952652876
1126 => 0.0090755035485254
1127 => 0.009078691718469
1128 => 0.0089920415598222
1129 => 0.0089171631716211
1130 => 0.009856332939477
1201 => 0.0097395323327672
1202 => 0.0095534258524606
1203 => 0.0098025367719286
1204 => 0.0098684056529578
1205 => 0.0098702808474
1206 => 0.01005202574376
1207 => 0.010149023027527
1208 => 0.010166119219202
1209 => 0.010452098740483
1210 => 0.010547955303855
1211 => 0.010942774922258
1212 => 0.010140793485682
1213 => 0.010124277205754
1214 => 0.0098060422734282
1215 => 0.0096042126482517
1216 => 0.0098198617205368
1217 => 0.010010897359547
1218 => 0.009811978283242
1219 => 0.0098379529151966
1220 => 0.0095709203075423
1221 => 0.0096663718997267
1222 => 0.009748587669634
1223 => 0.0097031929539107
1224 => 0.009635234867344
1225 => 0.0099952346156903
1226 => 0.0099749220190382
1227 => 0.010310162061057
1228 => 0.010571505647055
1229 => 0.011039880073919
1230 => 0.010551106942576
1231 => 0.010533294106972
]
'min_raw' => 0.0089171631716211
'max_raw' => 0.025782141135935
'avg_raw' => 0.017349652153778
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.008917'
'max' => '$0.025782'
'avg' => '$0.017349'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0015679772427354
'max_diff' => -0.0087092204439693
'year' => 2030
]
5 => [
'items' => [
101 => 0.010707417432264
102 => 0.010547928646482
103 => 0.01064872005373
104 => 0.011023641019982
105 => 0.011031562509207
106 => 0.010898867358439
107 => 0.010890792846456
108 => 0.010916278401686
109 => 0.0110655480947
110 => 0.011013388677367
111 => 0.01107374887562
112 => 0.011149230227803
113 => 0.011461453103864
114 => 0.011536728982257
115 => 0.01135384762383
116 => 0.011370359762861
117 => 0.011301957114604
118 => 0.01123588101347
119 => 0.011384410439179
120 => 0.011655850884014
121 => 0.011654162267095
122 => 0.011717131174248
123 => 0.011756360281742
124 => 0.011587960234916
125 => 0.011478337996673
126 => 0.01152037413826
127 => 0.011587590844085
128 => 0.011498576666485
129 => 0.010949139926961
130 => 0.011115803935578
131 => 0.01108806289509
201 => 0.011048556280011
202 => 0.011216138229449
203 => 0.011199974541607
204 => 0.010715809336871
205 => 0.010746804022408
206 => 0.010717694226356
207 => 0.010811753932704
208 => 0.010542849113661
209 => 0.010625562424897
210 => 0.010677439438315
211 => 0.010707995397756
212 => 0.010818384475676
213 => 0.010805431591488
214 => 0.010817579306208
215 => 0.010981257167126
216 => 0.011809083620192
217 => 0.011854140387536
218 => 0.011632264386394
219 => 0.01172089947254
220 => 0.011550739489503
221 => 0.011664969026089
222 => 0.011743121973905
223 => 0.011389963830672
224 => 0.011369052097407
225 => 0.011198189803591
226 => 0.011290001522152
227 => 0.011143922476425
228 => 0.011179765164618
301 => 0.01107954588372
302 => 0.011259920635877
303 => 0.011461607636192
304 => 0.011512561737332
305 => 0.011378523434352
306 => 0.011281470869439
307 => 0.011111078536554
308 => 0.011394444783582
309 => 0.011477309709643
310 => 0.011394009529402
311 => 0.011374707057495
312 => 0.011338128908111
313 => 0.011382467284803
314 => 0.011476858409459
315 => 0.011432345298202
316 => 0.011461746992407
317 => 0.011349698052991
318 => 0.011588015982339
319 => 0.011966522208475
320 => 0.011967739167884
321 => 0.011923225816685
322 => 0.011905011912427
323 => 0.011950685312054
324 => 0.011975461257731
325 => 0.012123160657055
326 => 0.012281647997133
327 => 0.013021239259835
328 => 0.012813564992791
329 => 0.013469774359541
330 => 0.013988750770518
331 => 0.014144369104083
401 => 0.014001207559612
402 => 0.013511459649413
403 => 0.013487430280472
404 => 0.014219320424544
405 => 0.014012527936152
406 => 0.013987930627666
407 => 0.013726256823183
408 => 0.013880938450563
409 => 0.013847107309613
410 => 0.013793703198546
411 => 0.014088824968373
412 => 0.014641266575786
413 => 0.014555163370506
414 => 0.014490891321978
415 => 0.014209269914636
416 => 0.014378868904274
417 => 0.014318477952519
418 => 0.014577955806305
419 => 0.01442424687386
420 => 0.014010961279666
421 => 0.014076778372749
422 => 0.014066830251535
423 => 0.014271561881184
424 => 0.014210106527715
425 => 0.014054830107447
426 => 0.01463937839043
427 => 0.014601421076362
428 => 0.014655235869461
429 => 0.014678926805661
430 => 0.015034731044617
501 => 0.015180492656851
502 => 0.015213583094744
503 => 0.01535204535276
504 => 0.015210138027629
505 => 0.01577786850636
506 => 0.016155376146724
507 => 0.016593870697372
508 => 0.017234629092094
509 => 0.017475560175856
510 => 0.017432038132065
511 => 0.017917853834068
512 => 0.018790853851492
513 => 0.017608496395612
514 => 0.018853521667642
515 => 0.018459361041025
516 => 0.017524813285964
517 => 0.017464639428132
518 => 0.018097526018182
519 => 0.019501207561836
520 => 0.019149601255575
521 => 0.019501782663793
522 => 0.01909094434389
523 => 0.019070542758489
524 => 0.019481829163604
525 => 0.02044282226721
526 => 0.019986290465975
527 => 0.019331740182714
528 => 0.019815049925943
529 => 0.019396362298152
530 => 0.018452941889452
531 => 0.019149332388859
601 => 0.018683675893965
602 => 0.018819579214836
603 => 0.019798319905927
604 => 0.019680555236548
605 => 0.019832953623439
606 => 0.019563974459537
607 => 0.019312705506331
608 => 0.018843693345696
609 => 0.018704841966952
610 => 0.018743215492687
611 => 0.018704822950938
612 => 0.018442414957507
613 => 0.018385747976309
614 => 0.018291300525009
615 => 0.018320573739457
616 => 0.018142984899437
617 => 0.018478131732281
618 => 0.018540337937761
619 => 0.018784229853778
620 => 0.01880955152158
621 => 0.019488787036105
622 => 0.019114675528794
623 => 0.019365661827132
624 => 0.019343211250234
625 => 0.017545067769612
626 => 0.017792836076088
627 => 0.018178285806986
628 => 0.018004641225681
629 => 0.01775914841429
630 => 0.017560899806601
701 => 0.01726053289399
702 => 0.017683293555454
703 => 0.018239178869695
704 => 0.018823649690499
705 => 0.019525853085651
706 => 0.019369129462402
707 => 0.01881052248647
708 => 0.018835581187347
709 => 0.018990484215938
710 => 0.018789870719489
711 => 0.018730705882945
712 => 0.018982355875934
713 => 0.018984088851132
714 => 0.018753258778516
715 => 0.018496733394262
716 => 0.018495658543536
717 => 0.018450012329149
718 => 0.019099064704025
719 => 0.019455977883611
720 => 0.019496897404456
721 => 0.019453223673828
722 => 0.019470031959399
723 => 0.019262352044243
724 => 0.019737046744723
725 => 0.020172673544323
726 => 0.020055916256221
727 => 0.01988088048333
728 => 0.019741456059357
729 => 0.020023072292905
730 => 0.02001053236533
731 => 0.020168868724261
801 => 0.020161685672425
802 => 0.020108443110248
803 => 0.020055918157681
804 => 0.020264173657459
805 => 0.020204199418004
806 => 0.02014413202199
807 => 0.020023657663425
808 => 0.020040032129621
809 => 0.019865026579123
810 => 0.019784061003754
811 => 0.018566533013779
812 => 0.018241169750983
813 => 0.018343535656838
814 => 0.018377237170976
815 => 0.018235638662042
816 => 0.01843865455018
817 => 0.018407014739061
818 => 0.018530106735456
819 => 0.018453204200141
820 => 0.018456360307015
821 => 0.018682514266025
822 => 0.018748167722453
823 => 0.018714775844625
824 => 0.018738162371249
825 => 0.019277095006462
826 => 0.019200476019831
827 => 0.019159773710256
828 => 0.019171048528172
829 => 0.019308757371315
830 => 0.019347308328771
831 => 0.019183965213103
901 => 0.019260998770727
902 => 0.019588997882079
903 => 0.01970377900791
904 => 0.020070105263497
905 => 0.019914483359194
906 => 0.0202001340997
907 => 0.021078127090505
908 => 0.021779528644054
909 => 0.021134490788765
910 => 0.022422525418908
911 => 0.023425445136068
912 => 0.023386951406874
913 => 0.023212069156236
914 => 0.022070271722249
915 => 0.021019572700254
916 => 0.02189852704719
917 => 0.021900767682579
918 => 0.021825264724671
919 => 0.021356322337619
920 => 0.021808946546093
921 => 0.021844874212072
922 => 0.021824764273061
923 => 0.021465227244402
924 => 0.02091628065519
925 => 0.021023543504729
926 => 0.021199242240378
927 => 0.020866607879199
928 => 0.020760311045776
929 => 0.02095793708291
930 => 0.021594729351576
1001 => 0.021474347461871
1002 => 0.02147120380423
1003 => 0.021986248578253
1004 => 0.021617587673671
1005 => 0.021024896432765
1006 => 0.0208752340778
1007 => 0.020344033542314
1008 => 0.020710935644245
1009 => 0.020724139797711
1010 => 0.020523191266131
1011 => 0.021041202298612
1012 => 0.021036428735754
1013 => 0.021528203115328
1014 => 0.02246829102705
1015 => 0.022190260772637
1016 => 0.021866941836361
1017 => 0.021902095569396
1018 => 0.022287645253983
1019 => 0.022054533113438
1020 => 0.022138361864494
1021 => 0.022287518369128
1022 => 0.022377508191722
1023 => 0.021889147418789
1024 => 0.021775287161623
1025 => 0.02154236903498
1026 => 0.021481605043361
1027 => 0.021671311997516
1028 => 0.021621330917542
1029 => 0.020723030039741
1030 => 0.020629152599912
1031 => 0.020632031686965
1101 => 0.020395972400886
1102 => 0.020035925328895
1103 => 0.020982107536794
1104 => 0.020906115863688
1105 => 0.020822226937867
1106 => 0.020832502852617
1107 => 0.021243208479975
1108 => 0.021004978474976
1109 => 0.021638351988396
1110 => 0.021508149434988
1111 => 0.021374607677383
1112 => 0.021356148138701
1113 => 0.021304745955271
1114 => 0.021128468742378
1115 => 0.020915603415192
1116 => 0.020775051288105
1117 => 0.019163886648221
1118 => 0.01946290943367
1119 => 0.019806907891544
1120 => 0.019925654780715
1121 => 0.019722530009754
1122 => 0.021136489346396
1123 => 0.021394833342451
1124 => 0.020612292527037
1125 => 0.020465911091404
1126 => 0.021146086088946
1127 => 0.020735857417416
1128 => 0.020920583363087
1129 => 0.020521306908236
1130 => 0.021332605838997
1201 => 0.021326425100442
1202 => 0.021010811492359
1203 => 0.021277565952682
1204 => 0.021231210800696
1205 => 0.020874883814492
1206 => 0.021343902040028
1207 => 0.021344134667217
1208 => 0.021040363431468
1209 => 0.020685625132188
1210 => 0.020622206302822
1211 => 0.020574428734015
1212 => 0.020908833009979
1213 => 0.021208658838154
1214 => 0.021766560371261
1215 => 0.021906830072097
1216 => 0.022454312052745
1217 => 0.022128313189683
1218 => 0.022272824263286
1219 => 0.022429711476022
1220 => 0.022504928975144
1221 => 0.022382366096719
1222 => 0.023232830965238
1223 => 0.023304636257711
1224 => 0.023328711951164
1225 => 0.023041939982586
1226 => 0.023296660610498
1227 => 0.023177485264159
1228 => 0.02348754640747
1229 => 0.0235361679538
