Prisma Governance Token Geleceği Fiyat Tahmini - PRISMA
2026 yılına kadar Prisma Governance Token fiyat tahmini $0.013056 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.004374 | $0.013056 |
| 2027 | $0.00421 | $0.011061 |
| 2028 | $0.007599 | $0.018612 |
| 2029 | $0.016693 | $0.054913 |
| 2030 | $0.014196 | $0.041047 |
| 2031 | $0.016785 | $0.037471 |
| 2032 | $0.025621 | $0.0695078 |
| 2033 | $0.059538 | $0.185143 |
| 2034 | $0.047865 | $0.107225 |
| 2035 | $0.056592 | $0.126337 |
Yatırım Kârı Hesaplayıcı
Bugün Prisma Governance Token’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.97 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
Prisma Governance Token için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Prisma Governance Token'
'name_with_ticker' => 'Prisma Governance Token <small>PRISMA</small>'
'name_lang' => 'Prisma Governance Token'
'name_lang_with_ticker' => 'Prisma Governance Token <small>PRISMA</small>'
'name_with_lang' => 'Prisma Governance Token'
'name_with_lang_with_ticker' => 'Prisma Governance Token <small>PRISMA</small>'
'image' => '/uploads/coins/prisma-governance-token.png?1717209475'
'price_for_sd' => 0.01265
'ticker' => 'PRISMA'
'marketcap' => '$1.23M'
'low24h' => '$0.01251'
'high24h' => '$0.01279'
'volume24h' => '$55.01'
'current_supply' => '97.55M'
'max_supply' => '300M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01265'
'change_24h_pct' => '0.8371%'
'ath_price' => '$18.64'
'ath_days' => 796
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '2 Kas 2023'
'ath_pct' => '-99.93%'
'fdv' => '$3.8M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.624224'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.012768'
'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' => '$0.011189'
'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' => '$0.004374'
'current_year_max_price_prediction' => '$0.013056'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.014196'
'grand_prediction_max_price' => '$0.041047'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.012899879961851
107 => 0.012948043430972
108 => 0.013056558186189
109 => 0.01212931148392
110 => 0.012545618030706
111 => 0.012790159124294
112 => 0.011685313566981
113 => 0.012768319879976
114 => 0.012113170181771
115 => 0.011890802534182
116 => 0.012190191276951
117 => 0.012073519192729
118 => 0.011973211385929
119 => 0.011917237906229
120 => 0.012137075956588
121 => 0.012126820248775
122 => 0.01176712252966
123 => 0.01129791151823
124 => 0.011455394134992
125 => 0.011398179223915
126 => 0.011190825005301
127 => 0.011330556712603
128 => 0.010715248990243
129 => 0.0096566440348342
130 => 0.010355990894324
131 => 0.010329066800976
201 => 0.0103154904522
202 => 0.010841030288579
203 => 0.010790511759578
204 => 0.010698820134763
205 => 0.011189141016706
206 => 0.01101016729905
207 => 0.011561722125353
208 => 0.011925011806286
209 => 0.011832869792012
210 => 0.012174545492861
211 => 0.011459022216412
212 => 0.011696690347037
213 => 0.011745673419365
214 => 0.011183090533133
215 => 0.010798777215696
216 => 0.010773147898916
217 => 0.010106801568117
218 => 0.01046275839947
219 => 0.010775985680566
220 => 0.01062597412034
221 => 0.01057848494184
222 => 0.010821096855649
223 => 0.010839949879182
224 => 0.010410098944666
225 => 0.010499478565561
226 => 0.010872206442817
227 => 0.010490086779375
228 => 0.0097476906921989
301 => 0.0095635661981504
302 => 0.0095390005965566
303 => 0.009039640365599
304 => 0.0095758702772682
305 => 0.0093417915507564
306 => 0.010081243443113
307 => 0.0096588724879591
308 => 0.0096406649202646
309 => 0.0096131415112248
310 => 0.0091833215321283
311 => 0.0092774247910657
312 => 0.0095902383561048
313 => 0.0097018537602078
314 => 0.0096902113591218
315 => 0.0095887053989813
316 => 0.009635174307739
317 => 0.0094854817617893
318 => 0.0094326222082336
319 => 0.009265782917046
320 => 0.0090205752495307
321 => 0.0090546728796447
322 => 0.0085688523282207
323 => 0.0083041515073567
324 => 0.0082308858088423
325 => 0.0081329118548045
326 => 0.0082419522276496
327 => 0.0085674760596387
328 => 0.0081748252545264
329 => 0.0075016529904129
330 => 0.0075421117905158
331 => 0.0076330107020216
401 => 0.0074636211817871
402 => 0.0073033082166699
403 => 0.0074426873332373
404 => 0.0071574553706592
405 => 0.0076674796219873
406 => 0.0076536848953153
407 => 0.0078437903965223
408 => 0.0079626672677846
409 => 0.0076886945663691
410 => 0.007619791172864
411 => 0.0076590416772891
412 => 0.0070103182707211
413 => 0.0077907758541083
414 => 0.0077975252836986
415 => 0.0077397325698486
416 => 0.0081553021390778
417 => 0.0090322835495503
418 => 0.0087023278664351
419 => 0.0085745590529695
420 => 0.008331670445173
421 => 0.0086553050937633
422 => 0.0086304550022386
423 => 0.0085180734642463
424 => 0.0084501047594169
425 => 0.0085753391820994
426 => 0.0084345868285385
427 => 0.008409303838223
428 => 0.0082561164250755
429 => 0.0082014354881651
430 => 0.0081609518993874
501 => 0.0081163834459784
502 => 0.008214690348432
503 => 0.0079919139741223
504 => 0.007723267505742
505 => 0.0077009324586913
506 => 0.0077626014873158
507 => 0.0077353175328687
508 => 0.0077008018336143
509 => 0.0076349019639463
510 => 0.0076153508803437
511 => 0.0076788824172147
512 => 0.007607159016206
513 => 0.0077129908013702
514 => 0.0076842104117453
515 => 0.0075234454948475
516 => 0.0073230728855974
517 => 0.0073212891490793
518 => 0.0072781191990933
519 => 0.0072231357771407
520 => 0.0072078406470037
521 => 0.0074309492128
522 => 0.0078927772669207
523 => 0.007802109369288
524 => 0.0078676262173475
525 => 0.0081899042653922
526 => 0.0082923467656265
527 => 0.0082196355054438
528 => 0.0081201038478704
529 => 0.0081244827356719
530 => 0.0084646125398819
531 => 0.0084858260185587
601 => 0.0085394256354476
602 => 0.0086083162903997
603 => 0.0082313678818737
604 => 0.0081067284995288
605 => 0.008047667445444
606 => 0.0078657822583676
607 => 0.0080619298389721
608 => 0.0079476430436307
609 => 0.0079630642369151
610 => 0.0079530211645581
611 => 0.0079585053611746
612 => 0.0076673370598147
613 => 0.0077734234854749
614 => 0.0075970342270142
615 => 0.0073608688105589
616 => 0.0073600771012727
617 => 0.0074178782523748
618 => 0.00738349586594
619 => 0.0072909737480959
620 => 0.0073041160782436
621 => 0.0071889754371403
622 => 0.0073180962367621
623 => 0.0073217989592788
624 => 0.0072720804181669
625 => 0.0074710088252211
626 => 0.0075525099559013
627 => 0.0075197841470671
628 => 0.0075502138259131
629 => 0.0078058770297757
630 => 0.0078475612873729
701 => 0.0078660746810901
702 => 0.0078412691860637
703 => 0.0075548868799522
704 => 0.0075675891530198
705 => 0.0074743883013401
706 => 0.0073956434029344
707 => 0.0073987927859081
708 => 0.0074392778998088
709 => 0.0076160787666339
710 => 0.0079881457678868
711 => 0.008002265438607
712 => 0.0080193788914196
713 => 0.0079497698782984
714 => 0.0079287751338725
715 => 0.0079564726209736
716 => 0.0080962014242906
717 => 0.0084556218424222
718 => 0.0083285786617719
719 => 0.0082252905783583
720 => 0.0083159020737794
721 => 0.0083019531442957
722 => 0.0081842101417468
723 => 0.0081809054878205
724 => 0.0079549190212142
725 => 0.0078713769699728
726 => 0.0078015629789412
727 => 0.0077253279232752
728 => 0.0076801332268542
729 => 0.007749572821179
730 => 0.0077654544779863
731 => 0.0076136235913985
801 => 0.007592929602591
802 => 0.0077169179820759
803 => 0.0076623553190173
804 => 0.007718474371062
805 => 0.0077314944725167
806 => 0.0077293979363041
807 => 0.007672428249589
808 => 0.0077087390290407
809 => 0.0076228532108731
810 => 0.0075294652832486
811 => 0.0074698896036976
812 => 0.0074179019217222
813 => 0.007446747709224
814 => 0.007343917743813
815 => 0.0073110203683197
816 => 0.0076964377539809
817 => 0.0079811497207039
818 => 0.0079770098959494
819 => 0.0079518097774331
820 => 0.0079143675129752
821 => 0.0080934622894321
822 => 0.0080310692504276
823 => 0.0080764653994162
824 => 0.0080880206246042
825 => 0.008122994811037
826 => 0.0081354950765538
827 => 0.0080977105921693
828 => 0.0079709012475889
829 => 0.007654904417565
830 => 0.0075078070401717
831 => 0.0074592624555314
901 => 0.0074610269589837
902 => 0.0074123540766767
903 => 0.0074266904218817
904 => 0.0074073684808766
905 => 0.0073707773990927
906 => 0.0074444883130348
907 => 0.0074529828092019
908 => 0.007435777801108
909 => 0.0074398302033445
910 => 0.007297380084682
911 => 0.0073082102578185
912 => 0.0072479064775625
913 => 0.0072366002457375
914 => 0.0070841575405012
915 => 0.0068140831912516
916 => 0.0069637305974873
917 => 0.0067829775743642
918 => 0.0067145236656522
919 => 0.0070385738227276
920 => 0.0070060481747095
921 => 0.0069503784038618
922 => 0.0068680312101813
923 => 0.0068374878350232
924 => 0.0066519159564201
925 => 0.0066409513798447
926 => 0.0067329258137426
927 => 0.0066904827771458
928 => 0.0066308766793289
929 => 0.0064149894352092
930 => 0.0061722606950085
1001 => 0.0061795871499367
1002 => 0.0062567946460658
1003 => 0.0064812858539104
1004 => 0.0063935732552682
1005 => 0.0063299367585672
1006 => 0.0063180195556411
1007 => 0.0064671883006147
1008 => 0.0066782933265707
1009 => 0.0067773390815405
1010 => 0.0066791877464297
1011 => 0.0065664367774976
1012 => 0.0065732994065389
1013 => 0.0066189534030381
1014 => 0.0066237509925574
1015 => 0.0065503617027695
1016 => 0.0065710203579646
1017 => 0.0065396379716562
1018 => 0.0063470443248094
1019 => 0.006343560916459
1020 => 0.0062962953295307
1021 => 0.006294864146343
1022 => 0.0062144535920248
1023 => 0.0062032035996237
1024 => 0.0060435435634531
1025 => 0.0061486322827557
1026 => 0.0060781442872529
1027 => 0.0059719022515929
1028 => 0.0059535860846001
1029 => 0.0059530354785029
1030 => 0.0060621222938412
1031 => 0.006147357539805
1101 => 0.0060793704561132
1102 => 0.0060638911150308
1103 => 0.0062291699805321
1104 => 0.0062081367383467