1230 => 0.02349498723382
1231 => 0.023510420480064
]
'min_raw' => 0.010542849113661
'max_raw' => 0.0235361679538
'avg_raw' => 0.017039508533731
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.010542'
'max' => '$0.023536'
'avg' => '$0.017039'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0016256859420401
'max_diff' => -0.0022459731821345
'year' => 2031
]
6 => [
'items' => [
101 => 0.022784698747067
102 => 0.022747066246723
103 => 0.022233944434266
104 => 0.022443045365647
105 => 0.022052141196898
106 => 0.022176100935567
107 => 0.022230741207241
108 => 0.022202200230127
109 => 0.022454867618575
110 => 0.022240048721857
111 => 0.021673106333921
112 => 0.021106009482911
113 => 0.021098890043894
114 => 0.020949583453114
115 => 0.020841662134846
116 => 0.020862451609459
117 => 0.020935716429608
118 => 0.020837403850311
119 => 0.020858383823678
120 => 0.021206791170409
121 => 0.021276661779068
122 => 0.021039214150635
123 => 0.020085827658945
124 => 0.019851864222496
125 => 0.020020032500919
126 => 0.019939658895257
127 => 0.016092860955042
128 => 0.016996609070735
129 => 0.016459632628777
130 => 0.016707096078329
131 => 0.016158982180465
201 => 0.016420570861637
202 => 0.016372264983913
203 => 0.017825465210097
204 => 0.017802775487377
205 => 0.017813635856929
206 => 0.017295242121632
207 => 0.018121057417885
208 => 0.018527883728176
209 => 0.018452591005473
210 => 0.018471540561659
211 => 0.018145924403494
212 => 0.017816788533102
213 => 0.017451726199191
214 => 0.01812996689253
215 => 0.018054558105385
216 => 0.01822751873187
217 => 0.018667406303147
218 => 0.018732181418987
219 => 0.018819239831562
220 => 0.018788035587894
221 => 0.019531447268576
222 => 0.019441415208857
223 => 0.019658366568788
224 => 0.019212081161271
225 => 0.018707066860865
226 => 0.018803053569211
227 => 0.018793809277321
228 => 0.018676118831456
229 => 0.018569873159225
301 => 0.018393004049492
302 => 0.018952644084389
303 => 0.018929923720995
304 => 0.019297739994812
305 => 0.019232724895639
306 => 0.018798538151462
307 => 0.018814045215971
308 => 0.018918337677238
309 => 0.019279295076474
310 => 0.019386451808421
311 => 0.019336812540726
312 => 0.019454305005415
313 => 0.019547166258952
314 => 0.019465966949142
315 => 0.020615577941854
316 => 0.020138179307081
317 => 0.020370860079951
318 => 0.020426353073246
319 => 0.020284208937813
320 => 0.020315034910989
321 => 0.020361727860774
322 => 0.020645238308457
323 => 0.021389251757587
324 => 0.021718770249535
325 => 0.022710142890718
326 => 0.021691408325898
327 => 0.021630960832764
328 => 0.021809536982027
329 => 0.022391577669853
330 => 0.022863266979034
331 => 0.023019753535298
401 => 0.02304043581702
402 => 0.023334014999602
403 => 0.02350228911213
404 => 0.023298366764937
405 => 0.023125563927251
406 => 0.022506605611738
407 => 0.022578251722126
408 => 0.023071822374672
409 => 0.023769019992559
410 => 0.024367288079756
411 => 0.024157795447367
412 => 0.025756076353739
413 => 0.025914539377214
414 => 0.025892644911093
415 => 0.026253647261028
416 => 0.025537131113257
417 => 0.025230806578238
418 => 0.023162925862155
419 => 0.023743915995616
420 => 0.024588419274956
421 => 0.02447664609921
422 => 0.023863345244116
423 => 0.024366822836061
424 => 0.024200357398964
425 => 0.024069059202068
426 => 0.024670561695455
427 => 0.024009184995616
428 => 0.024581821536448
429 => 0.023847409249664
430 => 0.024158752392066
501 => 0.023982018966465
502 => 0.024096387152463
503 => 0.023427793074048
504 => 0.023788550209557
505 => 0.023412784391151
506 => 0.023412606229227
507 => 0.023404311177959
508 => 0.023846397996912
509 => 0.023860814432207
510 => 0.023534111605044
511 => 0.023487028623593
512 => 0.023661119083208
513 => 0.023457304749362
514 => 0.023552668193377
515 => 0.023460193210933
516 => 0.023439375144564
517 => 0.023273493249832
518 => 0.023202026768564
519 => 0.023230050617333
520 => 0.023134390774199
521 => 0.023076752258542
522 => 0.023392845426454
523 => 0.023223969598001
524 => 0.023366962783724
525 => 0.023204004001414
526 => 0.022639117864166
527 => 0.022314245873073
528 => 0.021247228324785
529 => 0.021549833177849
530 => 0.021750460508497
531 => 0.021684153176914
601 => 0.021826606982684
602 => 0.021835352489397
603 => 0.021789039304996
604 => 0.021735414570547
605 => 0.021709313015451
606 => 0.021903852622535
607 => 0.022016789412349
608 => 0.021770596145175
609 => 0.021712916507286
610 => 0.021961831493102
611 => 0.022113669490656
612 => 0.023234755954194
613 => 0.023151702247914
614 => 0.023360150752211
615 => 0.02333668264953
616 => 0.023555169890485
617 => 0.023912304189848
618 => 0.023186150302922
619 => 0.02331218550918
620 => 0.023281284587184
621 => 0.023618652750885
622 => 0.023619705977467
623 => 0.023417436910539
624 => 0.023527090253162
625 => 0.023465884765492
626 => 0.023576491354129
627 => 0.023150593015031
628 => 0.023669291219168
629 => 0.023963359676739
630 => 0.023967442817558
701 => 0.024106828932575
702 => 0.024248453298132
703 => 0.024520288934936
704 => 0.024240871949761
705 => 0.023738227994126
706 => 0.023774517264192
707 => 0.023479817296914
708 => 0.023484771256606
709 => 0.023458326631522
710 => 0.023537688942057
711 => 0.023168008579264
712 => 0.023254771821505
713 => 0.023133302774282
714 => 0.023311921459194
715 => 0.023119757280956
716 => 0.023281269685824
717 => 0.023350973085544
718 => 0.023608180131117
719 => 0.023081767591196
720 => 0.022008376787299
721 => 0.022234016547884
722 => 0.021900277618359
723 => 0.02193116642692
724 => 0.021993566736131
725 => 0.021791306917867
726 => 0.021829891717252
727 => 0.021828513196701
728 => 0.021816633851329
729 => 0.021764018260953
730 => 0.021687715245232
731 => 0.021991682975037
801 => 0.022043333015531
802 => 0.022158144657462
803 => 0.022499746226369
804 => 0.022465612174116
805 => 0.022521286229549
806 => 0.022399750079134
807 => 0.021936804140363
808 => 0.021961944332139
809 => 0.021648445737856
810 => 0.022150127793565
811 => 0.022031322860894
812 => 0.021954728547929
813 => 0.021933829079995
814 => 0.022276277413118
815 => 0.022378743321609
816 => 0.022314893443669
817 => 0.022183935481215
818 => 0.022435413483372
819 => 0.022502698387744
820 => 0.022517760996461
821 => 0.022963331800158
822 => 0.022542663454713
823 => 0.022643922506545
824 => 0.02343391672327
825 => 0.022717500980451
826 => 0.0230970023774
827 => 0.023078427758849
828 => 0.023272567831901
829 => 0.023062502606334
830 => 0.023065106616566
831 => 0.023237489849249
901 => 0.022995408688426
902 => 0.022935465988611
903 => 0.022852655578135
904 => 0.023033469079852
905 => 0.02314185859664
906 => 0.024015398498621
907 => 0.024579745113561
908 => 0.024555245338648
909 => 0.024779127419695
910 => 0.024678266491658
911 => 0.024352559949261
912 => 0.024908501301452
913 => 0.024732578196045
914 => 0.024747081083108
915 => 0.024746541284927
916 => 0.024863514770558
917 => 0.024780628335526
918 => 0.024617250663959
919 => 0.024725708386862
920 => 0.025047789049537
921 => 0.026047537309122
922 => 0.026607009680088
923 => 0.026013856369895
924 => 0.026423005580627
925 => 0.026177661848958
926 => 0.02613307559457
927 => 0.026390051534799
928 => 0.026647477277393
929 => 0.026631080370471
930 => 0.026444202500306
1001 => 0.026338639933301
1002 => 0.027137995056723
1003 => 0.027726946295002
1004 => 0.02768678376893
1005 => 0.027864048097456
1006 => 0.028384501648588
1007 => 0.028432085398767
1008 => 0.028426090939944
1009 => 0.028308149650274
1010 => 0.028820603760797
1011 => 0.029248101995568
1012 => 0.028280849649367
1013 => 0.028649166680537
1014 => 0.028814516062263
1015 => 0.029057298011588
1016 => 0.029466911855078
1017 => 0.029911861133813
1018 => 0.029974781840447
1019 => 0.029930136588058
1020 => 0.029636680577853
1021 => 0.030123549387994
1022 => 0.030408745718497
1023 => 0.030578573606709
1024 => 0.031009228874549
1025 => 0.028815537203753
1026 => 0.027262733205613
1027 => 0.027020240438542
1028 => 0.027513359015938
1029 => 0.027643390452251
1030 => 0.027590974943319
1031 => 0.025843152868649
1101 => 0.027011038517039
1102 => 0.028267585276092
1103 => 0.028315854354555
1104 => 0.028944907935291
1105 => 0.029149753566956
1106 => 0.029656224151386
1107 => 0.029624544278433
1108 => 0.029747861806034
1109 => 0.029719513242
1110 => 0.030657643349693
1111 => 0.031692540172146
1112 => 0.031656704985955
1113 => 0.031507926323384
1114 => 0.031728888007834
1115 => 0.032797012434889
1116 => 0.032698676653991
1117 => 0.032794201488912
1118 => 0.034053580385265
1119 => 0.035690952095084
1120 => 0.034930228546441
1121 => 0.036580779754691
1122 => 0.037619714248324
1123 => 0.039416444027231
1124 => 0.039191484609832
1125 => 0.039890938327748
1126 => 0.038788760302239
1127 => 0.036257936768739
1128 => 0.035857424256959
1129 => 0.036659260448134
1130 => 0.038630496482107
1201 => 0.036597179210391
1202 => 0.037008516646261
1203 => 0.036890051437058
1204 => 0.036883738929504
1205 => 0.037124661668005
1206 => 0.036775190670125
1207 => 0.03535138295613
1208 => 0.036003905640902
1209 => 0.035751935295599
1210 => 0.036031515179347
1211 => 0.03754029250442
1212 => 0.036873226084246
1213 => 0.036170525798668
1214 => 0.037051867898459
1215 => 0.038174119253497
1216 => 0.038103890780578
1217 => 0.037967618189892
1218 => 0.038735779648591
1219 => 0.040004557328174
1220 => 0.040347502836603
1221 => 0.040600658199714
1222 => 0.040635564047192
1223 => 0.040995115970078
1224 => 0.039061714661964
1225 => 0.042130072191209
1226 => 0.042659892774843
1227 => 0.042560308463933
1228 => 0.043149181744384
1229 => 0.042975920287002
1230 => 0.042724891619145
1231 => 0.043658381025599
]
'min_raw' => 0.016092860955042
'max_raw' => 0.043658381025599
'avg_raw' => 0.029875620990321
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.016092'
'max' => '$0.043658'
'avg' => '$0.029875'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.005550011841381
'max_diff' => 0.020122213071799
'year' => 2032
]
7 => [
'items' => [
101 => 0.04258821074981
102 => 0.04106923877402
103 => 0.040235900706242
104 => 0.041333307497356
105 => 0.042003455530471
106 => 0.042446380750939
107 => 0.04258040965503
108 => 0.039211799101826
109 => 0.037396304845355
110 => 0.038560015849069
111 => 0.039979823588643
112 => 0.039053827558283
113 => 0.039090124849531
114 => 0.037769897857714
115 => 0.04009663438263
116 => 0.039757648441884
117 => 0.041516308102129
118 => 0.041096589860086
119 => 0.042530708542241
120 => 0.042153057030678
121 => 0.043720667340961
122 => 0.044346029535088
123 => 0.045396109988881
124 => 0.046168553445287
125 => 0.046622147017378
126 => 0.046594914960696
127 => 0.048392278672739
128 => 0.047332436086852
129 => 0.04600102401326
130 => 0.0459769429694
131 => 0.046666500148569
201 => 0.048111622825332
202 => 0.048486322109737
203 => 0.048695727892303
204 => 0.048375015646835
205 => 0.047224632479458
206 => 0.046727902860359
207 => 0.047151130887474
208 => 0.046633559378712
209 => 0.047527033007752
210 => 0.048753963136092
211 => 0.048500606916398
212 => 0.04934753877355
213 => 0.050224024145873
214 => 0.051477437593717
215 => 0.051805126282748
216 => 0.052346783224833
217 => 0.052904326143275
218 => 0.053083393902476
219 => 0.053425289816252
220 => 0.053423487856022
221 => 0.054453814204436
222 => 0.055590296073287
223 => 0.056019291669163
224 => 0.057005743386924
225 => 0.055316479389649
226 => 0.056597805536448
227 => 0.057753593794535
228 => 0.056375615385687
301 => 0.058274837594492
302 => 0.05834858008913
303 => 0.059462004207039
304 => 0.058333335557287
305 => 0.057663135715903
306 => 0.05959797754592
307 => 0.060534186560518
308 => 0.0602521927862
309 => 0.058106206239884
310 => 0.056857150024235
311 => 0.053588128982932
312 => 0.057460425617555
313 => 0.059346508351839
314 => 0.058101321741246
315 => 0.058729321439449
316 => 0.06215548416326
317 => 0.063459945100879
318 => 0.063188626344725
319 => 0.063234474748228
320 => 0.063938338192526
321 => 0.067059656329224
322 => 0.065189290150127
323 => 0.066619115012763
324 => 0.067377488964288
325 => 0.068081908955104
326 => 0.066352076091884
327 => 0.064101588953127
328 => 0.063388765207259
329 => 0.057977512472768
330 => 0.057695833268059
331 => 0.057537718194702
401 => 0.056540825023007
402 => 0.055757540062076
403 => 0.055134642779637
404 => 0.053499974297644
405 => 0.05405162692412
406 => 0.05144630654565
407 => 0.05311309819691
408 => 0.048954943965213
409 => 0.052417978369591
410 => 0.050533206188141
411 => 0.051798780017199
412 => 0.051794364549334
413 => 0.04946404187949
414 => 0.048119960396117
415 => 0.048976461429756
416 => 0.049894698526954
417 => 0.050043679406653
418 => 0.051234197771611
419 => 0.051566445857164
420 => 0.050559718646758
421 => 0.048868775461141
422 => 0.049261542996852
423 => 0.048112000974542
424 => 0.046097472796938
425 => 0.04754434210438
426 => 0.048038366900294
427 => 0.048256556394141
428 => 0.046275499301592
429 => 0.045653008152271
430 => 0.04532159908758
501 => 0.048613045867543
502 => 0.04879335875217
503 => 0.047870852540744
504 => 0.05204066809202
505 => 0.051096910409641
506 => 0.052151318967104
507 => 0.049225903459781
508 => 0.049337658271755
509 => 0.047952719688725
510 => 0.048728192753593
511 => 0.048180113386008
512 => 0.048665542193325
513 => 0.048956506218934
514 => 0.05034121754717
515 => 0.052433789548667
516 => 0.050134387850785
517 => 0.049132505602979
518 => 0.049754067714718
519 => 0.051409369526777
520 => 0.053917236505386
521 => 0.052432528778523
522 => 0.053091416855733
523 => 0.053235354588713
524 => 0.052140586077791
525 => 0.053957602181946
526 => 0.054931355873575
527 => 0.055930225671251
528 => 0.056797516328877
529 => 0.055531255108441
530 => 0.056886336125723
531 => 0.055794380029794
601 => 0.0548147825274
602 => 0.05481626817245
603 => 0.054201752349562
604 => 0.05301105050874
605 => 0.052791466820649
606 => 0.053933768896463
607 => 0.054849786984856
608 => 0.054925234622047
609 => 0.055432389302491
610 => 0.055732518218269
611 => 0.058674189598367
612 => 0.059857354162224
613 => 0.06130410539475
614 => 0.061867696534251
615 => 0.063563903805542
616 => 0.062194078674755
617 => 0.061897708391106
618 => 0.057783264376125
619 => 0.058457004353082
620 => 0.05953572706243
621 => 0.057801052116284
622 => 0.05890130410248
623 => 0.059118517151079
624 => 0.057742108525395
625 => 0.058477307843479
626 => 0.056524836426055
627 => 0.052476348090078
628 => 0.053962109306785
629 => 0.0550561296641
630 => 0.053494827722475
701 => 0.056293401022109
702 => 0.054658532274742
703 => 0.054140357369366
704 => 0.052118772320803
705 => 0.05307288264578
706 => 0.054363330521856
707 => 0.053565983765109
708 => 0.055220598007577
709 => 0.057563973044412
710 => 0.059234001646056
711 => 0.059362205705263
712 => 0.058288489197632
713 => 0.060009126753478
714 => 0.060021659719609
715 => 0.058080773527605
716 => 0.056891991541901
717 => 0.056621897773531
718 => 0.057296644961923
719 => 0.058115912613833
720 => 0.059407669358131
721 => 0.060188250904749
722 => 0.062223593589866
723 => 0.062774298962611
724 => 0.063379357203821
725 => 0.064187901607128
726 => 0.065158766469829
727 => 0.063034569421607
728 => 0.063118967730332
729 => 0.061140944850538
730 => 0.059027143726303
731 => 0.060631255290567
801 => 0.062728417774824
802 => 0.062247326383777
803 => 0.062193193774479
804 => 0.062284229808184
805 => 0.061921502610311
806 => 0.060280900937626
807 => 0.059457001048313
808 => 0.060520042104805
809 => 0.061085001115817
810 => 0.061961203272292
811 => 0.061853192862123
812 => 0.064110195519961
813 => 0.064987198504579
814 => 0.06476282361204
815 => 0.064804113992151
816 => 0.06639188600468
817 => 0.068157815032832
818 => 0.069811840602555
819 => 0.071494386454129
820 => 0.069466011759175
821 => 0.068436128181836
822 => 0.069498705147857
823 => 0.068934886852833
824 => 0.072174754015415
825 => 0.072399075388312
826 => 0.075638708271622
827 => 0.078713505646191
828 => 0.076782280505941
829 => 0.078603338828906
830 => 0.080572961878256
831 => 0.084372684300275
901 => 0.083093071464386
902 => 0.082112908086184
903 => 0.081186658429898
904 => 0.083114036926637
905 => 0.085593578572067
906 => 0.086127648093738
907 => 0.086993044749105
908 => 0.086083185981655
909 => 0.087179010649393
910 => 0.091047753256265
911 => 0.090002384853553
912 => 0.088517793670344
913 => 0.09157179440048
914 => 0.092677025392589
915 => 0.10043411530917
916 => 0.11022776175826
917 => 0.10617312781979
918 => 0.10365628569196
919 => 0.10424780329229
920 => 0.10782411143965
921 => 0.10897270811023
922 => 0.10585042641457
923 => 0.10695326909363
924 => 0.11303004068436
925 => 0.11629003367661
926 => 0.11186252531766
927 => 0.099647205352851
928 => 0.08838412247756
929 => 0.091371599239319
930 => 0.091032912086733
1001 => 0.097561645068276
1002 => 0.089977453162874
1003 => 0.090105151503817
1004 => 0.09676889176937
1005 => 0.09499112011195
1006 => 0.092111357706721
1007 => 0.088405147930054
1008 => 0.081553876374974
1009 => 0.075485514096799
1010 => 0.08738696998467
1011 => 0.086873757565392
1012 => 0.086130549928458
1013 => 0.087784478100989
1014 => 0.095815483831099
1015 => 0.095630343155191
1016 => 0.094452572634669
1017 => 0.095345901194092
1018 => 0.091954752891074
1019 => 0.092828729023774
1020 => 0.088382338347688
1021 => 0.090392292630956
1022 => 0.092105179029967
1023 => 0.092449066334285
1024 => 0.093223861990234
1025 => 0.086603317940985
1026 => 0.089575747850137
1027 => 0.091321771942745
1028 => 0.083433171571439
1029 => 0.091165839677189
1030 => 0.086488068998469
1031 => 0.084900363372353
1101 => 0.087037999833607
1102 => 0.086204960825737
1103 => 0.085488762804462
1104 => 0.085089112002747
1105 => 0.086658756297564
1106 => 0.08658553051508
1107 => 0.084017287793929
1108 => 0.080667119859153
1109 => 0.081791546183578
1110 => 0.081383031558361
1111 => 0.079902521857141
1112 => 0.08090020663834
1113 => 0.076506907778652
1114 => 0.068948465434361
1115 => 0.07394180396835
1116 => 0.073749565866499
1117 => 0.073652630698241
1118 => 0.077404986600793
1119 => 0.077044284162343
1120 => 0.076389605704546
1121 => 0.079890498173859
1122 => 0.078612625328911
1123 => 0.082550728332331
1124 => 0.085144617670916
1125 => 0.084486723431121
1126 => 0.086926288891416
1127 => 0.08181745069507
1128 => 0.083514401812884
1129 => 0.083864141086393
1130 => 0.079847297704217
1201 => 0.077103299542156
1202 => 0.076920306148615
1203 => 0.07216259148184
1204 => 0.074704124253901
1205 => 0.076940567917541
1206 => 0.075869484957697
1207 => 0.075530412090303
1208 => 0.077262661833884
1209 => 0.077397272474677
1210 => 0.074328135599222
1211 => 0.074966306342554
1212 => 0.077627584429305
1213 => 0.074899248962904
1214 => 0.069598538822754
1215 => 0.068283889419946
1216 => 0.068108490955816
1217 => 0.06454305750924
1218 => 0.068371740579282
1219 => 0.066700417816882
1220 => 0.071980106397784
1221 => 0.06896437659591
1222 => 0.068834374511614
1223 => 0.068637857294042
1224 => 0.065568941440373
1225 => 0.06624083897255
1226 => 0.068474328702387
1227 => 0.069271263000056
1228 => 0.069188136223719
1229 => 0.068463383384235
1230 => 0.068795171522815
1231 => 0.067726366325796
]
'min_raw' => 0.037396304845355
'max_raw' => 0.11629003367661
'avg_raw' => 0.076843169260983
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.037396'
'max' => '$0.11629'
'avg' => '$0.076843'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.021303443890312
'max_diff' => 0.072631652651013
'year' => 2033
]
8 => [
'items' => [
101 => 0.067348948965473
102 => 0.066157715959467
103 => 0.064406932527156
104 => 0.064650389701597
105 => 0.061181629604784
106 => 0.059291665003008
107 => 0.058768547710569
108 => 0.058069013404544
109 => 0.058847561971825
110 => 0.061171803043257
111 => 0.058368275195859
112 => 0.05356182334611
113 => 0.053850699292075
114 => 0.054499717774621
115 => 0.053290276126084
116 => 0.052145641106486
117 => 0.053140808388852
118 => 0.051104251377778
119 => 0.054745825959644
120 => 0.054647331572599
121 => 0.056004685383257
122 => 0.056853466576766
123 => 0.054897300721903
124 => 0.05440533029944
125 => 0.054685579010884
126 => 0.050053692072433
127 => 0.055626161402052
128 => 0.055674352348216
129 => 0.055261712209585
130 => 0.058228880096918
131 => 0.064490529822063
201 => 0.062134645321187
202 => 0.061222375635462
203 => 0.059488150296033
204 => 0.06179890259271
205 => 0.061621472869677
206 => 0.060819068373895
207 => 0.060333771631191
208 => 0.061227945759633
209 => 0.06022297356129
210 => 0.060042452939679
211 => 0.058948694381087
212 => 0.058558272338513
213 => 0.05826921940134
214 => 0.057951000519269
215 => 0.058652912077914
216 => 0.057062288141868
217 => 0.055144151605784
218 => 0.054984679307333
219 => 0.055424996344303
220 => 0.055230188833192
221 => 0.054983746643918
222 => 0.054513221390057
223 => 0.054373626598418
224 => 0.05482724194948
225 => 0.054315136665549
226 => 0.055070775907808
227 => 0.054865283845339