1105 => 0.0061899220862641
1106 => 0.0066593911869165
1107 => 0.0062877697606194
1108 => 0.0061257216073444
1109 => 0.0059251562455569
1110 => 0.0059904613386932
1111 => 0.0060042220813485
1112 => 0.0055218985408733
1113 => 0.0053262199405721
1114 => 0.0052590704189412
1115 => 0.0052204249198878
1116 => 0.0052380361590861
1117 => 0.0050619024680044
1118 => 0.0051802672213936
1119 => 0.0050277503331272
1120 => 0.0050021803804764
1121 => 0.0052748994699138
1122 => 0.0053128467380072
1123 => 0.0051509519030286
1124 => 0.0052549145954779
1125 => 0.0052172162780062
1126 => 0.0050303647974265
1127 => 0.0050232284452548
1128 => 0.004929472940447
1129 => 0.0047827637300659
1130 => 0.0047157136841881
1201 => 0.0046807934381397
1202 => 0.0046952022122413
1203 => 0.0046879166951398
1204 => 0.0046403737679387
1205 => 0.0046906418000752
1206 => 0.0045622277501514
1207 => 0.0045110922407694
1208 => 0.0044879955175164
1209 => 0.0043740206569721
1210 => 0.0045554053449486
1211 => 0.0045911404135041
1212 => 0.0046269458911837
1213 => 0.0049386081289472
1214 => 0.0049230383642969
1215 => 0.0050637814539529
1216 => 0.0050583124362988
1217 => 0.005018170227242
1218 => 0.0048488168503043
1219 => 0.004916318087918
1220 => 0.0047085597705645
1221 => 0.0048642264281181
1222 => 0.0047931866664057
1223 => 0.0048402078132236
1224 => 0.0047556595515192
1225 => 0.0048024520504586
1226 => 0.0045996145239422
1227 => 0.0044102076956823
1228 => 0.0044864305325041
1229 => 0.0045692934732681
1230 => 0.0047489614419291
1231 => 0.0046419526820232
]
'min_raw' => 0.0043740206569721
'max_raw' => 0.013056558186189
'avg_raw' => 0.0087152894215807
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004374'
'max' => '$0.013056'
'avg' => '$0.008715'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0082859593430279
'max_diff' => 0.00039657818618924
'year' => 2026
]
1 => [
'items' => [
101 => 0.0046804370785346
102 => 0.0045515207924316
103 => 0.0042855296710846
104 => 0.0042870351519449
105 => 0.0042461182128573
106 => 0.0042107600035146
107 => 0.0046542439253501
108 => 0.0045990896892266
109 => 0.0045112086323716
110 => 0.0046288409192263
111 => 0.0046599447629461
112 => 0.00466083024565
113 => 0.0047466517256104
114 => 0.0047924546648496
115 => 0.0048005276314119
116 => 0.0049355695844254
117 => 0.0049808338658291
118 => 0.00516727103489
119 => 0.0047885686054625
120 => 0.0047807694781405
121 => 0.0046304962467361
122 => 0.0045351905876536
123 => 0.004637021906751
124 => 0.0047272305541101
125 => 0.0046332992808652
126 => 0.0046455647221535
127 => 0.0045194696622893
128 => 0.0045645427128667
129 => 0.0046033656960196
130 => 0.0045819299266321
131 => 0.0045498395423559
201 => 0.0047198344737525
202 => 0.0047102426935076
203 => 0.0048685458817906
204 => 0.0049919545374269
205 => 0.0052131249102629
206 => 0.0049823220963362
207 => 0.0049739107244386
208 => 0.005056133233964
209 => 0.0049808212779913
210 => 0.0050284158344857
211 => 0.0052054566914027
212 => 0.005209197285732
213 => 0.0051465375112322
214 => 0.0051427246582594
215 => 0.0051547591533749
216 => 0.005225245567157
217 => 0.0052006154483528
218 => 0.0052291180453914
219 => 0.0052647609794353
220 => 0.005412195266932
221 => 0.0054477411745111
222 => 0.0053613830475341
223 => 0.0053691802194891
224 => 0.0053368799094162
225 => 0.0053056782146073
226 => 0.005375815067896
227 => 0.0055039915458242
228 => 0.0055031941666074
301 => 0.005532928618092
302 => 0.0055514529350334
303 => 0.005471933006092
304 => 0.0054201684563799
305 => 0.0054400182786034
306 => 0.0054717585766117
307 => 0.0054297253277444
308 => 0.0051702766440408
309 => 0.0052489768010304
310 => 0.0052358772466662
311 => 0.0052172218882915
312 => 0.0052963555047148
313 => 0.0052887228743631
314 => 0.0050600959624229
315 => 0.0050747319155471
316 => 0.0050609860232081
317 => 0.0051054018135002
318 => 0.0049784226795553
319 => 0.0050174806059392
320 => 0.0050419773712219
321 => 0.0050564061541664
322 => 0.0051085328120712
323 => 0.0051024163504097
324 => 0.0051081526042264
325 => 0.0051854426769716
326 => 0.0055763493421667
327 => 0.0055976255294663
328 => 0.005492853801803
329 => 0.0055347080404736
330 => 0.005454357054742
331 => 0.0055082972097684
401 => 0.0055452016939061
402 => 0.005378437426412
403 => 0.0053685627287821
404 => 0.00528788010595
405 => 0.0053312343773626
406 => 0.0052622546142626
407 => 0.0052791798353177
408 => 0.0052318554417335
409 => 0.0053170299279923
410 => 0.0054122682384066
411 => 0.0054363291966921
412 => 0.0053730351743368
413 => 0.0053272061308722
414 => 0.0052467454275738
415 => 0.0053805533703428
416 => 0.0054196828905316
417 => 0.0053803478396312
418 => 0.0053712330488497
419 => 0.0053539605367889
420 => 0.0053748974939358
421 => 0.0054194697827611
422 => 0.0053984503144721
423 => 0.0054123340435924
424 => 0.005359423585025
425 => 0.0054719593304973
426 => 0.0056506931775093
427 => 0.0056512678360533
428 => 0.0056302482544615
429 => 0.0056216474945473
430 => 0.0056432148608354
501 => 0.005654914272307
502 => 0.0057246591801042
503 => 0.0057994982449302
504 => 0.0061487395056313
505 => 0.0060506739571379
506 => 0.0063605415800875
507 => 0.0066056066385655
508 => 0.0066790909342069
509 => 0.0066114888399201
510 => 0.0063802257271586
511 => 0.0063688788555475
512 => 0.0067144835827811
513 => 0.0066168344176383
514 => 0.0066052193601616
515 => 0.0064816547725592
516 => 0.0065546967476041
517 => 0.0065387213962007
518 => 0.0065135035224694
519 => 0.006652862522707
520 => 0.0069137301304881
521 => 0.0068730714674145
522 => 0.0068427216615312
523 => 0.006709737646846
524 => 0.0067898237267415
525 => 0.0067613066076385
526 => 0.0068838342487158
527 => 0.0068112515884612
528 => 0.0066160946291717
529 => 0.0066471740181843
530 => 0.0066424764310581
531 => 0.0067391524412407
601 => 0.00671013270263
602 => 0.0066368098613442
603 => 0.0069128385133647
604 => 0.0068949147480545
605 => 0.0069203265493211
606 => 0.0069315136101247
607 => 0.0070995273864392
608 => 0.007168357254754
609 => 0.0071839828398979
610 => 0.0072493658913039
611 => 0.0071823560500163
612 => 0.0074504431923739
613 => 0.0076287054987232
614 => 0.0078357663408424
615 => 0.0081383378838861
616 => 0.0082521075830137
617 => 0.0082315561051794
618 => 0.0084609623959138
619 => 0.0088732004009482
620 => 0.0083148811923325
621 => 0.0089027926747098
622 => 0.0087166666871536
623 => 0.0082753653189214
624 => 0.0082469507134087
625 => 0.0085458051235897
626 => 0.0092086354417003
627 => 0.0090426039647729
628 => 0.0092089070097174
629 => 0.0090149056740833
630 => 0.0090052718725974
701 => 0.0091994847978648
702 => 0.0096532738837475
703 => 0.0094376956990741
704 => 0.0091286115094054
705 => 0.0093568344651742
706 => 0.0091591266198498
707 => 0.0087136355093923
708 => 0.0090424770036315
709 => 0.0088225900613003
710 => 0.0088867647609054
711 => 0.0093489344079713
712 => 0.0092933249332871
713 => 0.0093652887428272
714 => 0.0092382745026098
715 => 0.0091196231739395
716 => 0.008898151657813
717 => 0.0088325848603018
718 => 0.0088507051642876
719 => 0.008832575880779
720 => 0.0087086646029346
721 => 0.0086819059742817
722 => 0.008637307087538
723 => 0.0086511301474278
724 => 0.0085672711924849
725 => 0.0087255303666063
726 => 0.0087549046638982
727 => 0.0088700724931039
728 => 0.0088820295991866
729 => 0.0092027703642128
730 => 0.009026111740666
731 => 0.0091446295973129
801 => 0.0091340282446811
802 => 0.0082849296577138
803 => 0.0084019279513377
804 => 0.0085839405801292
805 => 0.0085019441375709
806 => 0.0083860203520061
807 => 0.0082924056797223
808 => 0.0081505698786207
809 => 0.0083502010449559
810 => 0.008612694800279
811 => 0.0088886868740022
812 => 0.0092202732668638
813 => 0.0091462670440682
814 => 0.0088824880970344
815 => 0.0088943210279077
816 => 0.0089674675504797
817 => 0.0088727361576866
818 => 0.0088447980205754
819 => 0.0089636292794599
820 => 0.0089644476050313
821 => 0.0088554476889516
822 => 0.008734314229003
823 => 0.0087338066753828
824 => 0.0087122521461954
825 => 0.0090187401769421
826 => 0.0091872776044177
827 => 0.0092066001488662
828 => 0.0091859770432224
829 => 0.0091939140580829
830 => 0.0090958458425036
831 => 0.0093200007020919
901 => 0.0095257073678681
902 => 0.0094705735871582
903 => 0.0093879202121452
904 => 0.0093220828178215
905 => 0.009455064389398
906 => 0.0094491429293481
907 => 0.0095239106995971
908 => 0.0095205188016591
909 => 0.0094953772126824
910 => 0.0094705744850435
911 => 0.0095689144965586
912 => 0.0095405941525345
913 => 0.0095122298191939
914 => 0.009455340806317
915 => 0.0094630729679935
916 => 0.009380433864251
917 => 0.0093422012335517
918 => 0.0087672742007412
919 => 0.0086136349112915
920 => 0.0086619729593685
921 => 0.0086778870998924
922 => 0.0086110230842297
923 => 0.0087068889067336
924 => 0.0086919483198434
925 => 0.0087500734034821
926 => 0.0087137593747224
927 => 0.0087152497151296
928 => 0.0088220415307447
929 => 0.0088530436491426
930 => 0.0088372757215076
1001 => 0.0088483190375302
1002 => 0.0091028075941787
1003 => 0.0090666274595092
1004 => 0.0090474074840628
1005 => 0.0090527315486131
1006 => 0.009117758831133
1007 => 0.0091359629198806
1008 => 0.0090588309166785
1009 => 0.0090952068152834
1010 => 0.0092500907747541
1011 => 0.009304291394896
1012 => 0.0094772737566152
1013 => 0.0094037877748406
1014 => 0.0095386744747867
1015 => 0.0099532702041563
1016 => 0.010284477960619
1017 => 0.0099798856200365
1018 => 0.010588106485727
1019 => 0.011061693673768
1020 => 0.011043516608691
1021 => 0.010960935728187
1022 => 0.010421769305568
1023 => 0.0099256203249565
1024 => 0.010340670014837
1025 => 0.010341728061852
1026 => 0.010306074925402
1027 => 0.010084636356953
1028 => 0.010298369343216
1029 => 0.010315334691501
1030 => 0.010305838607912
1031 => 0.010136062176672
1101 => 0.0098768449460982
1102 => 0.009927495372474
1103 => 0.010010461804118
1104 => 0.0098533890404049
1105 => 0.0098031947750242