228 => 0.053717421888763
301 => 0.052286760897943
302 => 0.052274025014212
303 => 0.051965791450494
304 => 0.051573209663872
305 => 0.051464002391889
306 => 0.053056998176078
307 => 0.056354451774999
308 => 0.055707082732154
309 => 0.056174873210657
310 => 0.058475939375642
311 => 0.059207379114017
312 => 0.058688220512818
313 => 0.057977564199189
314 => 0.058008829470347
315 => 0.060437357224313
316 => 0.060588821521435
317 => 0.060971522936029
318 => 0.061463402405188
319 => 0.058771989713363
320 => 0.057882064174597
321 => 0.057460368083141
322 => 0.05616170733838
323 => 0.057562201612847
324 => 0.056746193574259
325 => 0.056856300937469
326 => 0.056784593372732
327 => 0.056823750551922
328 => 0.054744808065332
329 => 0.055502265441446
330 => 0.054242845642383
331 => 0.052556623907946
401 => 0.052550971101427
402 => 0.052963671482061
403 => 0.052718181146692
404 => 0.052057572966348
405 => 0.052151409240383
406 => 0.051329304740666
407 => 0.052251227611331
408 => 0.052277665060463
409 => 0.051922674537779
410 => 0.053343023920878
411 => 0.053924942222029
412 => 0.053691279855364
413 => 0.053908547847487
414 => 0.05573398383858
415 => 0.056031609554484
416 => 0.056163795237437
417 => 0.055986683933527
418 => 0.053941913466404
419 => 0.054032607731657
420 => 0.053367153389826
421 => 0.052804914594829
422 => 0.052827401198075
423 => 0.053116465024631
424 => 0.054378823708567
425 => 0.057035383138801
426 => 0.057136197627259
427 => 0.057258387728236
428 => 0.056761379179739
429 => 0.056611476645781
430 => 0.056809236781198
501 => 0.057806900827935
502 => 0.060373163619289
503 => 0.059466074953896
504 => 0.058728597749255
505 => 0.059375564080152
506 => 0.0592759686846
507 => 0.058435283316878
508 => 0.058411688078596
509 => 0.056798144074568
510 => 0.056201653594899
511 => 0.055703181503548
512 => 0.055158862992737
513 => 0.054836172733806
514 => 0.055331971631623
515 => 0.055445366705674
516 => 0.054361293750515
517 => 0.054213538612514
518 => 0.055098815989037
519 => 0.054709238422097
520 => 0.055109928610754
521 => 0.055202892171579
522 => 0.055187922897154
523 => 0.054781159174569
524 => 0.055040418241476
525 => 0.054427193259394
526 => 0.053760403194794
527 => 0.053335032676068
528 => 0.052963840481268
529 => 0.05316979948476
530 => 0.05243559324394
531 => 0.052200705890849
601 => 0.054952587103122
602 => 0.056985431342336
603 => 0.056955872982003
604 => 0.05677594406527
605 => 0.056508606192252
606 => 0.057787343397379
607 => 0.05734185692427
608 => 0.057665985555097
609 => 0.057748489895279
610 => 0.05799820568429
611 => 0.058087457615064
612 => 0.057817676290813
613 => 0.056912257215612
614 => 0.054656038964875
615 => 0.053605763278611
616 => 0.053259154808419
617 => 0.053271753368008
618 => 0.052924228852116
619 => 0.053026590397003
620 => 0.052888631684151
621 => 0.052627371257808
622 => 0.053153667389646
623 => 0.053214318116053
624 => 0.053091474310111
625 => 0.053120408473421
626 => 0.052103314227502
627 => 0.052180641694006
628 => 0.051750072534209
629 => 0.051669346007336
630 => 0.050580904665313
701 => 0.048652573055826
702 => 0.04972105595516
703 => 0.048430478864195
704 => 0.047941717764413
705 => 0.050255436792837
706 => 0.05002320357496
707 => 0.049625721255307
708 => 0.049037762061966
709 => 0.048819682277857
710 => 0.047494698545278
711 => 0.047416411437844
712 => 0.04807310915328
713 => 0.047770065753195
714 => 0.047344478047965
715 => 0.045803042520756
716 => 0.044069958636409
717 => 0.0441222695451
718 => 0.044673531283539
719 => 0.046276399135824
720 => 0.045650130936041
721 => 0.045195766171499
722 => 0.045110677309254
723 => 0.046175742565838
724 => 0.047683033041975
725 => 0.048390220009654
726 => 0.047689419202271
727 => 0.046884376968545
728 => 0.046933376159105
729 => 0.04725934582188
730 => 0.047293600624474
731 => 0.046769600889997
801 => 0.046917103745907
802 => 0.046693033419836
803 => 0.045317914242346
804 => 0.045293042696975
805 => 0.044955566274027
806 => 0.044945347622062
807 => 0.044371216039188
808 => 0.04429089106196
809 => 0.043150917956867
810 => 0.043901251706796
811 => 0.043397967221634
812 => 0.042639398789686
813 => 0.042508621306097
814 => 0.042504689977022
815 => 0.043283570143834
816 => 0.04389215003856
817 => 0.043406722070728
818 => 0.043296199532078
819 => 0.044476291094316
820 => 0.044326113686248
821 => 0.044196061019401
822 => 0.047548071711943
823 => 0.04489469368814
824 => 0.043737669420239
825 => 0.042305632175763
826 => 0.042771910723523
827 => 0.042870162464593
828 => 0.039426371035742
829 => 0.038029225281954
830 => 0.037549777509581
831 => 0.037273848538183
901 => 0.037399592835347
902 => 0.036141997788086
903 => 0.036987122458548
904 => 0.035898151449483
905 => 0.035715581915995
906 => 0.037662796977825
907 => 0.037933740578213
908 => 0.036777811003378
909 => 0.037520104918421
910 => 0.037250938826169
911 => 0.035916818731897
912 => 0.035865865157419
913 => 0.035196450590701
914 => 0.034148946417991
915 => 0.033670208902773
916 => 0.033420878248258
917 => 0.033523756935669
918 => 0.033471738323174
919 => 0.033132281689902
920 => 0.03349119558004
921 => 0.032574318904197
922 => 0.032209211224099
923 => 0.032044300555432
924 => 0.031230519732169
925 => 0.032525606911955
926 => 0.032780755401452
927 => 0.033036406612292
928 => 0.035261675862159
929 => 0.035150507698981
930 => 0.036155413753017
1001 => 0.036116364951661
1002 => 0.035829749466651
1003 => 0.034620565881354
1004 => 0.035102524906828
1005 => 0.03361912993948
1006 => 0.03473059031007
1007 => 0.034223366212628
1008 => 0.034559097332503
1009 => 0.033955422507312
1010 => 0.034289521080696
1011 => 0.032841260573696
1012 => 0.031488895289835
1013 => 0.032033126558065
1014 => 0.032624768187025
1015 => 0.033907597986094
1016 => 0.033143555140884
1017 => 0.03341833383968
1018 => 0.032497871196112
1019 => 0.030598693845277
1020 => 0.030609442982833
1021 => 0.030317295923234
1022 => 0.030064838209572
1023 => 0.033231314652637
1024 => 0.032837513252357
1025 => 0.032210042260464
1026 => 0.033049937117819
1027 => 0.033272018649028
1028 => 0.033278340998011
1029 => 0.033891106605114
1030 => 0.034218139719469
1031 => 0.034275780723316
1101 => 0.035239980645769
1102 => 0.035563167741671
1103 => 0.03689432965054
1104 => 0.034190393244569
1105 => 0.034134707453663
1106 => 0.033061756160872
1107 => 0.032381273488295
1108 => 0.033108349391641
1109 => 0.033752439386248
1110 => 0.033081769832398
1111 => 0.033169345117524
1112 => 0.032269026037196
1113 => 0.032590847744463
1114 => 0.032868043952827
1115 => 0.032714992499408
1116 => 0.032485867065867
1117 => 0.033699631351796
1118 => 0.033631146014003
1119 => 0.03476143122138
1120 => 0.035642569368002
1121 => 0.037221726449032
1122 => 0.035573793711657
1123 => 0.035513736492767
1124 => 0.036100805440891
1125 => 0.035563077864474
1126 => 0.035902903131045
1127 => 0.037166975344909
1128 => 0.037193683198889
1129 => 0.036746292233597
1130 => 0.0367190684527
1201 => 0.036804994781505
1202 => 0.037308267973177
1203 => 0.037132408855984
1204 => 0.037335917478608
1205 => 0.037590408127434
1206 => 0.038643089352779
1207 => 0.038896887232374
1208 => 0.038280289964071
1209 => 0.038335961793652
1210 => 0.038105337489334
1211 => 0.037882557301076
1212 => 0.038383334629846
1213 => 0.039298515040975
1214 => 0.039292821751136
1215 => 0.039505125817953
1216 => 0.039637389492758
1217 => 0.039069616977567
1218 => 0.038700017947751
1219 => 0.03884174573398
1220 => 0.039068371550589
1221 => 0.03876825403604
1222 => 0.036915789708288
1223 => 0.037477709049448
1224 => 0.037384178194627
1225 => 0.037250978883622
1226 => 0.037815993126352
1227 => 0.03776149612428
1228 => 0.036129099333178
1229 => 0.036233600079446
1230 => 0.036135454369676
1231 => 0.036452583236666
]
'min_raw' => 0.030064838209572
'max_raw' => 0.067348948965473
'avg_raw' => 0.048706893587522
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.030064'
'max' => '$0.067348'
'avg' => '$0.0487068'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0073314666357826
'max_diff' => -0.048941084711139
'year' => 2034
]
9 => [
'items' => [
101 => 0.035545951864928
102 => 0.035824825568619
103 => 0.035999732541296
104 => 0.036102754091901
105 => 0.036474938575225
106 => 0.036431267021844
107 => 0.036472223890149
108 => 0.037024075225858
109 => 0.039815149909366
110 => 0.03996706194623
111 => 0.039218991517494
112 => 0.039517830898737
113 => 0.038944124635738
114 => 0.039329257493587
115 => 0.039592755613613
116 => 0.038402058276989
117 => 0.038331552908276
118 => 0.037755478755451
119 => 0.038065028374672
120 => 0.037572512673087
121 => 0.037693358798788
122 => 0.037355462496152
123 => 0.037963608566414
124 => 0.038643610369312
125 => 0.038815405678809
126 => 0.038363486182053
127 => 0.038036266683456
128 => 0.037461777036723
129 => 0.038417166122577
130 => 0.038696551006235
131 => 0.038415698632721
201 => 0.038350619001032
202 => 0.038227293216578
203 => 0.038376783149202
204 => 0.038695029416158
205 => 0.038544950353747
206 => 0.038644080218522
207 => 0.038266299396273
208 => 0.039069804933894
209 => 0.040345965101774
210 => 0.040350068165387
211 => 0.040199988293995
212 => 0.040138578844137
213 => 0.040292569899794
214 => 0.040376103730444
215 => 0.040874082567308
216 => 0.041408433699615
217 => 0.043902017278427
218 => 0.043201828987733
219 => 0.045414284682806
220 => 0.047164049886193
221 => 0.047688727962729
222 => 0.047206048820327
223 => 0.045554829547983
224 => 0.045473812852924
225 => 0.047941431572601
226 => 0.047244216260195
227 => 0.047161284717305
228 => 0.046279033216009
301 => 0.046800553122249
302 => 0.046686489068519
303 => 0.046506433379501
304 => 0.047501457031216
305 => 0.049364052480852
306 => 0.049073749512717
307 => 0.048857051813771
308 => 0.047907545576742
309 => 0.048479360411329
310 => 0.048275748101125
311 => 0.049150595801329
312 => 0.048632355403977
313 => 0.047238934168473
314 => 0.047460841093004
315 => 0.047427300307776
316 => 0.048117567291043
317 => 0.047910366276146
318 => 0.04738684098416
319 => 0.049357686332095
320 => 0.049229710597618
321 => 0.049411150929781
322 => 0.049491026575228
323 => 0.050690645408326
324 => 0.051182090860725
325 => 0.051293657582383
326 => 0.051760492752407
327 => 0.051282042298076
328 => 0.053196185244793
329 => 0.054468978611023
330 => 0.055947393603246
331 => 0.058107755267372
401 => 0.058920071237546
402 => 0.058773333628293
403 => 0.060411295186166
404 => 0.063354675695825