1106 => 0.0098965154642167
1107 => 0.010197214168933
1108 => 0.010140368820635
1109 => 0.010138884358861
1110 => 0.010382092865057
1111 => 0.010208008062301
1112 => 0.0099281342365557
1113 => 0.0098574624044727
1114 => 0.0096066250108285
1115 => 0.0097798792920707
1116 => 0.0097861144052139
1117 => 0.0096912248059934
1118 => 0.009935834004566
1119 => 0.0099335798877385
1120 => 0.010165799916509
1121 => 0.010609717393657
1122 => 0.010478429151812
1123 => 0.010325755210666
1124 => 0.010342355101258
1125 => 0.010524414929028
1126 => 0.010414337401137
1127 => 0.010453922047654
1128 => 0.010524355012925
1129 => 0.010566848969625
1130 => 0.010336240874834
1201 => 0.010282475096678
1202 => 0.010172489183794
1203 => 0.010143795912107
1204 => 0.010233377143219
1205 => 0.010209775653773
1206 => 0.0097855903680978
1207 => 0.0097412606456001
1208 => 0.0097426201749008
1209 => 0.009631150979917
1210 => 0.0094611337018944
1211 => 0.0099079289573335
1212 => 0.0098720450454262
1213 => 0.0098324319838746
1214 => 0.0098372843578857
1215 => 0.010031223034976
1216 => 0.0099187288081255
1217 => 0.010217813147648
1218 => 0.01015633039874
1219 => 0.010093270849319
1220 => 0.010084554098748
1221 => 0.010060281552209
1222 => 0.0099770419587085
1223 => 0.0098765251476331
1224 => 0.0098101552423441
1225 => 0.0090493496482184
1226 => 0.0091905507410856
1227 => 0.0093529897275447
1228 => 0.009409063014737
1229 => 0.0093131457768412
1230 => 0.0099808293558831
1231 => 0.010102821579733
]
'min_raw' => 0.0042107600035146
'max_raw' => 0.011061693673768
'avg_raw' => 0.0076362268386415
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00421'
'max' => '$0.011061'
'avg' => '$0.007636'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00016326065345748
'max_diff' => -0.0019948645124208
'year' => 2027
]
2 => [
'items' => [
101 => 0.0097332991763355
102 => 0.0096641766221602
103 => 0.0099853610190272
104 => 0.0097916475645207
105 => 0.0098788767212237
106 => 0.0096903349962295
107 => 0.010073437225357
108 => 0.010070518628243
109 => 0.0099214832083559
110 => 0.010047446924694
111 => 0.010025557629165
112 => 0.009857297007171
113 => 0.010078771387195
114 => 0.010078881235725
115 => 0.0099354378843929
116 => 0.0097679274538249
117 => 0.0097379805452591
118 => 0.0097154195724559
119 => 0.0098733281049269
120 => 0.010014908401373
121 => 0.010278354232328
122 => 0.010344590773548
123 => 0.010603116403548
124 => 0.010449176978268
125 => 0.010517416331645
126 => 0.010591499802783
127 => 0.010627018143175
128 => 0.010569142913525
129 => 0.010970739630309
130 => 0.011004646697811
131 => 0.01101601544425
201 => 0.010880599290909
202 => 0.011000880529621
203 => 0.010944604921323
204 => 0.0110910184203
205 => 0.01111397792644
206 => 0.011094532041547
207 => 0.011101819751187
208 => 0.010759127799927
209 => 0.01074135741441
210 => 0.010499056946958
211 => 0.01059779617844
212 => 0.01041320791788
213 => 0.010471742756773
214 => 0.010497544356017
215 => 0.0104840670648
216 => 0.010603378746441
217 => 0.01050193944328
218 => 0.010234224444073
219 => 0.0099664365060941
220 => 0.0099630746466681
221 => 0.0098925708094479
222 => 0.0098416094485596
223 => 0.0098514264146181
224 => 0.0098860226834552
225 => 0.0098395986505222
226 => 0.0098495055717067
227 => 0.010014026472839
228 => 0.010047019966252
229 => 0.0099348951842455
301 => 0.0094846980049596
302 => 0.0093742184879287
303 => 0.0094536289738664
304 => 0.0094156758762785
305 => 0.0075991852955287
306 => 0.0080259428130902
307 => 0.0077723779874711
308 => 0.0078892323250731
309 => 0.0076304082984092
310 => 0.0077539326900627
311 => 0.0077311222453129
312 => 0.0084173357048788
313 => 0.0084066214255634
314 => 0.0084117497840846
315 => 0.0081669598699996
316 => 0.0085569168499075
317 => 0.0087490236806096
318 => 0.0087134698190044
319 => 0.0087224179599926
320 => 0.0085686592512066
321 => 0.0084132385044856
322 => 0.0082408529772905
323 => 0.0085611239793238
324 => 0.008525515311106
325 => 0.0086071887844032
326 => 0.0088149074226659
327 => 0.0088454947811964
328 => 0.0088866045012478
329 => 0.0088718695929985
330 => 0.0092229148874399
331 => 0.0091804009860116
401 => 0.0092828472563695
402 => 0.009072107505626
403 => 0.008833635474059
404 => 0.0088789612110218
405 => 0.0088745959780657
406 => 0.0088190215523537
407 => 0.0087688514457214
408 => 0.0086853323535184
409 => 0.0089495991197485
410 => 0.0089388703716473
411 => 0.0091125563325996
412 => 0.0090818556519059
413 => 0.0088768289925022
414 => 0.0088841515597527
415 => 0.0089333993436185
416 => 0.0091038464858791
417 => 0.0091544468026284
418 => 0.0091310067198361
419 => 0.0091864876571595
420 => 0.0092303375278799
421 => 0.0091919945257975
422 => 0.0097348505770489
423 => 0.0095094188967775
424 => 0.0096192927291982
425 => 0.0096454969908164
426 => 0.0095783753256978
427 => 0.0095929316114154
428 => 0.0096149804179271
429 => 0.0097488564534673
430 => 0.010100185908068
501 => 0.01025578733193
502 => 0.010723921892858
503 => 0.010242866799755
504 => 0.010214322981334
505 => 0.010298648152066
506 => 0.010573492696407
507 => 0.01079622838476
508 => 0.010870122662517
509 => 0.010879889011184
510 => 0.011018519588654
511 => 0.011097980050353
512 => 0.011001686190203
513 => 0.010920087226114
514 => 0.010627809865181
515 => 0.010661641765554
516 => 0.010894710009641
517 => 0.011223932632065
518 => 0.011506439891881
519 => 0.011407515695865
520 => 0.012162237481865
521 => 0.012237065064184
522 => 0.012226726311773
523 => 0.012397194680135
524 => 0.012058849684216
525 => 0.011914200643336
526 => 0.010937729848337
527 => 0.011212078312006
528 => 0.011610859915868
529 => 0.011558079675243
530 => 0.011268473815055
531 => 0.011506220199866
601 => 0.011427613810031
602 => 0.011365613688986
603 => 0.011649648262809
604 => 0.011337340581393
605 => 0.011607744407843
606 => 0.011260948703451
607 => 0.01140796757326
608 => 0.011324512552254
609 => 0.011378518178708
610 => 0.011062802389976
611 => 0.011233154966008
612 => 0.011055715162746
613 => 0.011055631033176
614 => 0.011051714039684
615 => 0.011260471181334
616 => 0.011267278744228
617 => 0.011113006901135
618 => 0.011090773918366
619 => 0.01117298090844
620 => 0.011076738053108
621 => 0.011121769479373
622 => 0.011078102009135
623 => 0.011068271541807
624 => 0.010989940705621
625 => 0.01095619362764
626 => 0.010969426726471
627 => 0.010924255338031
628 => 0.010897037942575
629 => 0.011046299814676
630 => 0.010966555217619
701 => 0.011034077811478
702 => 0.010957127293745
703 => 0.010690383273535
704 => 0.010536975966746
705 => 0.010033121239754
706 => 0.010176013815299
707 => 0.010270751740719
708 => 0.010239440856933
709 => 0.010306708751009
710 => 0.010310838453378
711 => 0.010288968975299
712 => 0.010263646921337
713 => 0.010251321545866
714 => 0.010343184796637
715 => 0.010396514505685
716 => 0.010280259958965
717 => 0.010253023145242
718 => 0.010370562910566
719 => 0.010442262099513
720 => 0.010971648626405
721 => 0.010932429962597
722 => 0.011030861112481
723 => 0.011019779275553
724 => 0.011122950801944
725 => 0.011291592644052
726 => 0.010948696626045
727 => 0.011008211518319
728 => 0.010993619841133
729 => 0.011152927946506
730 => 0.011153425289022
731 => 0.011057912121821
801 => 0.011109691359285
802 => 0.011080789609421
803 => 0.01113301897773
804 => 0.010931906173431
805 => 0.011176839860282
806 => 0.011315701477548
807 => 0.011317629571238
808 => 0.011383448875748
809 => 0.011450325101128
810 => 0.011578688192052
811 => 0.011446745124191
812 => 0.011209392389508
813 => 0.011226528490308
814 => 0.011087368668807
815 => 0.011089707970548
816 => 0.011077220594522
817 => 0.011114696149982
818 => 0.010940129950421
819 => 0.01098110028854
820 => 0.010923741575252
821 => 0.011008086831678
822 => 0.010917345278534
823 => 0.010993612804584
824 => 0.011026527340519
825 => 0.011147982686719
826 => 0.010899406225148
827 => 0.010392541992858
828 => 0.01049909099962
829 => 0.010341496649375
830 => 0.010356082606494
831 => 0.010385548561213
901 => 0.010290039761309
902 => 0.010308259830503
903 => 0.010307608881418
904 => 0.010301999353882
905 => 0.010277153826302
906 => 0.010241122895773
907 => 0.010384659033263
908 => 0.010409048620008
909 => 0.010463263650111
910 => 0.010624570805291
911 => 0.010608452416604
912 => 0.010634742177298
913 => 0.010577351777313
914 => 0.01035874478255
915 => 0.010370616194116
916 => 0.010222579501665
917 => 0.010459478019053
918 => 0.010403377323228
919 => 0.010367208839673
920 => 0.010357339933836
921 => 0.010519046938254
922 => 0.010567432208423
923 => 0.010537281755068
924 => 0.010475442295609
925 => 0.010594192338966
926 => 0.010625964840905
927 => 0.010633077532365
928 => 0.01084347984113
929 => 0.010644836684147
930 => 0.010692652066376
1001 => 0.011065694029023
1002 => 0.010727396445174
1003 => 0.010906600220275
1004 => 0.010897829128016
1005 => 0.010989503715432
1006 => 0.010890309136067
1007 => 0.010891538771762
1008 => 0.010972939594813
1009 => 0.010858626819553
1010 => 0.010830321368815
1011 => 0.010791217591347
1012 => 0.010876599258865
1013 => 0.010927781707061
1014 => 0.011340274650158
1015 => 0.011606763903363
1016 => 0.011595194902066
1017 => 0.011700913917657
1018 => 0.011653286532858
1019 => 0.011499485143872
1020 => 0.01176200536079
1021 => 0.011678932979845
1022 => 0.011685781365997
1023 => 0.011685526468722
1024 => 0.011740762339737
1025 => 0.01170162266283
1026 => 0.01162447434204
1027 => 0.011675688997742
1028 => 0.011827778215601
1029 => 0.012299867814504
1030 => 0.012564055408405
1031 => 0.012283963389627
1101 => 0.012477167113599
1102 => 0.012361313724742
1103 => 0.012340259717647
1104 => 0.012461605933944
1105 => 0.012583164550729
1106 => 0.012575421792352
1107 => 0.01248717647867
1108 => 0.012437328940113
1109 => 0.012814791202217
1110 => 0.013092898967034
1111 => 0.013073933881931
1112 => 0.013157639599797
1113 => 0.013403402176372