405 => 0.059368274983764
406 => 0.063565964613301
407 => 0.062237024541247
408 => 0.059086131537018
409 => 0.058883251174134
410 => 0.061017072499218
411 => 0.065749682825563
412 => 0.064564217615635
413 => 0.065751621821965
414 => 0.064366451742594
415 => 0.064297666373023
416 => 0.065684347202968
417 => 0.068924402546171
418 => 0.067385173704273
419 => 0.065178311725017
420 => 0.066807824267924
421 => 0.065396189698992
422 => 0.062215381923548
423 => 0.064563311112731
424 => 0.062993317729098
425 => 0.063451525263881
426 => 0.066751417837387
427 => 0.06635436603251
428 => 0.066868187834028
429 => 0.065961305803406
430 => 0.065114134984636
501 => 0.06353282773967
502 => 0.06306468062194
503 => 0.063194059643112
504 => 0.063064616508123
505 => 0.062179889637528
506 => 0.061988832954058
507 => 0.061670396777891
508 => 0.06176909346419
509 => 0.061170340291206
510 => 0.062300311237345
511 => 0.062510043802219
512 => 0.063332342425062
513 => 0.063417716195957
514 => 0.065707806155887
515 => 0.064446463089356
516 => 0.065292680917506
517 => 0.065216987230045
518 => 0.059154420942762
519 => 0.059989789086675
520 => 0.061289359765638
521 => 0.060703904936291
522 => 0.059876208782927
523 => 0.059207799760826
524 => 0.058195091744011
525 => 0.059620458830343
526 => 0.06149466497798
527 => 0.063465249156772
528 => 0.0658327769298
529 => 0.065304372291921
530 => 0.063420989871873
531 => 0.063505477031425
601 => 0.064027743407301
602 => 0.063351360997637
603 => 0.063151882620474
604 => 0.064000338141478
605 => 0.064006180988348
606 => 0.063227921282485
607 => 0.062363028039441
608 => 0.062359404105172
609 => 0.06220550470645
610 => 0.064393830103737
611 => 0.065597187807592
612 => 0.065735150829031
613 => 0.065587901797017
614 => 0.065644572105334
615 => 0.064944364771639
616 => 0.066544831096432
617 => 0.068013577265777
618 => 0.067619921917207
619 => 0.067029776588296
620 => 0.066559697408568
621 => 0.067509186201795
622 => 0.067466906960466
623 => 0.068000749049294
624 => 0.067976530888523
625 => 0.067797019872867
626 => 0.067619928328111
627 => 0.068322076285548
628 => 0.068119868949958
629 => 0.067917347530523
630 => 0.06751115981937
701 => 0.067566367475379
702 => 0.06697632404338
703 => 0.066703342953186
704 => 0.062598362329896
705 => 0.061501377373241
706 => 0.061846511171792
707 => 0.061960138179671
708 => 0.06148272892071
709 => 0.062167211161683
710 => 0.062060535329474
711 => 0.062475548589327
712 => 0.062216266322352
713 => 0.06222690735703
714 => 0.062989401219395
715 => 0.063210756431521
716 => 0.063098173384078
717 => 0.063177022691386
718 => 0.064994071698082
719 => 0.064735745435286
720 => 0.064598514756809
721 => 0.064636528592598
722 => 0.065100823571779
723 => 0.065230800816384
724 => 0.064680078097655
725 => 0.064939802115498
726 => 0.066045674019586
727 => 0.066432666599088
728 => 0.067667761145882
729 => 0.067143071030349
730 => 0.068106162445466
731 => 0.071066377113477
801 => 0.073431201421559
802 => 0.071256411257349
803 => 0.075599109940581
804 => 0.078980523788605
805 => 0.078850739493079
806 => 0.078261111775164
807 => 0.074411462008727
808 => 0.070868956898608
809 => 0.073832412845935
810 => 0.073839967304585
811 => 0.073585403810551
812 => 0.072004331812093
813 => 0.073530385932177
814 => 0.073651518566414
815 => 0.073583716503008
816 => 0.072371512308811
817 => 0.070520700557054
818 => 0.07088234474313
819 => 0.071474725297264
820 => 0.070353225324759
821 => 0.069994838129464
822 => 0.070661148111471
823 => 0.072808137704695
824 => 0.07240226175876
825 => 0.072391662697538
826 => 0.074128172112436
827 => 0.072885206133556
828 => 0.070886906234461
829 => 0.070382309155602
830 => 0.068591329462975
831 => 0.069828365515923
901 => 0.069872884241216
902 => 0.069195372237218
903 => 0.070941882599604
904 => 0.070925788199147
905 => 0.072583839854471
906 => 0.075753411883686
907 => 0.07481601346948
908 => 0.073725921102416
909 => 0.073844444367698
910 => 0.075144352047503
911 => 0.074358398190287
912 => 0.074641032677207
913 => 0.075143924246356
914 => 0.075447331216119
915 => 0.073800788773917
916 => 0.073416900967411
917 => 0.07263160124161
918 => 0.072426731201462
919 => 0.07306634144231
920 => 0.07289782674161
921 => 0.06986914261474
922 => 0.069552628272043
923 => 0.069562335315055
924 => 0.068766444950906
925 => 0.067552521110005
926 => 0.070742640484267
927 => 0.070486429252822
928 => 0.070203591882481
929 => 0.0702382378465
930 => 0.07162296054369
1001 => 0.070819751449147
1002 => 0.07295521447037
1003 => 0.072516227471101
1004 => 0.07206598211175
1005 => 0.072003744488279
1006 => 0.071830438438058
1007 => 0.071236107507508
1008 => 0.070518417195118
1009 => 0.070044535885608
1010 => 0.064612381814315
1011 => 0.06562055801256
1012 => 0.06678037283049
1013 => 0.067180736257973
1014 => 0.066495886910957
1015 => 0.071263149533934
1016 => 0.072134174353638
1017 => 0.069495783359213
1018 => 0.06900224812895
1019 => 0.071295505621466
1020 => 0.069912391014152
1021 => 0.070535207437136
1022 => 0.069189018993014
1023 => 0.071924369981155
1024 => 0.071903531189592
1025 => 0.070839417874501
1026 => 0.071738799161682
1027 => 0.071582509530348
1028 => 0.070381128218406
1029 => 0.071962455911609
1030 => 0.071963240230416
1031 => 0.070939054300459
1101 => 0.069743029357399
1102 => 0.069529208346429
1103 => 0.069368122937473
1104 => 0.070495590301248
1105 => 0.07150647401411
1106 => 0.073387477984421
1107 => 0.073860407074109
1108 => 0.075706280795834
1109 => 0.074607152868507
1110 => 0.075094382042601
1111 => 0.075623338233855
1112 => 0.075876939283663
1113 => 0.075463709981985
1114 => 0.078331111663759
1115 => 0.078573208220618
1116 => 0.078654381102006
1117 => 0.077687509388165
1118 => 0.078546317769198
1119 => 0.078144509768457
1120 => 0.079189902560908
1121 => 0.079353833499009
1122 => 0.079214989826449
1123 => 0.079267024093677
1124 => 0.076820202602602
1125 => 0.076693322000278
1126 => 0.074963295984555
1127 => 0.075668294373668
1128 => 0.074350333676673
1129 => 0.074768272590189
1130 => 0.074952496081
1201 => 0.074856268183991
1202 => 0.075708153924818
1203 => 0.074983877016356
1204 => 0.073072391172778
1205 => 0.07116038454616
1206 => 0.07113638086045
1207 => 0.070632983265382
1208 => 0.070269119006016
1209 => 0.070339212171148
1210 => 0.070586229627468
1211 => 0.070254761902401
1212 => 0.070325497347384
1213 => 0.071500177041911
1214 => 0.071735750677216
1215 => 0.070935179419888
1216 => 0.067720770299838
1217 => 0.066931946239043
1218 => 0.067498937330882
1219 => 0.067227952107886
1220 => 0.054258204277597
1221 => 0.057305254147334
1222 => 0.055494800582773
1223 => 0.056329140880286
1224 => 0.054481136605546
1225 => 0.055363101107655
1226 => 0.055200234468302
1227 => 0.06009980049008
1228 => 0.060023300505782
1229 => 0.060059916999976
1230 => 0.058312116328326
1231 => 0.061096410256225
]
'min_raw' => 0.035545951864928
'max_raw' => 0.079353833499009
'avg_raw' => 0.057449892681969
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.035545'
'max' => '$0.079353'
'avg' => '$0.057449'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.005481113655356
'max_diff' => 0.012004884533537
'year' => 2035
]
10 => [
'items' => [
101 => 0.062468053565079
102 => 0.062214198893715
103 => 0.062278088645413
104 => 0.061180251034363
105 => 0.060070546467805
106 => 0.058839713321184
107 => 0.061126449172031
108 => 0.0608722031813
109 => 0.061455352009218
110 => 0.062938463667747
111 => 0.063156857493258
112 => 0.063450381009477
113 => 0.063345173723339
114 => 0.065851638108106
115 => 0.065548088732927
116 => 0.066279555389994
117 => 0.064774872979897
118 => 0.063072182007107
119 => 0.063395807895872
120 => 0.063364640120349
121 => 0.062967838565232
122 => 0.062609623863468
123 => 0.062013297311397
124 => 0.063900162761872
125 => 0.063823559470404
126 => 0.065063677717691
127 => 0.064844474771617
128 => 0.063380583849675
129 => 0.063432867000337
130 => 0.063784496314966
131 => 0.06500148938773
201 => 0.065362775790934
202 => 0.065195413534196
203 => 0.065591547581957
204 => 0.065904635781622
205 => 0.065630866639445
206 => 0.069506860364648
207 => 0.067897277536604
208 => 0.068681777007587
209 => 0.068868875508878
210 => 0.06838962663208
211 => 0.068493558552842
212 => 0.068650987093043
213 => 0.069606862361473
214 => 0.072115355650573
215 => 0.073226350252423
216 => 0.0765688323276
217 => 0.073134097616531
218 => 0.072930294673122
219 => 0.073532376628149
220 => 0.075494767443938
221 => 0.077085100882138
222 => 0.077612706232126
223 => 0.077682437988942
224 => 0.07867226070006
225 => 0.079239608618973
226 => 0.078552070188009
227 => 0.077969453356042
228 => 0.075882592180997
229 => 0.076124152044343
301 => 0.077788259959404
302 => 0.080138910404895
303 => 0.082156013030622
304 => 0.081449693994216
305 => 0.086838409658459
306 => 0.087372678805639
307 => 0.087298860084488
308 => 0.088516004711674
309 => 0.086100220493903
310 => 0.085067425937191
311 => 0.078095421728095
312 => 0.080054270526495
313 => 0.082901572294126
314 => 0.082524721228346
315 => 0.080456934576098
316 => 0.082154444429023
317 => 0.081593194585605
318 => 0.081150513547824
319 => 0.08317852119984
320 => 0.080948643480485
321 => 0.082879327558108
322 => 0.080403205258188
323 => 0.081452920400078
324 => 0.080857051316533
325 => 0.081242651640555
326 => 0.07898844002543
327 => 0.080204757895058
328 => 0.078937837203172
329 => 0.078937236517806
330 => 0.078909269173313
331 => 0.080399795748931
401 => 0.08044840176705
402 => 0.079346900375608
403 => 0.079188156816416
404 => 0.079775114955618
405 => 0.079087940699192
406 => 0.07940946520875
407 => 0.079097679349045
408 => 0.07902748978481
409 => 0.078468207395218
410 => 0.078227253163992
411 => 0.078321737526681
412 => 0.077999213686795
413 => 0.077804881407066
414 => 0.078870611591603
415 => 0.078301234945438
416 => 0.078783346454567
417 => 0.078233919542591
418 => 0.076329366491771
419 => 0.075234037891961
420 => 0.071636513731123
421 => 0.072656767120422
422 => 0.073333196173056
423 => 0.073109636375195
424 => 0.073589929327156
425 => 0.073619415413629
426 => 0.073463267278939
427 => 0.073282467742784
428 => 0.073194464527425
429 => 0.073850368395029
430 => 0.074231142666883
501 => 0.073401084877941
502 => 0.073206613951734
503 => 0.074045848205101
504 => 0.074557780614846
505 => 0.078337601898424
506 => 0.078057580529075
507 => 0.078760379214723
508 => 0.078681254868044
509 => 0.079417899855214
510 => 0.080622003079838