1114 => 0.013425871626377
1115 => 0.01342304099213
1116 => 0.013367348115848
1117 => 0.013609333288789
1118 => 0.01381120157738
1119 => 0.013354456824111
1120 => 0.013528379246928
1121 => 0.013606458625961
1122 => 0.01372110231949
1123 => 0.013914525446986
1124 => 0.014124634266398
1125 => 0.014154345957189
1126 => 0.014133264090738
1127 => 0.013994691676307
1128 => 0.014224595253627
1129 => 0.014359267377319
1130 => 0.014439461545061
1201 => 0.014642820611417
1202 => 0.013606940817625
1203 => 0.012873693613012
1204 => 0.012759186473794
1205 => 0.012992041244165
1206 => 0.01305344319013
1207 => 0.013028692142703
1208 => 0.012203355749992
1209 => 0.012754841248494
1210 => 0.013348193274663
1211 => 0.013370986342491
1212 => 0.013668030773197
1213 => 0.013764760616097
1214 => 0.01400392031732
1215 => 0.013988960812892
1216 => 0.014047192394278
1217 => 0.014033805962147
1218 => 0.014476798947645
1219 => 0.014965485995743
1220 => 0.014948564317197
1221 => 0.01487830977215
1222 => 0.014982649751725
1223 => 0.015487027156249
1224 => 0.015440592167324
1225 => 0.015485699803742
1226 => 0.016080389189141
1227 => 0.016853569983739
1228 => 0.016494349878566
1229 => 0.01727375414399
1230 => 0.017764347814631
1231 => 0.01861277883967
]
'min_raw' => 0.0075991852955287
'max_raw' => 0.01861277883967
'avg_raw' => 0.0131059820676
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.007599'
'max' => '$0.018612'
'avg' => '$0.0131059'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0033884252920141
'max_diff' => 0.007551085165902
'year' => 2028
]
3 => [
'items' => [
101 => 0.018506551096725
102 => 0.018836839068698
103 => 0.018316381266452
104 => 0.01712130495062
105 => 0.016932179549072
106 => 0.01731081339239
107 => 0.018241647749639
108 => 0.017281498105922
109 => 0.017475735128345
110 => 0.01741979485282
111 => 0.017416814033268
112 => 0.017530579791693
113 => 0.017365556625475
114 => 0.016693222559203
115 => 0.017001349299686
116 => 0.016882366767724
117 => 0.017014386757671
118 => 0.01772684419423
119 => 0.017411849778663
120 => 0.017080028749932
121 => 0.017496205956942
122 => 0.018026142555469
123 => 0.017992980075521
124 => 0.01792863100358
125 => 0.018291363352903
126 => 0.018890490923377
127 => 0.019052432698187
128 => 0.019171974805597
129 => 0.019188457642529
130 => 0.019358241106949
131 => 0.018445272627819
201 => 0.019894177050892
202 => 0.02014436281958
203 => 0.020097338264204
204 => 0.020375409216674
205 => 0.020293593688478
206 => 0.020175055824585
207 => 0.020615857431638
208 => 0.020110513960008
209 => 0.019393242523002
210 => 0.018999733226641
211 => 0.019517938011579
212 => 0.019834387590886
213 => 0.020043540632835
214 => 0.020106830216955
215 => 0.018516143771966
216 => 0.017658852001632
217 => 0.018208366197546
218 => 0.018878811442005
219 => 0.018441548270634
220 => 0.018458688159104
221 => 0.017835265787469
222 => 0.018933970488647
223 => 0.018773898455246
224 => 0.019604352447691
225 => 0.019406157937585
226 => 0.020083360930385
227 => 0.019905030686837
228 => 0.020645269557495
301 => 0.020940570884168
302 => 0.021436427771634
303 => 0.021801182116554
304 => 0.02201537284453
305 => 0.022002513636632
306 => 0.022851244010269
307 => 0.022350777361316
308 => 0.021722073299298
309 => 0.021710702026352
310 => 0.022036316768876
311 => 0.022718715941166
312 => 0.022895652118037
313 => 0.02299453530283
314 => 0.02284309226317
315 => 0.022299871584499
316 => 0.02206531164964
317 => 0.022265163509996
318 => 0.022020761858247
319 => 0.022442667676157
320 => 0.023022034478367
321 => 0.022902397524775
322 => 0.023302325923657
323 => 0.023716209742806
324 => 0.024308082192875
325 => 0.024462819568296
326 => 0.024718594565732
327 => 0.024981871055803
328 => 0.025066428368914
329 => 0.025227874516235
330 => 0.025227023615346
331 => 0.025713552446878
401 => 0.026250208814602
402 => 0.026452784169794
403 => 0.026918595028988
404 => 0.026120910256578
405 => 0.026725963319593
406 => 0.027271736327894
407 => 0.026621043247818
408 => 0.027517872066659
409 => 0.027552693897437
410 => 0.0280784621998
411 => 0.027545495300336
412 => 0.027229021256725
413 => 0.028142669962503
414 => 0.028584755791564
415 => 0.028451595942037
416 => 0.027438242912223
417 => 0.026848427984116
418 => 0.025304768550455
419 => 0.027133299830751
420 => 0.028023924078395
421 => 0.027435936410581
422 => 0.027732483189026
423 => 0.029350346256607
424 => 0.029966323763865
425 => 0.029838204748363
426 => 0.029859854752965
427 => 0.030192225035099
428 => 0.031666137905739
429 => 0.030782935148618
430 => 0.031458110563461
501 => 0.031816221168968
502 => 0.032148854257083
503 => 0.031332012522439
504 => 0.030269313427455
505 => 0.029932712015001
506 => 0.027377472624987
507 => 0.027244461317895
508 => 0.027169798040569
509 => 0.026699056638358
510 => 0.026329182843143
511 => 0.026035045468654
512 => 0.025263141161139
513 => 0.025523636205437
514 => 0.024293381848209
515 => 0.025080454988426
516 => 0.02311693932876
517 => 0.024752213516313
518 => 0.023862208122821
519 => 0.024459822807932
520 => 0.024457737786595
521 => 0.023357339677397
522 => 0.022722653012734
523 => 0.023127100057831
524 => 0.023560699395223
525 => 0.023631049428911
526 => 0.024193222287939
527 => 0.024350112649029
528 => 0.023874727530417
529 => 0.023076249831044
530 => 0.023261717989271
531 => 0.022718894506427
601 => 0.021767617232147
602 => 0.022450841178243
603 => 0.022684123872676
604 => 0.02278715480036
605 => 0.021851682856039
606 => 0.021557737261049
607 => 0.021401243092719
608 => 0.022955492150185
609 => 0.023040637422072
610 => 0.022605022172771
611 => 0.024574044406346
612 => 0.0241283940324
613 => 0.024626294687091
614 => 0.023244888697897
615 => 0.023297660266994
616 => 0.022643680533696
617 => 0.023009865485401
618 => 0.022751057764228
619 => 0.022980281360014
620 => 0.023117677038203
621 => 0.023771549459862
622 => 0.024759679689038
623 => 0.02367388272479
624 => 0.023200785438568
625 => 0.02349429233414
626 => 0.024275939874934
627 => 0.02546017591104
628 => 0.024759084342694
629 => 0.025070216875419
630 => 0.025138185492496
701 => 0.024621226525819
702 => 0.025479236925524
703 => 0.02593905166919
704 => 0.026410726450936
705 => 0.0268202684479
706 => 0.026222329170756
707 => 0.026862209908528
708 => 0.026346578988039
709 => 0.025884004747416
710 => 0.025884706281597
711 => 0.025594526703322
712 => 0.025032267205436
713 => 0.024928577927418
714 => 0.025467982646183
715 => 0.025900534148815
716 => 0.025936161162354
717 => 0.02617564389951
718 => 0.02631736731649
719 => 0.027706449466543
720 => 0.028265149798384
721 => 0.028948317988503
722 => 0.029214450499804
723 => 0.030015413945034
724 => 0.029368570911941
725 => 0.029228622352897
726 => 0.027285747027915
727 => 0.027603892753539
728 => 0.02811327475676
729 => 0.027294146549531
730 => 0.027813694859694
731 => 0.027916264701658
801 => 0.027266312886493
802 => 0.027613480233733
803 => 0.026691506687408
804 => 0.024779776192885
805 => 0.025481365228061
806 => 0.025997970910267
807 => 0.025260710904738
808 => 0.026582220928745
809 => 0.025810222054225
810 => 0.025565535473483
811 => 0.024610925884944
812 => 0.025061464864442
813 => 0.025670825285309
814 => 0.025294311390965
815 => 0.026075634255574
816 => 0.027182195803056
817 => 0.027970797458671
818 => 0.028031336501683
819 => 0.02752431846933
820 => 0.028336818101922
821 => 0.028342736274719
822 => 0.027426233369997
823 => 0.026864880443965
824 => 0.026737339878074
825 => 0.027055961217471
826 => 0.027442826344243
827 => 0.028052804823775
828 => 0.028421402043846
829 => 0.029382508104932
830 => 0.029642555847991
831 => 0.029928269476064
901 => 0.03031007099399
902 => 0.030768521608159
903 => 0.029765457763965
904 => 0.029805311360439
905 => 0.02887127219709
906 => 0.027873117396285
907 => 0.028630592468343
908 => 0.029620890362373
909 => 0.029393714931301
910 => 0.029368153054532
911 => 0.029411141040984
912 => 0.029239858184811
913 => 0.028465152174381
914 => 0.028076099665859
915 => 0.028578076659733
916 => 0.028844855091551
917 => 0.029258605173777
918 => 0.029207601742938
919 => 0.030273377521236
920 => 0.030687505761297
921 => 0.030581554035943
922 => 0.030601051703279
923 => 0.031350811100565
924 => 0.032184697750128
925 => 0.032965742638478
926 => 0.033760255045567
927 => 0.032802439328474
928 => 0.032316119577195
929 => 0.032817877423617
930 => 0.032551637647553
1001 => 0.034081530372665
1002 => 0.03418745682559
1003 => 0.035717238922045
1004 => 0.037169184294644
1005 => 0.036257243420418
1006 => 0.037117162590094
1007 => 0.038047235282338
1008 => 0.039841496404531
1009 => 0.039237252381444
1010 => 0.03877441092947
1011 => 0.038337027993788
1012 => 0.039247152450356
1013 => 0.040418013024138
1014 => 0.040670205177367
1015 => 0.041078852810416
1016 => 0.04064920979132
1017 => 0.041166667484195
1018 => 0.042993520522474
1019 => 0.042499888705454
1020 => 0.041798852170009
1021 => 0.0432409771909
1022 => 0.043762876629841
1023 => 0.04742584021319
1024 => 0.052050483046645
1025 => 0.050135850546553
1026 => 0.04894737636894
1027 => 0.049226695991664
1028 => 0.050915459000402
1029 => 0.05145783608015
1030 => 0.049983468208804
1031 => 0.050504239866088
1101 => 0.053373742898865
1102 => 0.05491313921127
1103 => 0.052822432250516
1104 => 0.047054254664436
1105 => 0.041735731500199
1106 => 0.043146443339574
1107 => 0.042986512396474
1108 => 0.046069435427399
1109 => 0.042488115749873
1110 => 0.042548415988436
1111 => 0.045695090602768
1112 => 0.044855611763324
1113 => 0.043495763555752
1114 => 0.041745659897013
1115 => 0.038510431418839
1116 => 0.035644899334701
1117 => 0.041264867644323
1118 => 0.041022524391563
1119 => 0.040671575448309
1120 => 0.04145257434488
1121 => 0.045244883296225
1122 => 0.04515745830039
1123 => 0.044601305081515
1124 => 0.045023142396322
1125 => 0.043421813434912
1126 => 0.04383451236985
1127 => 0.041734889018957