511 => 0.078173724551621
512 => 0.078598661049018
513 => 0.078494476433073
514 => 0.079631936751286
515 => 0.079635487778241
516 => 0.078953523497116
517 => 0.079323227397521
518 => 0.079116868822611
519 => 0.079489786658507
520 => 0.078053840672966
521 => 0.079802667882565
522 => 0.080794140218471
523 => 0.080807906812817
524 => 0.081277856831226
525 => 0.081755353267598
526 => 0.082671866096041
527 => 0.081729792222251
528 => 0.080035093032347
529 => 0.080157444840013
530 => 0.079163843325039
531 => 0.079180545946014
601 => 0.079091386046239
602 => 0.079358961617108
603 => 0.078112558463692
604 => 0.078405086792524
605 => 0.077995545419116
606 => 0.078597770786054
607 => 0.077949875842648
608 => 0.078494426192097
609 => 0.078729436070789
610 => 0.079596627582563
611 => 0.077821790951267
612 => 0.074202778914178
613 => 0.074963539120654
614 => 0.073838315018851
615 => 0.073942458793503
616 => 0.074152845792659
617 => 0.073470912694052
618 => 0.073601004039085
619 => 0.073596356260801
620 => 0.073556304218489
621 => 0.073378907082035
622 => 0.073121646137224
623 => 0.07414649456061
624 => 0.074320636278226
625 => 0.07470773174489
626 => 0.075859465284321
627 => 0.075744379943985
628 => 0.075932088908918
629 => 0.075522321292409
630 => 0.073961466737991
701 => 0.074046228649794
702 => 0.072989246251397
703 => 0.074680702328543
704 => 0.074280143203345
705 => 0.074021900129539
706 => 0.073951436114246
707 => 0.07510602457835
708 => 0.075451495542767
709 => 0.075236221221437
710 => 0.074794687307832
711 => 0.075642562949736
712 => 0.075869418702508
713 => 0.075920203339435
714 => 0.07742247641286
715 => 0.076004163716068
716 => 0.076345565679002
717 => 0.079009086336322
718 => 0.076593640640858
719 => 0.077873156096612
720 => 0.07781053047333
721 => 0.078465087284052
722 => 0.077756837709769
723 => 0.077765617312072
724 => 0.078346819416474
725 => 0.077530625881194
726 => 0.077328524883703
727 => 0.077049323803144
728 => 0.077658949148177
729 => 0.078024391971541
730 => 0.080969592739682
731 => 0.082872326753373
801 => 0.082789724051735
802 => 0.08354455811893
803 => 0.083204498458171
804 => 0.082106356110373
805 => 0.083980751193872
806 => 0.083387614161431
807 => 0.083436511657724
808 => 0.08343469169047
809 => 0.083829075964103
810 => 0.083549618561446
811 => 0.082998779335095
812 => 0.083364452120137
813 => 0.0844503695613
814 => 0.087821090618684
815 => 0.08970739077851
816 => 0.087707532980554
817 => 0.089087008110421
818 => 0.088259814589747
819 => 0.088109488920165
820 => 0.088975901244134
821 => 0.08984383010818
822 => 0.0897885467917
823 => 0.089158475005042
824 => 0.088802563440239
825 => 0.091497645048051
826 => 0.09348333526717
827 => 0.093347924506462
828 => 0.093945583566287
829 => 0.095700329050834
830 => 0.095860760986754
831 => 0.095840550250314
901 => 0.095442902957794
902 => 0.097170677769825
903 => 0.098612017915327
904 => 0.09535085909871
905 => 0.096592665684374
906 => 0.097150152669189
907 => 0.097968708961831
908 => 0.099349750633481
909 => 0.10084992819211
910 => 0.10106206974751
911 => 0.10091154516204
912 => 0.099922137735191
913 => 0.10156364992068
914 => 0.10252520926074
915 => 0.10309779584285
916 => 0.10454978014577
917 => 0.097153595519015
918 => 0.091918208425974
919 => 0.091100627131489
920 => 0.09276321084362
921 => 0.093201620909652
922 => 0.093024898361754
923 => 0.087131994207966
924 => 0.091069602210684
925 => 0.095306137338125
926 => 0.095468879906202
927 => 0.097589777972771
928 => 0.098280429321795
929 => 0.099988030257847
930 => 0.099881219354367
1001 => 0.10029699300843
1002 => 0.10020141384556
1003 => 0.10336438500179
1004 => 0.10685361189289
1005 => 0.10673279106071
1006 => 0.10623117341246
1007 => 0.10697616115863
1008 => 0.11057741723851
1009 => 0.11024587128763
1010 => 0.1105679399379
1011 => 0.11481402381398
1012 => 0.12033453685127
1013 => 0.117769704295
1014 => 0.12333465293142
1015 => 0.1268374931128
1016 => 0.13289529300605
1017 => 0.13213682662412
1018 => 0.13449508366838
1019 => 0.13077901350376
1020 => 0.12224616526411
1021 => 0.12089580936775
1022 => 0.12359925606871
1023 => 0.13024541598456
1024 => 0.12338994484129
1025 => 0.12477679772499
1026 => 0.12437738400118
1027 => 0.12435610094124
1028 => 0.12516838877478
1029 => 0.12399012290615
1030 => 0.11918965579133
1031 => 0.12138968158072
1101 => 0.12054014596952
1102 => 0.12148276906722
1103 => 0.12656971715818
1104 => 0.12432065614947
1105 => 0.12195145307568
1106 => 0.12492295949846
1107 => 0.12870670829506
1108 => 0.12846992809542
1109 => 0.12801047554167
1110 => 0.130600385531
1111 => 0.13487815806094
1112 => 0.1360344227863
1113 => 0.13688795376777
1114 => 0.13700564126959
1115 => 0.13821789568072
1116 => 0.13169929818464
1117 => 0.14204447982037
1118 => 0.14383080690898
1119 => 0.143495051452
1120 => 0.14548047883086
1121 => 0.14489631573056
1122 => 0.14404995505062
1123 => 0.14719727975863
1124 => 0.14358912595691
1125 => 0.13846780588929
1126 => 0.13565814841197
1127 => 0.13935813202671
1128 => 0.1416175829086
1129 => 0.14311093621346
1130 => 0.1435628240212
1201 => 0.13220531835219
1202 => 0.12608425271274
1203 => 0.13000778560947
1204 => 0.13479476653125
1205 => 0.13167270626392
1206 => 0.13179508511556
1207 => 0.12734384763734
1208 => 0.13518860227865
1209 => 0.13404568751218
1210 => 0.1399751313424
1211 => 0.13856002198556
1212 => 0.14339525324941
1213 => 0.14212197481139
1214 => 0.14740728241957
1215 => 0.14951573471846
1216 => 0.1530561542827
1217 => 0.15566050132625
1218 => 0.15718982372345
1219 => 0.15709800894306
1220 => 0.16315794618614
1221 => 0.15958461291198
1222 => 0.15509566414964
1223 => 0.15501447322898
1224 => 0.15733936340189
1225 => 0.16221169540184
1226 => 0.16347502019988
1227 => 0.16418104641605
1228 => 0.16309974268904
1229 => 0.15922114552304
1230 => 0.1575463869317
1231 => 0.15897332977395
]
'min_raw' => 0.058839713321184
'max_raw' => 0.16418104641605
'avg_raw' => 0.11151037986862
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.058839'
'max' => '$0.164181'
'avg' => '$0.11151'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.023293761456256
'max_diff' => 0.084827212917041
'year' => 2036
]
11 => [
'items' => [
101 => 0.15722830129647
102 => 0.16024071001711
103 => 0.16437739060634
104 => 0.16352318242287
105 => 0.16637867231016
106 => 0.1693338039372
107 => 0.17355977488714
108 => 0.1746646001807
109 => 0.17649083437822
110 => 0.17837062925415
111 => 0.17897436870641
112 => 0.18012709465011
113 => 0.18012101921539
114 => 0.18359483643416
115 => 0.18742656440162
116 => 0.18887295300463
117 => 0.19219884384292
118 => 0.18650337233546
119 => 0.19082345289873
120 => 0.19472027370543
121 => 0.19007432329262
122 => 0.19647768356906
123 => 0.19672631153827
124 => 0.20048029868859
125 => 0.19667491353483
126 => 0.19441528797774
127 => 0.20093874229398
128 => 0.20409523635073
129 => 0.20314447465244
130 => 0.19590913118354
131 => 0.19169785094616
201 => 0.18067611826964
202 => 0.19373183672839
203 => 0.20009089634912
204 => 0.19589266275536
205 => 0.19801000758339
206 => 0.20956155441376
207 => 0.21395963553949
208 => 0.21304486541025
209 => 0.21319944650369
210 => 0.21557257124832
211 => 0.22609631326967
212 => 0.21979024311205
213 => 0.22461099746361
214 => 0.22716790818915
215 => 0.22954290936922
216 => 0.2237106570978
217 => 0.21612298258549
218 => 0.21371964755853
219 => 0.1954752311626
220 => 0.1945255300577
221 => 0.19399243404864
222 => 0.19063133911941
223 => 0.18799043918642
224 => 0.18589029750938
225 => 0.18037889859343
226 => 0.18223883393875
227 => 0.17345481438508
228 => 0.17907451880898
301 => 0.16505501150375
302 => 0.17673087377946
303 => 0.17037623277911
304 => 0.17464320330332
305 => 0.17462831624513
306 => 0.16677147066582
307 => 0.16223980610386
308 => 0.16512755913776
309 => 0.16822345962023
310 => 0.16872575905765
311 => 0.17273967484444
312 => 0.17385987246171
313 => 0.17046562138438
314 => 0.16476448837619
315 => 0.16608873154499
316 => 0.16221297035831
317 => 0.15542084795765
318 => 0.16029906884488
319 => 0.16196470793601
320 => 0.16270034904802
321 => 0.15602107674751
322 => 0.15392230437663
323 => 0.15280493557678
324 => 0.1639022781969
325 => 0.16451021567646
326 => 0.16139992157731
327 => 0.17545874583566
328 => 0.17227680091846
329 => 0.17583181298641
330 => 0.16596857035748
331 => 0.16634535950852
401 => 0.16167594238251
402 => 0.16429050396251
403 => 0.16244261610902
404 => 0.16407927322445
405 => 0.16506027875125
406 => 0.16972892967185
407 => 0.17678418227361
408 => 0.1690315889101
409 => 0.16565367296244
410 => 0.16774931301825
411 => 0.17333027864709
412 => 0.18178572725915
413 => 0.17677993149905
414 => 0.17900141865346
415 => 0.17948671476961
416 => 0.17579562630074
417 => 0.18192182295591
418 => 0.18520490151255
419 => 0.18857266077428
420 => 0.19149679177876
421 => 0.18722750366653
422 => 0.19179625392503
423 => 0.18811464770967
424 => 0.18481186633703
425 => 0.18481687529304
426 => 0.18274499229205
427 => 0.17873045790357
428 => 0.17799011616833
429 => 0.18184146736992
430 => 0.18492988630928
501 => 0.18518426328565
502 => 0.18689417069918
503 => 0.18790607629306
504 => 0.19782412673199
505 => 0.20181324866495
506 => 0.20669107145436
507 => 0.20859125832986
508 => 0.21431013957043
509 => 0.20969167850385
510 => 0.20869244540061
511 => 0.19482031014279
512 => 0.19709187151413
513 => 0.20072886044271
514 => 0.19488028275064
515 => 0.19858985913924
516 => 0.19932220809792
517 => 0.19468155031865
518 => 0.19716032614954
519 => 0.1905774324485
520 => 0.17692767136732
521 => 0.18193701904199
522 => 0.18562558505874
523 => 0.18036154655593
524 => 0.18979713182579
525 => 0.18428505770115
526 => 0.18253799482986
527 => 0.17572207969607
528 => 0.17893892927059
529 => 0.18328976438097
530 => 0.18060145412162
531 => 0.18618010156158
601 => 0.19408095410749
602 => 0.19971157213561
603 => 0.20014382107215
604 => 0.19652371090217
605 => 0.20232496055279
606 => 0.20236721632312
607 => 0.19582338301843
608 => 0.19181532155553
609 => 0.19090468155812
610 => 0.19317963881313
611 => 0.19594185690098
612 => 0.20029710495196
613 => 0.20292889013485
614 => 0.20979119010081
615 => 0.21164793171404
616 => 0.21368792781809
617 => 0.21641399172461
618 => 0.21968733039283
619 => 0.21252545173805
620 => 0.21281000652841
621 => 0.20614096428804
622 => 0.1990141362168
623 => 0.20442251035121
624 => 0.21149324008609
625 => 0.20987120687245
626 => 0.20968869500078
627 => 0.20999562934435