1128 => 0.042684006461578
1129 => 0.043492845932237
1130 => 0.043655232431045
1201 => 0.044021097504519
1202 => 0.040894820509521
1203 => 0.042298427097605
1204 => 0.043122914467952
1205 => 0.039397850533615
1206 => 0.043049281930964
1207 => 0.040840398982377
1208 => 0.040090670933318
1209 => 0.041100080982216
1210 => 0.040706712904477
1211 => 0.040368518130585
1212 => 0.04017979963583
1213 => 0.040920998971219
1214 => 0.040886421136299
1215 => 0.03967367516301
1216 => 0.038091697478705
1217 => 0.038622661116205
1218 => 0.03842975704889
1219 => 0.037730647823823
1220 => 0.038201763030749
1221 => 0.036127210085398
1222 => 0.0325580495688
1223 => 0.034915946332408
1224 => 0.034825169871907
1225 => 0.034779396264138
1226 => 0.036551290514509
1227 => 0.036380963766891
1228 => 0.036071819052121
1229 => 0.037724970138702
1230 => 0.03712154775408
1231 => 0.03898115335929
]
'min_raw' => 0.016693222559203
'max_raw' => 0.05491313921127
'avg_raw' => 0.035803180885237
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.016693'
'max' => '$0.054913'
'avg' => '$0.0358031'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0090940372636741
'max_diff' => 0.0363003603716
'year' => 2029
]
4 => [
'items' => [
101 => 0.040206009882631
102 => 0.039895346648354
103 => 0.041047330128802
104 => 0.038634893446017
105 => 0.039436208141878
106 => 0.039601357990121
107 => 0.037704570510905
108 => 0.036408831329268
109 => 0.036322420298361
110 => 0.034075787121259
111 => 0.035275920430278
112 => 0.036331988077323
113 => 0.035826213628548
114 => 0.035666100547648
115 => 0.036484083553677
116 => 0.036547647838796
117 => 0.035098375401839
118 => 0.035399725033972
119 => 0.036656403095172
120 => 0.035368059971133
121 => 0.03286501973078
122 => 0.032244231143933
123 => 0.032161406503044
124 => 0.030477778620153
125 => 0.032285715205723
126 => 0.031496502436433
127 => 0.033989616118397
128 => 0.032565562954096
129 => 0.032504174868402
130 => 0.032411377773202
131 => 0.030962209704605
201 => 0.031279485412192
202 => 0.032334158186667
203 => 0.032710477314339
204 => 0.032671224146231
205 => 0.032328989714698
206 => 0.03248566288493
207 => 0.031980964015061
208 => 0.031802744339711
209 => 0.031240234021125
210 => 0.030413499250245
211 => 0.030528461790795
212 => 0.028890483882761
213 => 0.027998026584397
214 => 0.027751006166608
215 => 0.027420680140246
216 => 0.027788317370249
217 => 0.028885843697149
218 => 0.027561994093709
219 => 0.025292346805863
220 => 0.025428756475154
221 => 0.025735228501655
222 => 0.025164119907785
223 => 0.024623613553199
224 => 0.025093539975845
225 => 0.024131860499754
226 => 0.025851442871862
227 => 0.025804932987771
228 => 0.026445886957832
301 => 0.026846688629011
302 => 0.025922970538026
303 => 0.025690657936142
304 => 0.025822993752194
305 => 0.023635777494528
306 => 0.026267144726726
307 => 0.02628990089982
308 => 0.026095048730116
309 => 0.027496170546913
310 => 0.030452974601208
311 => 0.029340505978815
312 => 0.028909724503682
313 => 0.028090808604555
314 => 0.029181965417727
315 => 0.029098181599174
316 => 0.028719279397604
317 => 0.028490118163848
318 => 0.028912354763511
319 => 0.028437798376465
320 => 0.028352555009414
321 => 0.027836072950783
322 => 0.027651712354289
323 => 0.027515219108251
324 => 0.027364953455913
325 => 0.027696402041103
326 => 0.026945295941368
327 => 0.026039535616927
328 => 0.025964231446412
329 => 0.026172152882014
330 => 0.026080163124691
331 => 0.025963791034845
401 => 0.025741605023277
402 => 0.025675687179898
403 => 0.025889888192089
404 => 0.025648067738021
405 => 0.026004886990641
406 => 0.025907851897638
407 => 0.025365821756069
408 => 0.024690251514413
409 => 0.024684237522206
410 => 0.024538687021799
411 => 0.024353306575865
412 => 0.024301737976737
413 => 0.025053964083261
414 => 0.026611049611534
415 => 0.026305356464436
416 => 0.026526251091908
417 => 0.027612834031626
418 => 0.027958226073473
419 => 0.027713074983229
420 => 0.027377497050641
421 => 0.027392260776589
422 => 0.028539032158587
423 => 0.028610554883024
424 => 0.02879126973357
425 => 0.029023539386533
426 => 0.02775263150949
427 => 0.027332401129871
428 => 0.027133272662513
429 => 0.026520034055466
430 => 0.027181359318061
501 => 0.026796033408318
502 => 0.02684802703815
503 => 0.026814166118514
504 => 0.026832656470301
505 => 0.025850962213544
506 => 0.026208640004375
507 => 0.02561393130437
508 => 0.024817683114248
509 => 0.024815013811114
510 => 0.025009894427603
511 => 0.024893971811236
512 => 0.024582027031237
513 => 0.024626337314898
514 => 0.024238132604555
515 => 0.024673472395407
516 => 0.024685956382888
517 => 0.024518326850291
518 => 0.025189027863412
519 => 0.025463814615727
520 => 0.0253534772664
521 => 0.025456073053162
522 => 0.026318059394819
523 => 0.02645860077961
524 => 0.026521019979092
525 => 0.026437386520746
526 => 0.025471828581117
527 => 0.025514655181609
528 => 0.025200422003095
529 => 0.024934928080327
530 => 0.024945546444905
531 => 0.025082044833002
601 => 0.025678141299345
602 => 0.026932591170958
603 => 0.026980196626595
604 => 0.027037895827576
605 => 0.026803204179891
606 => 0.026732418933253
607 => 0.026825802944791
608 => 0.027296908360728
609 => 0.028508719394391
610 => 0.028080384440957
611 => 0.027732141456384
612 => 0.028037644439489
613 => 0.027990614649852
614 => 0.027593635896204
615 => 0.027582494024768
616 => 0.026820564874734
617 => 0.026538897016254
618 => 0.026303514271234
619 => 0.026046482458494
620 => 0.025894105384117
621 => 0.026128225824501
622 => 0.026181771939249
623 => 0.025669863504624
624 => 0.025600092276552
625 => 0.026018127754577
626 => 0.025834165926632
627 => 0.026023375228707
628 => 0.026067273409796
629 => 0.02606020479158
630 => 0.025868127515324
701 => 0.025990551843383
702 => 0.025700981811074
703 => 0.025386117892951
704 => 0.025185254329904
705 => 0.02500997423046
706 => 0.025107229816971
707 => 0.024760531409229
708 => 0.024649615610932
709 => 0.025949077235671
710 => 0.026909003509432
711 => 0.026895045801239
712 => 0.026810081842245
713 => 0.02668384263349
714 => 0.027287673176312
715 => 0.027077310689166
716 => 0.027230366974939
717 => 0.02726932622342
718 => 0.027387244134798
719 => 0.027429389652729
720 => 0.027301996625598
721 => 0.026874450066799
722 => 0.02580904469218
723 => 0.025313095614287
724 => 0.025149424157898
725 => 0.025155373304481
726 => 0.024991269283551
727 => 0.025039605272341
728 => 0.024974459999228
729 => 0.024851090612285
730 => 0.025099612104973
731 => 0.025128251891867
801 => 0.025070244005863
802 => 0.025083906962933
803 => 0.024603626442313
804 => 0.024640141127181
805 => 0.024436822721773
806 => 0.024398702971799
807 => 0.023884731747885
808 => 0.022974157223401
809 => 0.023478703901573
810 => 0.02286928246434
811 => 0.022638485331818
812 => 0.023731043060858
813 => 0.023621380567696
814 => 0.023433686048544
815 => 0.023156046735753
816 => 0.023053067613937
817 => 0.022427399069011
818 => 0.022390431233565
819 => 0.022700529458902
820 => 0.022557429797738
821 => 0.022356463677383
822 => 0.021628584761067
823 => 0.020810207866702
824 => 0.020834909521009
825 => 0.021095219984663
826 => 0.021852107765387
827 => 0.021556378615167
828 => 0.021341823723581
829 => 0.021301644041883
830 => 0.021804576880191
831 => 0.022516332214083
901 => 0.022850271892118
902 => 0.022519347813085
903 => 0.022139200049309
904 => 0.022162337882255
905 => 0.022316263518912
906 => 0.022332438926933
907 => 0.022085001812537
908 => 0.022154653910868
909 => 0.022048846004382
910 => 0.021399503077578
911 => 0.021387758523121
912 => 0.021228399296815
913 => 0.021223573962775
914 => 0.020952464164806
915 => 0.020914534029976
916 => 0.020376229070919
917 => 0.020730543025108
918 => 0.020492887826956
919 => 0.020134685386146
920 => 0.020072931150336
921 => 0.020071074743437
922 => 0.020438868557548
923 => 0.02072624514025
924 => 0.020497021940877
925 => 0.020444832261684
926 => 0.021002081496124
927 => 0.020931166451602
928 => 0.020869754480399
929 => 0.022452602330534
930 => 0.021199654745994
1001 => 0.020653298083386
1002 => 0.019977077963094
1003 => 0.020197258644059
1004 => 0.020243653948665
1005 => 0.018617466457199
1006 => 0.01795772239444
1007 => 0.017731323094032
1008 => 0.01760102709583
1009 => 0.017660404618365
1010 => 0.017066557581621
1011 => 0.017465632611636
1012 => 0.016951411274457
1013 => 0.016865200393858
1014 => 0.017784691844535
1015 => 0.017912633708305
1016 => 0.017366793969039
1017 => 0.017717311445075
1018 => 0.017590208935707
1019 => 0.016960226123378
1020 => 0.016936165413787
1021 => 0.016620062183527
1022 => 0.016125421837817
1023 => 0.015899357926856
1024 => 0.01578162187925
1025 => 0.015830202067122
1026 => 0.015805638437555
1027 => 0.015645344139156
1028 => 0.015814826319106
1029 => 0.015381869384205
1030 => 0.015209462444157
1031 => 0.015131590229147
1101 => 0.014747316029351
1102 => 0.015358867168739
1103 => 0.015479350447316
1104 => 0.015600071115172
1105 => 0.016650862109354
1106 => 0.016598367560789
1107 => 0.017072892713933
1108 => 0.017054453539078
1109 => 0.016919111278603
1110 => 0.016348124544383
1111 => 0.016575709679783
1112 => 0.015875238007604
1113 => 0.016400079011844
1114 => 0.016160563495393
1115 => 0.016319098574801
1116 => 0.016034038207494
1117 => 0.016191802384616
1118 => 0.015507921502302
1119 => 0.014869323156861
1120 => 0.015126313772915
1121 => 0.015405691963006
1122 => 0.016011455063364
1123 => 0.015650667558228
1124 => 0.015780420387961
1125 => 0.015345770128717
1126 => 0.014448962492189
1127 => 0.014454038326018
1128 => 0.014316084009155
1129 => 0.014196871337725
1130 => 0.015692108343252
1201 => 0.015506151985415
1202 => 0.01520985486657
1203 => 0.015606460334524
1204 => 0.015711329115227
1205 => 0.015714314581985
1206 => 0.016003667693536
1207 => 0.01615809550104
1208 => 0.016185314071441
1209 => 0.016640617444354
1210 => 0.016793229129358
1211 => 0.017421815061475
1212 => 0.016144993380501
1213 => 0.016118698078217
1214 => 0.015612041386795
1215 => 0.015290711703169
1216 => 0.015634043105142
1217 => 0.01593818785788
1218 => 0.015621492012062
1219 => 0.015662845803712
1220 => 0.015237707505704
1221 => 0.015389674442625
1222 => 0.01552056884086
1223 => 0.015448296647772
1224 => 0.015340101676706
1225 => 0.015913251456576
1226 => 0.015880912099804
1227 => 0.016414642351476
1228 => 0.016830723250071
1229 => 0.01757641460371
1230 => 0.016798246802418
1231 => 0.016769887274802
]
'min_raw' => 0.014196871337725
'max_raw' => 0.041047330128802
'avg_raw' => 0.027622100733263
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.014196'
'max' => '$0.041047'
'avg' => '$0.027622'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0024963512214781
'max_diff' => -0.013865809082468
'year' => 2030
]
5 => [
'items' => [
101 => 0.017047106206259
102 => 0.016793186688584
103 => 0.016953655058751
104 => 0.017550560668444
105 => 0.017563172343386
106 => 0.017351910538894
107 => 0.017339055238891
108 => 0.017379630379395
109 => 0.017617280244665
110 => 0.017534238079497
111 => 0.0176303365754
112 => 0.01775050921604
113 => 0.018247594209868
114 => 0.018367439719007
115 => 0.018076277264572
116 => 0.0181025659742
117 => 0.017993663223653
118 => 0.017888464531172
119 => 0.018124935828834
120 => 0.018557091773164
121 => 0.018554403353464
122 => 0.018654655132637
123 => 0.018717111160532
124 => 0.018449004168202
125 => 0.018274476374762
126 => 0.018341401436259
127 => 0.01844841606703
128 => 0.018306698033807
129 => 0.017431948682571
130 => 0.017697291756531
131 => 0.017653125694411
201 => 0.017590227851175
202 => 0.017857032363879
203 => 0.017831298417755
204 => 0.017060466821927
205 => 0.017109812959735
206 => 0.017063467724007
207 => 0.017213218661988
208 => 0.016785099646493
209 => 0.016916786172233
210 => 0.016999378726693
211 => 0.017048026375776
212 => 0.017223775042269
213 => 0.01720315296474
214 => 0.017222493144975
215 => 0.017483082021456
216 => 0.018801051135393
217 => 0.01887278528633
218 => 0.018519540091585
219 => 0.018660654579432
220 => 0.018389745621111
221 => 0.018571608619764
222 => 0.018696034664623
223 => 0.018133777293658
224 => 0.018100484061169
225 => 0.01782845696521
226 => 0.017974628918176
227 => 0.017742058830871
228 => 0.01779912339534
301 => 0.017639565898287
302 => 0.017926737625401
303 => 0.018247840238289
304 => 0.018328963439031
305 => 0.018115563223613
306 => 0.01796104740389
307 => 0.017689768525133
308 => 0.018140911346351
309 => 0.018272839255603
310 => 0.018140218385207
311 => 0.018109487231713
312 => 0.018051251751371
313 => 0.018121842164164
314 => 0.018272120747876
315 => 0.018201252143007
316 => 0.018248062105067
317 => 0.018069670799917
318 => 0.018449092922772
319 => 0.019051706566772
320 => 0.019053644068174
321 => 0.018982775081297
322 => 0.01895377701876
323 => 0.019026492899986
324 => 0.01906593828259
325 => 0.019301088108662
326 => 0.019553413240819
327 => 0.020730904534519
328 => 0.020400269691056
329 => 0.021445010016097
330 => 0.022271263970652
331 => 0.022519021403916
401 => 0.022291096223201
402 => 0.02151137649225
403 => 0.0214731197224
404 => 0.02263835018962
405 => 0.022309119211694
406 => 0.022269958234474
407 => 0.021853351600368
408 => 0.02209961771886
409 => 0.02204575570624
410 => 0.021960731884299
411 => 0.022430590483335
412 => 0.023310123836164
413 => 0.023173040314914
414 => 0.023070713825422
415 => 0.022622348935264
416 => 0.022892364745063
417 => 0.022796217287006
418 => 0.023209327783505
419 => 0.022964610276897
420 => 0.022306624963229
421 => 0.022411411293178
422 => 0.022395573050207
423 => 0.022721522968241
424 => 0.022623680893422
425 => 0.022376467814789
426 => 0.023307117686781
427 => 0.023246686460641
428 => 0.023332364122807
429 => 0.023370082079362
430 => 0.023936552256553
501 => 0.024168616963124
502 => 0.024221299714381
503 => 0.024441743237095
504 => 0.024215814878716
505 => 0.025119689396421
506 => 0.025720713208155
507 => 0.026418833293886
508 => 0.027438974376128
509 => 0.027822556859884
510 => 0.027753266117507
511 => 0.028526725443354
512 => 0.029916614658866
513 => 0.028034202466415
514 => 0.030016387075919
515 => 0.029388850313972
516 => 0.0279009719403
517 => 0.027805170113969
518 => 0.028812778623243
519 => 0.031047557318088
520 => 0.03048777060168
521 => 0.031048472928618
522 => 0.030394383880787
523 => 0.030361902846467
524 => 0.031016705283519
525 => 0.032546686869115
526 => 0.0318198499683
527 => 0.030777751043263
528 => 0.031547220672655
529 => 0.030880634868623
530 => 0.02937863048652
531 => 0.030487342543327
601 => 0.029745978365242
602 => 0.029962347845495
603 => 0.031520585078232
604 => 0.031333093851804
605 => 0.031575724860021
606 => 0.031147487481278
607 => 0.030747446242694
608 => 0.030000739563426
609 => 0.02977967652789
610 => 0.029840770397897
611 => 0.029779646252802
612 => 0.02936187072834
613 => 0.029271652143609
614 => 0.029121283883158
615 => 0.029167889294671
616 => 0.028885152973236
617 => 0.029418734828089
618 => 0.029517772322257
619 => 0.029906068699185
620 => 0.029946382917161
621 => 0.031027782799852
622 => 0.030432165916653
623 => 0.03083175714499
624 => 0.030796013944429
625 => 0.027933218776299
626 => 0.028327686691812
627 => 0.028941354977499
628 => 0.028664898246604
629 => 0.028274053110032
630 => 0.02795842470646
701 => 0.027480215400387
702 => 0.028153285815489
703 => 0.029038301838289
704 => 0.029968828383998
705 => 0.031086795058154
706 => 0.030837277911049
707 => 0.029947928774666
708 => 0.029987824327254
709 => 0.030234442935033
710 => 0.029915049430296
711 => 0.029820854050448
712 => 0.03022150193631
713 => 0.030224260978108
714 => 0.029856760150914
715 => 0.029448350233429
716 => 0.029446638980963
717 => 0.029373966380918
718 => 0.030407312174892
719 => 0.030975547878533
720 => 0.031040695186198
721 => 0.030971162945661
722 => 0.030997923145408
723 => 0.030667279309678
724 => 0.031423033068772
725 => 0.032116587454418
726 => 0.031930700063436
727 => 0.031652028438906
728 => 0.031430053067323
729 => 0.03187840972037
730 => 0.031858445104389
731 => 0.032110529861903
801 => 0.03209909384119
802 => 0.032014327218625
803 => 0.03193070309072
804 => 0.032262263305423
805 => 0.032166779288282
806 => 0.03207114695809
807 => 0.031879341679312
808 => 0.031905411202246
809 => 0.0316267876943
810 => 0.031497883710581
811 => 0.029559477079337
812 => 0.029041471488204
813 => 0.029204446592151
814 => 0.029258102228017
815 => 0.029032665530914
816 => 0.029355883844623
817 => 0.029305510612804
818 => 0.029501483390456
819 => 0.029379048107128
820 => 0.029384072893863
821 => 0.029744128956176
822 => 0.029848654762853
823 => 0.029795492093951
824 => 0.029832725404941
825 => 0.030690751341504
826 => 0.03056876749145
827 => 0.030503966002337
828 => 0.030521916457682
829 => 0.030741160480758
830 => 0.030802536836939
831 => 0.030542480902959
901 => 0.03066512478479
902 => 0.031187326867798
903 => 0.031370068042773
904 => 0.031953290152552
905 => 0.031705527034371
906 => 0.032160306960728
907 => 0.033558145408447
908 => 0.034674835483549
909 => 0.033647881141316
910 => 0.035698540254617
911 => 0.0372952725239
912 => 0.037233987279908
913 => 0.036955560075676
914 => 0.035137722838421
915 => 0.033464921910272
916 => 0.034864290917548
917 => 0.03486785819693
918 => 0.034747651158166
919 => 0.034001055564293
920 => 0.034721671249839
921 => 0.034778871106066
922 => 0.034746854397248
923 => 0.034174441305912
924 => 0.033300472315063
925 => 0.033471243763889
926 => 0.033750970880709
927 => 0.033221389091379
928 => 0.033052155621197
929 => 0.033366792840251
930 => 0.034380619517314
1001 => 0.034188961456714
1002 => 0.0341839564902
1003 => 0.035003950949116
1004 => 0.034417011882412
1005 => 0.033473397738745
1006 => 0.033235122722727
1007 => 0.032389406937148
1008 => 0.032973545842584
1009 => 0.032994567961868
1010 => 0.032674641053116
1011 => 0.033499358044172
1012 => 0.033491758131911
1013 => 0.034274704171994
1014 => 0.035771402939529
1015 => 0.035328755465896
1016 => 0.034814004613968
1017 => 0.034869972304066
1018 => 0.035483799724405
1019 => 0.035112665653751
1020 => 0.035246128053197
1021 => 0.035483597713079
1022 => 0.035626869054926
1023 => 0.034849357762795
1024 => 0.034668082687935
1025 => 0.034297257503677
1026 => 0.034200516134884
1027 => 0.03450254550994
1028 => 0.034422971440468
1029 => 0.032992801134144
1030 => 0.03284334037974
1031 => 0.032847924127697
1101 => 0.032472097954278
1102 => 0.031898872831198
1103 => 0.033405274229159
1104 => 0.033284289114829
1105 => 0.033150730912112
1106 => 0.033167091029873
1107 => 0.033820968820047
1108 => 0.033441686680126
1109 => 0.034450070412227
1110 => 0.034242777031697
1111 => 0.034030167358145
1112 => 0.034000778225011
1113 => 0.033918941639699
1114 => 0.033638293538611
1115 => 0.033299394092211
1116 => 0.03307562332273
1117 => 0.030510514144385
1118 => 0.030986583487332
1119 => 0.031534257871307
1120 => 0.031723312873987
1121 => 0.031399921209694
1122 => 0.033651063012613
1123 => 0.034062368312548
1124 => 0.032816497730263
1125 => 0.032583446212878
1126 => 0.033666341831294
1127 => 0.033013223394783
1128 => 0.033307322586753
1129 => 0.032671640997372
1130 => 0.033963296910219
1201 => 0.033953456656278
1202 => 0.033450973332809
1203 => 0.033875668796948
1204 => 0.033801867508812
1205 => 0.033234565074177
1206 => 0.033981281409276
1207 => 0.033981651771262
1208 => 0.033498022497352
1209 => 0.032933249385487
1210 => 0.032832281292431
1211 => 0.032756215397469
1212 => 0.033288615039516
1213 => 0.033765962893806
1214 => 0.03465418890607
1215 => 0.034877510029282
1216 => 0.035749147240511
1217 => 0.03523012972047
1218 => 0.035460203464702
1219 => 0.035709981059984
1220 => 0.035829733624429
1221 => 0.035634603246942
1222 => 0.036988614616169
1223 => 0.037102934661568
1224 => 0.037141265183926