628 => 0.20877266927192
629 => 0.20324126618931
630 => 0.20046343018964
701 => 0.20404754733076
702 => 0.20595234608056
703 => 0.2089065228256
704 => 0.20854235818667
705 => 0.21615200022646
706 => 0.2191088770195
707 => 0.21835238140395
708 => 0.21849159480329
709 => 0.22384487899823
710 => 0.22979883200988
711 => 0.23537549469858
712 => 0.24104831550876
713 => 0.23420950860812
714 => 0.23073718422295
715 => 0.23431973665064
716 => 0.23241878390443
717 => 0.24334222224338
718 => 0.24409853741372
719 => 0.25502118586374
720 => 0.2653880798876
721 => 0.25887681949341
722 => 0.26501664477152
723 => 0.2716573663971
724 => 0.28446839583108
725 => 0.28015409181516
726 => 0.27684940255274
727 => 0.27372648716788
728 => 0.28022477833491
729 => 0.28858472610854
730 => 0.2903853787884
731 => 0.29330312403204
801 => 0.29023547167327
802 => 0.29393012104858
803 => 0.30697385685463
804 => 0.3034493242996
805 => 0.29844392147456
806 => 0.30874069815974
807 => 0.3124670616144
808 => 0.33862063185089
809 => 0.37164059462456
810 => 0.35797011321549
811 => 0.34948440426121
812 => 0.35147874714917
813 => 0.36353651975784
814 => 0.36740909362517
815 => 0.3568821028975
816 => 0.36060041398797
817 => 0.38108867367276
818 => 0.39207996765157
819 => 0.37715231410061
820 => 0.33596750999285
821 => 0.29799323971547
822 => 0.30806572619671
823 => 0.30692381881538
824 => 0.32893589788423
825 => 0.3033652653638
826 => 0.3037958092359
827 => 0.3262630747887
828 => 0.32026919352566
829 => 0.31055987351784
830 => 0.2980641284965
831 => 0.27496458810805
901 => 0.25450468100765
902 => 0.29463127046673
903 => 0.29290093896378
904 => 0.29039516252676
905 => 0.29597149683403
906 => 0.32304859336001
907 => 0.32242437864507
908 => 0.31845344310582
909 => 0.32146536271412
910 => 0.31003186944809
911 => 0.31297854099855
912 => 0.29798722439704
913 => 0.30476392559361
914 => 0.31053904167778
915 => 0.31169848173373
916 => 0.31431075938227
917 => 0.2919891328886
918 => 0.30201088785574
919 => 0.30789772998748
920 => 0.28130076307113
921 => 0.30737199346731
922 => 0.29160056303248
923 => 0.28624750266397
924 => 0.2934546932381
925 => 0.29064604406214
926 => 0.28823133243006
927 => 0.28688388184935
928 => 0.29217604717839
929 => 0.29192916134029
930 => 0.28327015169694
1001 => 0.27197482660359
1002 => 0.27576590846133
1003 => 0.27438857288083
1004 => 0.26939693105728
1005 => 0.27276069495322
1006 => 0.25794838111745
1007 => 0.23246456504008
1008 => 0.24929995453119
1009 => 0.24865181034916
1010 => 0.24832498666158
1011 => 0.26097631656816
1012 => 0.25976018311348
1013 => 0.25755288898483
1014 => 0.26935639236963
1015 => 0.26504795485465
1016 => 0.27832554408025
1017 => 0.28707102308486
1018 => 0.28485288672269
1019 => 0.29307805199709
1020 => 0.27585324733042
1021 => 0.28157463650147
1022 => 0.28275380688012
1023 => 0.26921073897007
1024 => 0.25995915758685
1025 => 0.25934218258433
1026 => 0.24330121541227
1027 => 0.25187017059742
1028 => 0.2594104965529
1029 => 0.25579926557316
1030 => 0.25465605772743
1031 => 0.26049645867973
1101 => 0.26095030785337
1102 => 0.25060249859749
1103 => 0.25275413581429
1104 => 0.26172682068827
1105 => 0.252528047177
1106 => 0.23465633285572
1107 => 0.23022390060826
1108 => 0.22963253244052
1109 => 0.21761142464478
1110 => 0.23052009692554
1111 => 0.22488511554408
1112 => 0.24268595421067
1113 => 0.23251821063213
1114 => 0.23207989952847
1115 => 0.23141732800903
1116 => 0.22107026394352
1117 => 0.22333561338364
1118 => 0.23086597994506
1119 => 0.23355289956983
1120 => 0.23327263183968
1121 => 0.23082907704073
1122 => 0.23194772391466
1123 => 0.22834417257132
1124 => 0.22707168359055
1125 => 0.22305535834157
1126 => 0.21715246976374
1127 => 0.217973302625
1128 => 0.2062781357775
1129 => 0.1999059881695
1130 => 0.19814226169516
1201 => 0.19578373294247
1202 => 0.19840866379358
1203 => 0.20624500483924
1204 => 0.19679271496568
1205 => 0.1805874269785
1206 => 0.18156139239899
1207 => 0.18374960352592
1208 => 0.17967188656736
1209 => 0.17581266968292
1210 => 0.17916794565577
1211 => 0.17230155150507
1212 => 0.18457937445445
1213 => 0.18424729375187
1214 => 0.18882370689192
1215 => 0.19168543194584
1216 => 0.18509008219103
1217 => 0.18343136956342
1218 => 0.1843762476604
1219 => 0.16875951745939
1220 => 0.18754748686158
1221 => 0.18770996600116
1222 => 0.18631872096415
1223 => 0.19632273465734
1224 => 0.21743432388009
1225 => 0.20949129480279
1226 => 0.20641551386473
1227 => 0.2005684520531
1228 => 0.20835931475292
1229 => 0.20776109805396
1230 => 0.20505573527434
1231 => 0.20341952342398
]
'min_raw' => 0.15280493557678
'max_raw' => 0.39207996765157
'avg_raw' => 0.27244245161417
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.1528049'
'max' => '$0.392079'
'avg' => '$0.272442'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.093965222255591
'max_diff' => 0.22789892123552
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0047963723214661
]
1 => [
'year' => 2028
'avg' => 0.0082319673004697
]
2 => [
'year' => 2029
'avg' => 0.02248825099713
]
3 => [
'year' => 2030
'avg' => 0.017349652153778
]
4 => [
'year' => 2031
'avg' => 0.017039508533731
]
5 => [
'year' => 2032
'avg' => 0.029875620990321
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0047963723214661
'min' => '$0.004796'
'max_raw' => 0.029875620990321
'max' => '$0.029875'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.029875620990321
]
1 => [
'year' => 2033
'avg' => 0.076843169260983
]
2 => [
'year' => 2034
'avg' => 0.048706893587522
]
3 => [
'year' => 2035
'avg' => 0.057449892681969
]
4 => [
'year' => 2036
'avg' => 0.11151037986862
]
5 => [
'year' => 2037
'avg' => 0.27244245161417
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.029875620990321
'min' => '$0.029875'
'max_raw' => 0.27244245161417
'max' => '$0.272442'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.27244245161417
]
]
]
]
'prediction_2025_max_price' => '$0.00820092'
'last_price' => 0.00795183
'sma_50day_nextmonth' => '$0.007379'
'sma_200day_nextmonth' => '$0.009085'
'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' => '$0.007755'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.007666'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.007526'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.007458'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.007662'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.009857'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.00905'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.007794'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0077097'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0076029'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.007585'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.008062'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.008686'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.008745'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.009500046'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.007756'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.008528'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.014849'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.007748'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.007797'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00824'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.008577'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.008585'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.024513'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.113919'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '59.61'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 126.09
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.007498'
'vwma_10_action' => 'BUY'
'hma_9' => '0.007798'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 278.15
'cci_20_action' => 'SELL'
'adx_14' => 15.65
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000060'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 84.25
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.001955'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'Boğa'
'overall_action_dir' => 1
'last_updated' => 1767709997
'last_updated_date' => '6 Ocak 2026'
]
Gourmet Galaxy için 2026 fiyat tahmini
Gourmet Galaxy için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.002747 ile üst sınırda $0.00820092 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Gourmet Galaxy 3.13% artabilir ve eğer GUM tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Gourmet Galaxy fiyat tahmini 2027-2032
GUM için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.004796 ve üst sınırda $0.029875 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Gourmet Galaxy üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Gourmet Galaxy Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.002644 | $0.004796 | $0.006947 |
| 2028 | $0.004773 | $0.008231 | $0.01169 |
| 2029 | $0.010485 | $0.022488 | $0.034491 |
| 2030 | $0.008917 | $0.017349 | $0.025782 |
| 2031 | $0.010542 | $0.017039 | $0.023536 |
| 2032 | $0.016092 | $0.029875 | $0.043658 |
Gourmet Galaxy fiyat tahmini 2032-2037
Gourmet Galaxy için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.029875 ve üst sınırda $0.272442 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Gourmet Galaxy üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Gourmet Galaxy Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.016092 | $0.029875 | $0.043658 |
| 2033 | $0.037396 | $0.076843 | $0.11629 |
| 2034 | $0.030064 | $0.0487068 | $0.067348 |
| 2035 | $0.035545 | $0.057449 | $0.079353 |
| 2036 | $0.058839 | $0.11151 | $0.164181 |
| 2037 | $0.1528049 | $0.272442 | $0.392079 |
Gourmet Galaxy Potansiyel fiyat histogramı
Teknik Analize Dayalı Gourmet Galaxy Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 60%
Ayı 40%
6 Ocak 2026 itibariyle, Gourmet Galaxy için genel fiyat tahmini duyarlılığı Boğa, 21 teknik gösterge yükseliş sinyalleri gösterirken 14 düşüş sinyalleri gösteriyor. GUM fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Gourmet Galaxy'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Gourmet Galaxy'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.009085 seviyesine ulaşması bekleniyor. Gourmet Galaxy için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.007379 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 59.61 seviyesinde olup, GUM piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler GUM 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 | $0.007755 | BUY |