1225 => 0.036684700168482
1226 => 0.037090236762569
1227 => 0.036900499620156
1228 => 0.037394142954218
1229 => 0.037471552532153
1230 => 0.037405989373568
1231 => 0.037430560395431
]
'min_raw' => 0.016785099646493
'max_raw' => 0.037471552532153
'avg_raw' => 0.027128326089323
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.016785'
'max' => '$0.037471'
'avg' => '$0.027128'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0025882283087677
'max_diff' => -0.0035757775966488
'year' => 2031
]
6 => [
'items' => [
101 => 0.03627515055577
102 => 0.036215236460311
103 => 0.035398303517418
104 => 0.03573120973011
105 => 0.035108857522093
106 => 0.035306211818193
107 => 0.035393203711453
108 => 0.035347764083161
109 => 0.035750031747888
110 => 0.035408022055015
111 => 0.034505402243926
112 => 0.033602536514672
113 => 0.0335912017709
114 => 0.033353493161291
115 => 0.033181673375048
116 => 0.033214771961513
117 => 0.033331415697332
118 => 0.033174893829075
119 => 0.033208295705528
120 => 0.03376298941018
121 => 0.033874229276753
122 => 0.033496192745915
123 => 0.031978321524189
124 => 0.031605832119086
125 => 0.031873570116688
126 => 0.03174560859837
127 => 0.02562118378205
128 => 0.027060026547767
129 => 0.026205115034861
130 => 0.026599097592595
131 => 0.025726454316182
201 => 0.026142925426839
202 => 0.026066018419791
203 => 0.028379635008611
204 => 0.028343511067852
205 => 0.028360801686657
206 => 0.027535475400633
207 => 0.02885024258432
208 => 0.029497944176502
209 => 0.029378071849809
210 => 0.02940824113189
211 => 0.028889832910128
212 => 0.028365821011428
213 => 0.027784611170916
214 => 0.028864427214879
215 => 0.028744370103865
216 => 0.029019737921346
217 => 0.029720075812701
218 => 0.029823203227528
219 => 0.02996180751887
220 => 0.029912127746949
221 => 0.031095701466358
222 => 0.030952362879467
223 => 0.031297767632549
224 => 0.030587243849537
225 => 0.029783218745523
226 => 0.029936037632235
227 => 0.029921319944553
228 => 0.029733946888183
229 => 0.029564794870907
301 => 0.029283204420428
302 => 0.030174198273289
303 => 0.030138025550008
304 => 0.030723619893726
305 => 0.030620110405314
306 => 0.02992884870863
307 => 0.029953537255361
308 => 0.030119579597034
309 => 0.030694254037405
310 => 0.030864856538127
311 => 0.030785826662459
312 => 0.0309728845162
313 => 0.031120727416834
314 => 0.03099145130829
315 => 0.032821728386083
316 => 0.032061669736911
317 => 0.032432117034063
318 => 0.032520466531632
319 => 0.0322941611514
320 => 0.032343238684984
321 => 0.032417577775537
322 => 0.032868950176287
323 => 0.034053481961512
324 => 0.034578103025808
325 => 0.036156451382089
326 => 0.034534540549496
327 => 0.034438303072824
328 => 0.034722611273344
329 => 0.035649268843623
330 => 0.036400237767813
331 => 0.036649377484404
401 => 0.0366823054108
402 => 0.037149708081619
403 => 0.037417614575989
404 => 0.037092953103471
405 => 0.036817836498985
406 => 0.035832402970447
407 => 0.035946469584621
408 => 0.036732275441867
409 => 0.03784227249896
410 => 0.038794765449456
411 => 0.038461235615923
412 => 0.041005832810411
413 => 0.041258119228497
414 => 0.041223261402914
415 => 0.041798007408567
416 => 0.040657253632335
417 => 0.040169559291932
418 => 0.036877319831581
419 => 0.037802304831237
420 => 0.039146824850702
421 => 0.038968872584434
422 => 0.037992446207176
423 => 0.03879402474249
424 => 0.038528997811037
425 => 0.038319960074222
426 => 0.039277602470529
427 => 0.038224635318008
428 => 0.039136320697877
429 => 0.037967074768018
430 => 0.038462759152108
501 => 0.038181384722142
502 => 0.038363468462283
503 => 0.037299010638002
504 => 0.037873366241731
505 => 0.037275115556581
506 => 0.037274831907861
507 => 0.037261625490829
508 => 0.037965464768858
509 => 0.037988416942446
510 => 0.03746827865254
511 => 0.037393318598877
512 => 0.037670485205423
513 => 0.037345995699207
514 => 0.037497822296853
515 => 0.037350594372182
516 => 0.037317450265244
517 => 0.037053352382157
518 => 0.036939571752601
519 => 0.036984188069215
520 => 0.036831889579322
521 => 0.036740124230284
522 => 0.037243371053205
523 => 0.036974506576637
524 => 0.037202163716111
525 => 0.036942719673059
526 => 0.03604337358545
527 => 0.035526150140054
528 => 0.033827368749988
529 => 0.034309141044879
530 => 0.034628556574821
531 => 0.034522989744081
601 => 0.034749788145451
602 => 0.034763711725315
603 => 0.034689977253094
604 => 0.034604602180232
605 => 0.0345630463163
606 => 0.034872769679965
607 => 0.035052574517381
608 => 0.034660614196479
609 => 0.0345687833774
610 => 0.034965076902554
611 => 0.035206815723967
612 => 0.036991679359969
613 => 0.03685945089678
614 => 0.037191318390859
615 => 0.037153955203947
616 => 0.037501805208379
617 => 0.038070392953244
618 => 0.036914295088299
619 => 0.037114953702797
620 => 0.037065756844406
621 => 0.037602875244208
622 => 0.037604552069224
623 => 0.037282522757489
624 => 0.037457100071709
625 => 0.03735965580419
626 => 0.037535750765981
627 => 0.036857684905039
628 => 0.037683495930979
629 => 0.038151677568601
630 => 0.038158178271093
701 => 0.038380092651606
702 => 0.038605570514622
703 => 0.039038355637697
704 => 0.038593500372434
705 => 0.037793249056012
706 => 0.037851024616262
707 => 0.037381837562244
708 => 0.037389724681388
709 => 0.037347622621275
710 => 0.03747397407297
711 => 0.036885411943327
712 => 0.037023546298753
713 => 0.036830157392243
714 => 0.037114533313083
715 => 0.036808591831283
716 => 0.037065733120192
717 => 0.037176706776116
718 => 0.037586201955568
719 => 0.036748109060328
720 => 0.035039180913032
721 => 0.035398418328344
722 => 0.034867077973607
723 => 0.034916255546393
724 => 0.035015602069974
725 => 0.034693587482888
726 => 0.034755017718258
727 => 0.034752822997973
728 => 0.034733910084238
729 => 0.034650141653343
730 => 0.034528660855467
731 => 0.035012602964388
801 => 0.035094834158924
802 => 0.035277623918089
803 => 0.035821482253885
804 => 0.035767137981076
805 => 0.035855775744749
806 => 0.03566228000433
807 => 0.034925231258832
808 => 0.034965256551761
809 => 0.034466140507574
810 => 0.035264860398673
811 => 0.035075712985873
812 => 0.034953768418365
813 => 0.034920494713312
814 => 0.035465701168728
815 => 0.035628835485253
816 => 0.035527181126731
817 => 0.035318685071672
818 => 0.035719059133711
819 => 0.035826182342287
820 => 0.035850163278135
821 => 0.036559549351956
822 => 0.035889810079365
823 => 0.036051022978914
824 => 0.037308760000938
825 => 0.036168166077807
826 => 0.036772364117169
827 => 0.036742791767237
828 => 0.037051879039228
829 => 0.036717437589353
830 => 0.036721583391948
831 => 0.036996031950091
901 => 0.036610618447238
902 => 0.036515184643849
903 => 0.036383343527978
904 => 0.036671213781173
905 => 0.036843778978711
906 => 0.038234527735701
907 => 0.039133014858565
908 => 0.03909400916297
909 => 0.039450448205103
910 => 0.039289869152015
911 => 0.038771317030978
912 => 0.039656422270893
913 => 0.039376337938608
914 => 0.039399427750659
915 => 0.039398568346701
916 => 0.039584799942274
917 => 0.039452837788936
918 => 0.039192726839069
919 => 0.03936540062646
920 => 0.039878180043004
921 => 0.041469863085948
922 => 0.042360590003775
923 => 0.041416240207065
924 => 0.042067640051488
925 => 0.041677032262331
926 => 0.041606047207466
927 => 0.042015174447834
928 => 0.042425017811277
929 => 0.042398912560827
930 => 0.042101387324657
1001 => 0.041933322868168
1002 => 0.043205963238426
1003 => 0.044143622984369
1004 => 0.044079680875846
1005 => 0.044361900547778
1006 => 0.045190506233293
1007 => 0.045266263552752
1008 => 0.045256719871763
1009 => 0.045068947451025
1010 => 0.04588481735646
1011 => 0.046565430385439
1012 => 0.045025483560891
1013 => 0.045611875152295
1014 => 0.045875125230033
1015 => 0.046261654446931
1016 => 0.046913794025658
1017 => 0.047622190579635
1018 => 0.04772236561954
1019 => 0.04765128663491
1020 => 0.047184080064841
1021 => 0.047959216027131
1022 => 0.048413272494666
1023 => 0.048683652730185
1024 => 0.049369292020481
1025 => 0.045876750972892
1026 => 0.043404556828856
1027 => 0.043018488014348
1028 => 0.043803574130056
1029 => 0.044010595077823
1030 => 0.04392714519336
1031 => 0.041144465922189
1101 => 0.043003837783874
1102 => 0.045004365566621
1103 => 0.045081213986162
1104 => 0.046082720023268
1105 => 0.046408851442069
1106 => 0.047215195072337
1107 => 0.04716475805872
1108 => 0.047361089900961
1109 => 0.047315956610423
1110 => 0.04880953838981
1111 => 0.050457180891514
1112 => 0.050400128270862
1113 => 0.050163260167221
1114 => 0.050515049693142
1115 => 0.052215593327002
1116 => 0.052059034519852
1117 => 0.05221111806535
1118 => 0.05421615484811
1119 => 0.056822987878855
1120 => 0.055611852214317
1121 => 0.058239668111465
1122 => 0.059893738924185
1123 => 0.062754283360669
1124 => 0.062396129108743
1125 => 0.063509718066222
1126 => 0.061754958248747
1127 => 0.057725675012355
1128 => 0.05708802551672
1129 => 0.058364615954839
1130 => 0.061502988979083
1201 => 0.058265777419784
1202 => 0.058920661102077
1203 => 0.05873205455752
1204 => 0.058722004516287
1205 => 0.059105573713687
1206 => 0.058549186587234
1207 => 0.056282365341933
1208 => 0.057321236160193
1209 => 0.056920078246589
1210 => 0.057365192860036
1211 => 0.059767292849584
1212 => 0.058705267185293
1213 => 0.057586509419922
1214 => 0.05898967992992
1215 => 0.060776398170847
1216 => 0.060664588554371
1217 => 0.060447631165614
1218 => 0.061670608606519
1219 => 0.063690609040124
1220 => 0.064236607040309
1221 => 0.064639651601607
1222 => 0.064695224637117
1223 => 0.065267661441313
1224 => 0.062189524472502
1225 => 0.067074606894169
1226 => 0.067918125680712
1227 => 0.067759579109113
1228 => 0.068697114739659
1229 => 0.068421267974169
1230 => 0.068021609290006
1231 => 0.069507802683969
]
'min_raw' => 0.02562118378205
'max_raw' => 0.069507802683969
'avg_raw' => 0.047564493233009
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.025621'