| SMA 5 | $0.007666 | BUY |
| SMA 10 | $0.007526 | BUY |
| SMA 21 | $0.007458 | BUY |
| SMA 50 | $0.007662 | BUY |
| SMA 100 | $0.009857 | SELL |
| SMA 200 | $0.00905 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.007794 | BUY |
| EMA 5 | $0.0077097 | BUY |
| EMA 10 | $0.0076029 | BUY |
| EMA 21 | $0.007585 | BUY |
| EMA 50 | $0.008062 | SELL |
| EMA 100 | $0.008686 | SELL |
| EMA 200 | $0.008745 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.009500046 | SELL |
| SMA 50 | $0.007756 | BUY |
| SMA 100 | $0.008528 | SELL |
| SMA 200 | $0.014849 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.008577 | SELL |
| EMA 50 | $0.008585 | SELL |
| EMA 100 | $0.024513 | SELL |
| EMA 200 | $0.113919 | SELL |
Gourmet Galaxy 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) | 59.61 | NEUTRAL |
| Stoch RSI (14) | 126.09 | SELL |
| Hızlı Stokastik (14) | 100 | SELL |
| Emtia Kanal Endeksi (20) | 278.15 | SELL |
| Ortalama Yön Endeksi (14) | 15.65 | NEUTRAL |
| Harika Osilatör (5, 34) | 0.000060 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -0 | SELL |
| Ultimate Osilatör (7, 14, 28) | 84.25 | SELL |
| VWMA (10) | 0.007498 | BUY |
| Hull Hareketli Ortalaması (9) | 0.007798 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.001955 | NEUTRAL |
Dünya genelinde para akışlarına göre Gourmet Galaxy fiyat tahmini
Gourmet Galaxy 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 Gourmet Galaxy fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.011173 | $0.01570084 | $0.022062 | $0.0310012 | $0.043561 | $0.061211 |
| Amazon.com hisseleri | $0.016591 | $0.03462 | $0.072236 | $0.150726 | $0.31450017 | $0.656223 |
| Apple hisseleri | $0.011279 | $0.015998 | $0.022692 | $0.032187 | $0.045655 | $0.064759 |
| Netflix hisseleri | $0.012546 | $0.019796 | $0.031236 | $0.049285 | $0.077765 | $0.1227016 |
| Google hisseleri | $0.010297 | $0.013335 | $0.017269 | $0.022363 | $0.02896 | $0.0375039 |
| Tesla hisseleri | $0.018026 | $0.040864 | $0.092635 | $0.209998 | $0.476049 | $1.07 |
| Kodak hisseleri | $0.005963 | $0.004471 | $0.003353 | $0.002514 | $0.001885 | $0.001414 |
| Nokia hisseleri | $0.005267 | $0.003489 | $0.002311 | $0.001531 | $0.001014 | $0.000672 |
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.
Gourmet Galaxy öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Gourmet Galaxy için şimdi mi yatırım yapmalıyım?", "Bugün mü GUM satın almalıyım?", "Gourmet Galaxy kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Gourmet Galaxy öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Gourmet Galaxy 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 Gourmet Galaxy hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Gourmet Galaxy fiyatı bugün $0.007951 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 Gourmet Galaxy fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Gourmet Galaxy, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.008158 | $0.00837 | $0.008588 | $0.008811 |
| Gourmet Galaxy, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.008365 | $0.008800094 | $0.009257 | $0.009738 |
| Gourmet Galaxy, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.008985 | $0.010153 | $0.011472 | $0.012963 |
| Gourmet Galaxy, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.010018 | $0.012622 | $0.015904 | $0.020038 |
| Gourmet Galaxy, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.012085 | $0.018368 | $0.027917 | $0.042431 |
| Gourmet Galaxy, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.018286 | $0.042052 | $0.096707 | $0.222393 |
| Gourmet Galaxy, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.028621 | $0.103016 | $0.37079 | $1.33 |
Soru Kutusu
GUM iyi bir yatırım mı?
Gourmet Galaxy satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Gourmet Galaxy değeri son 24 saat içinde 1.7134% oranında yükselmiştir, ve Gourmet Galaxy son 30 günlük sürede oranında azalmıştır. Bu nedenle, Gourmet Galaxy'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Gourmet Galaxy yükselebilir mi?
Gourmet Galaxy ortalama değeri yıl sonuna kadar $0.00820092 seviyesine kadar yükselebilir gibi görünmektedir. Gourmet Galaxy'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.025782 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 Gourmet Galaxy fiyatı ne olacak?
Yeni deneysel Gourmet Galaxy tahminimize göre, Gourmet Galaxy fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.0080198 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Gourmet Galaxy fiyatı ne olacak?
Yeni deneysel Gourmet Galaxy tahminimize göre, Gourmet Galaxy fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.0070279 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Gourmet Galaxy fiyatı ne kadar yükselebilir?
Son Gourmet Galaxy değer tahminimize göre, GUM fiyatı $0.002747 ve $0.00820092 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Gourmet Galaxy fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Gourmet Galaxy nerede olacak?
Gourmet Galaxy'ın geleceği $0.025782 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Gourmet Galaxy'ın 2030 tahminine dayanarak, Gourmet Galaxy değeri yaklaşık olarak $0.025782 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.008917 seviyesinde beklenmektedir.
2026 yılında Gourmet Galaxy ne kadar olacak?
Yeni deneysel Gourmet Galaxy fiyat tahmin simülasyonumuza göre, 2026 yılında GUM'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.00820092 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.00820092 ve $0.002747 arasında olacaktır.
2027 yılında Gourmet Galaxy ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında GUM'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.006947 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.006947 ve $0.002644 arasında olacaktır.
2028 yılında Gourmet Galaxy ne kadar olacak?
Yeni deneysel Gourmet Galaxy fiyat tahmin modelimize göre, GUM'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.01169 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.01169 ve $0.004773 arasında olacaktır.
2029 yılında Gourmet Galaxy ne kadar olacak?
Deneysel tahmin modelimize göre, Gourmet Galaxy değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.034491 seviyesine ulaşacaktır. Fiyat aralığı $0.034491 ve $0.010485 arasında olacaktır.
2030 yılında Gourmet Galaxy ne kadar olacak?
Yeni deneysel simülasyona göre, GUM'ın değeri 224.23% oranında artacaktır, $0.025782 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.025782 ve $0.008917 arasında olacaktır.
2031 yılında Gourmet Galaxy ne kadar olacak?
Gourmet Galaxy'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.023536 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.023536 ve $0.010542 arasında olacaktır.
2032 yılında Gourmet Galaxy ne kadar olacak?
Gourmet Galaxy fiyatı 449.04% oranında artacaktır, 2032 yılında $0.043658 seviyesine ulaşabilir. Fiyat $0.043658 ve $0.016092 arasında olacaktır.
2033 yılında Gourmet Galaxy ne kadar olacak?
GUM'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.11629 seviyesine ulaşacaktır. Fiyat aralığı $0.11629 ve $0.037396 arasında olacaktır.
2034 yılında Gourmet Galaxy ne kadar olacak?
Yeni simülasyon sonuçlarına göre, GUM'ın değeri 746.96% oranında artacaktır, ve $0.067348 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.067348 ve $0.030064 arasında olacaktır.
2035 yılında Gourmet Galaxy ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında GUM'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.079353 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.079353 ve $0.035545 arasında olacaktır.
2036 yılında Gourmet Galaxy ne kadar olacak?
GUM'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.164181 seviyesine ulaşacaktır. Fiyat $0.164181 ve $0.058839 arasında olacaktır.
2037 yılında Gourmet Galaxy ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Gourmet Galaxy'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.392079 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.392079 ve $0.1528049 arasında olacaktır.
İlgili Tahminler
Savix Fiyat Tahmini- TaleCraft Fiyat Tahmini
- Zero Exchange Fiyat Tahmini
- Yellow Road Fiyat Tahmini
- LlamaSwap Token Fiyat Tahmini
- Lympo Market Token Fiyat Tahmini
- Lightcoin Fiyat Tahmini
- ALL BEST ICO Fiyat Tahmini
- CryptoTycoon Fiyat Tahmini
- Yellow Token Fiyat Tahmini
- BSCstarter Fiyat Tahmini
- Minerva Wallet Fiyat Tahmini
- KingDeFi Fiyat Tahmini
- DaVinci Token Fiyat Tahmini
- veDAO Fiyat Tahmini
- Sapien Fiyat Tahmini
- NFTmall Fiyat Tahmini
- OptionRoom Fiyat Tahmini
- Lunch Money Fiyat Tahmini
- Flurry Finance Fiyat Tahmini
- BiShares Fiyat Tahmini
- Manga Token Fiyat Tahmini
- Umi Digital Fiyat Tahmini
- Parasol Finance Fiyat Tahmini
- Unique One Fiyat Tahmini
Savix Fiyat Tahmini
TaleCraft Fiyat Tahmini
Zero Exchange Fiyat Tahmini
Yellow Road Fiyat Tahmini
LlamaSwap Token Fiyat Tahmini
Lympo Market Token Fiyat Tahmini
Lightcoin Fiyat Tahmini
ALL BEST ICO Fiyat Tahmini
CryptoTycoon Fiyat Tahmini
Yellow Token Fiyat Tahmini
BSCstarter Fiyat Tahmini
Minerva Wallet Fiyat Tahmini
KingDeFi Fiyat Tahmini
DaVinci Token Fiyat Tahmini
veDAO Fiyat Tahmini
Sapien Fiyat Tahmini
NFTmall Fiyat Tahmini
OptionRoom Fiyat Tahmini
Lunch Money Fiyat Tahmini
Flurry Finance Fiyat Tahmini
BiShares Fiyat Tahmini
Manga Token Fiyat Tahmini
Umi Digital Fiyat Tahmini
Parasol Finance Fiyat Tahmini
Unique One Fiyat TahminiGourmet Galaxy fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Gourmet Galaxy 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.
Gourmet Galaxy Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Gourmet Galaxy fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), GUM'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. GUM'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca GUM'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Gourmet Galaxy grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Gourmet Galaxy'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 GUM'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.
Gourmet Galaxy fiyatını ne etkiler?
Gourmet Galaxy'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 GUM'ın fiyatını etkiler. Gourmet Galaxy'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Gourmet Galaxy'ın büyük sahipleri olan GUM "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Gourmet Galaxy 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