'max' => '$0.0695078'
'avg' => '$0.047564'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.008836084135557
'max_diff' => 0.032036250151816
'year' => 2032
]
7 => [
'items' => [
101 => 0.067804001887413
102 => 0.065385671159257
103 => 0.064058927092633
104 => 0.065806090704955
105 => 0.066873022555393
106 => 0.067578196638922
107 => 0.06779158189052
108 => 0.062428471483059
109 => 0.059538052425177
110 => 0.061390777902557
111 => 0.063651230853243
112 => 0.062176967542228
113 => 0.06223475587287
114 => 0.060132843820945
115 => 0.063837203430079
116 => 0.063297509393596
117 => 0.06609744300957
118 => 0.065429216381246
119 => 0.067712453552276
120 => 0.067111200685534
121 => 0.069606967719786
122 => 0.070602596759944
123 => 0.072274412875657
124 => 0.07350420761589
125 => 0.074226366609581
126 => 0.07418301089235
127 => 0.077044564603532
128 => 0.075357206355119
129 => 0.073237486715309
130 => 0.073199147674655
131 => 0.074296980512772
201 => 0.076597736965736
202 => 0.077194289639344
203 => 0.077527681200679
204 => 0.077017080419051
205 => 0.075185573974455
206 => 0.074394738777626
207 => 0.075068553278025
208 => 0.074244536045577
209 => 0.075667020967183
210 => 0.077620396590932
211 => 0.077217032249112
212 => 0.078565418768053
213 => 0.079960856960759
214 => 0.081956396249379
215 => 0.08247810411403
216 => 0.083340467375526
217 => 0.084228122443179
218 => 0.084513213327934
219 => 0.085057540285438
220 => 0.085054671413684
221 => 0.086695037337553
222 => 0.088504411749484
223 => 0.089187408702874
224 => 0.090757922536522
225 => 0.088068472633768
226 => 0.090108451279181
227 => 0.09194856308132
228 => 0.089754705931904
301 => 0.092778426909217
302 => 0.092895831142867
303 => 0.094668495682256
304 => 0.092871560570152
305 => 0.091804546236604
306 => 0.09488497663705
307 => 0.096375499875177
308 => 0.095926542145573
309 => 0.092509951655506
310 => 0.090521349445828
311 => 0.08531679389038
312 => 0.091481814765876
313 => 0.094484616598206
314 => 0.092502175124184
315 => 0.093502003291947
316 => 0.098956741579887
317 => 0.10103355275179
318 => 0.10060159054604
319 => 0.1006745850481
320 => 0.10179519465967
321 => 0.10676459480835
322 => 0.10378681504947
323 => 0.10606321609985
324 => 0.1072706110088
325 => 0.10839210668908
326 => 0.10563806775066
327 => 0.10205510355664
328 => 0.10092022839379
329 => 0.092305060389244
330 => 0.091856603480829
331 => 0.091604871028501
401 => 0.090017733524832
402 => 0.088770678200499
403 => 0.087778973506394
404 => 0.085176444240972
405 => 0.086054721470004
406 => 0.081906833010993
407 => 0.084560505054927
408 => 0.077940374920077
409 => 0.083453816014609
410 => 0.080453100692261
411 => 0.082468000327238
412 => 0.082460970532226
413 => 0.078750901479722
414 => 0.076611011077404
415 => 0.077974632527541
416 => 0.079436542966495
417 => 0.079673733016758
418 => 0.081569138060627
419 => 0.082098104866776
420 => 0.080495310749046
421 => 0.077803187437677
422 => 0.078428506282113
423 => 0.07659833901098
424 => 0.073391041264687
425 => 0.075694578500121
426 => 0.07648110739168
427 => 0.076828483357756
428 => 0.073674474384912
429 => 0.072683416288778
430 => 0.072155785274179
501 => 0.077396044485631
502 => 0.077683117714451
503 => 0.076214410487745
504 => 0.082853106420988
505 => 0.081350565070914
506 => 0.083029271890515
507 => 0.078371765151262
508 => 0.078549688180866
509 => 0.076344749850647
510 => 0.077579367981537
511 => 0.076706779680224
512 => 0.077479623037295
513 => 0.077942862158972
514 => 0.080147438680507
515 => 0.083478988737225
516 => 0.079818148464338
517 => 0.078223067933243
518 => 0.079212646923661
519 => 0.081848026180339
520 => 0.085840760656788
521 => 0.08347698148546
522 => 0.084525986542122
523 => 0.084755147480016
524 => 0.08301218423094
525 => 0.085905026197918
526 => 0.087455323709427
527 => 0.089045608167368
528 => 0.090426407603439
529 => 0.088410413583762
530 => 0.090567816166207
531 => 0.088829330517578
601 => 0.087269729169415
602 => 0.087272094440885
603 => 0.086293733733042
604 => 0.084398036580214
605 => 0.08404844094002
606 => 0.08586708160937
607 => 0.087325459200278
608 => 0.087445578163822
609 => 0.088253010932294
610 => 0.088730841327457
611 => 0.093414228778977
612 => 0.095297925954991
613 => 0.097601275205259
614 => 0.098498559547889
615 => 0.10119906372496
616 => 0.09901818727775
617 => 0.098546340940039
618 => 0.091995801134639
619 => 0.093068451660805
620 => 0.094785868648578
621 => 0.092024120708203
622 => 0.093775814109622
623 => 0.094121635493002
624 => 0.091930277569985
625 => 0.093100776519655
626 => 0.089992278338084
627 => 0.083546745503038
628 => 0.085912201918517
629 => 0.087653974044329
630 => 0.08516825046184
701 => 0.089623813772663
702 => 0.087020965667976
703 => 0.086195987777534
704 => 0.082977454901063
705 => 0.084496478526066
706 => 0.086550979729205
707 => 0.085281536847066
708 => 0.087915821435313
709 => 0.091646670950309
710 => 0.094305496490624
711 => 0.094509608100842
712 => 0.092800161405895
713 => 0.09553956064409
714 => 0.09555951417687
715 => 0.092469460645412
716 => 0.090576820062884
717 => 0.090146808140383
718 => 0.091221062231592
719 => 0.092525405016565
720 => 0.094581990047644
721 => 0.095824741309749
722 => 0.099065177496983
723 => 0.099941946618662
724 => 0.1009052500636
725 => 0.10219252053782
726 => 0.10373821879149
727 => 0.1003563190091
728 => 0.10049068819211
729 => 0.097341509940342
730 => 0.093976161340486
731 => 0.096530041431152
801 => 0.099868899921266
802 => 0.099102962094523
803 => 0.099016778442324
804 => 0.09916171543997
805 => 0.098584223331797
806 => 0.095972247929386
807 => 0.094660530234126
808 => 0.096352980715885
809 => 0.097252442824635
810 => 0.098647430113968
811 => 0.098475468485948
812 => 0.10206880593257
813 => 0.10346506820744
814 => 0.1031078445681
815 => 0.10317358231481
816 => 0.10570144846929
817 => 0.10851295552839
818 => 0.11114630290028
819 => 0.11382505695186
820 => 0.11059571438913
821 => 0.10895605339393
822 => 0.11064776500476
823 => 0.10975011901149
824 => 0.1149082591479
825 => 0.11526539757949
826 => 0.12042316472366
827 => 0.12531849991897
828 => 0.12224382759184
829 => 0.12514310511004
830 => 0.12827891012754
831 => 0.13432838677233
901 => 0.13229113586152
902 => 0.13073063359163
903 => 0.12925596648688
904 => 0.13232451463506
905 => 0.13627215280644
906 => 0.13712243625854
907 => 0.13850022028423
908 => 0.13705164884863
909 => 0.1387962935879
910 => 0.14495565615327
911 => 0.14329134201791
912 => 0.14092774839385
913 => 0.14578997358774
914 => 0.14754959398399
915 => 0.15989953144519
916 => 0.17549183764044
917 => 0.16903652049101
918 => 0.16502949682457
919 => 0.16597124243405
920 => 0.17166502482368
921 => 0.17349368701561
922 => 0.16852275280029
923 => 0.17027857080194
924 => 0.17995330061925
925 => 0.18514348276375
926 => 0.17809451827706
927 => 0.1586467048243
928 => 0.14071493264864
929 => 0.14547124610785
930 => 0.14493202776717
1001 => 0.15532631800874
1002 => 0.14325164867621
1003 => 0.14345495514055
1004 => 0.15406418829658
1005 => 0.15123382677885
1006 => 0.14664900360545
1007 => 0.14074840693168
1008 => 0.12984060824108
1009 => 0.12017926675434
1010 => 0.13912738228389
1011 => 0.13831030508735
1012 => 0.13712705622269
1013 => 0.13976024853008
1014 => 0.1525462829301
1015 => 0.15225152345282
1016 => 0.15037641404601
1017 => 0.15179866800462
1018 => 0.14639967561001
1019 => 0.14779111888287
1020 => 0.14071209216432
1021 => 0.14391210788737
1022 => 0.14663916663407
1023 => 0.14718666405226
1024 => 0.14842020369137
1025 => 0.13787974253304
1026 => 0.14261210014145
1027 => 0.14539191687445
1028 => 0.13283260374417
1029 => 0.14514365963513
1030 => 0.13769625655468
1031 => 0.13516849609294
1101 => 0.13857179254756
1102 => 0.13724552460938
1103 => 0.1361052773172
1104 => 0.13546899973623
1105 => 0.13796800504438
1106 => 0.1378514234598
1107 => 0.13376256573963
1108 => 0.12842881752684
1109 => 0.13021899850137
1110 => 0.12956860897029
1111 => 0.12721151340773
1112 => 0.12879991122009
1113 => 0.12180541112418
1114 => 0.10977173725164
1115 => 0.11772155081324
1116 => 0.11741549163885
1117 => 0.11726116272444
1118 => 0.12323522789928
1119 => 0.12266095937785
1120 => 0.12161865638821
1121 => 0.12719237069594
1122 => 0.12515788999658
1123 => 0.13142768012806
1124 => 0.13555736941326
1125 => 0.13450994662908
1126 => 0.13839393936233
1127 => 0.13026024065537
1128 => 0.13296192909847
1129 => 0.13351874334221
1130 => 0.12712359192657
1201 => 0.12275491681006
1202 => 0.12246357598633
1203 => 0.11488889537481
1204 => 0.1189352286168
1205 => 0.1224958344211
1206 => 0.12079058055501
1207 => 0.12025074812402
1208 => 0.12300863493859
1209 => 0.12322294636379
1210 => 0.11833662315762
1211 => 0.11935264448191
1212 => 0.12358962230371
1213 => 0.11924588351177
1214 => 0.11080670858473
1215 => 0.1087136765221
1216 => 0.10843442746271
1217 => 0.1027579585084
1218 => 0.10885354293275
1219 => 0.10619265698001
1220 => 0.11459836382239
1221 => 0.10979706915473
1222 => 0.10959009493784
1223 => 0.10927722305248
1224 => 0.10439125173153
1225 => 0.10546096893114
1226 => 0.10901687182518
1227 => 0.11028565803789
1228 => 0.11015331324105
1229 => 0.10899944596109
1230 => 0.1095276804931
1231 => 0.10782605301638
]
'min_raw' => 0.059538052425177
'max_raw' => 0.18514348276375
'avg_raw' => 0.12234076759446
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.059538'
'max' => '$0.185143'
'avg' => '$0.12234'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.033916868643127
'max_diff' => 0.11563568007978
'year' => 2033
]
8 => [
'items' => [
101 => 0.10722517293804
102 => 0.10532863012571
103 => 0.10254123612491
104 => 0.1029288403568
105 => 0.097406283479901
106 => 0.094397301389087
107 => 0.093564454804096
108 => 0.092450737543592
109 => 0.093690252132159
110 => 0.097390638770141
111 => 0.092927187403916
112 => 0.085274913111232
113 => 0.085734827835063
114 => 0.086768119669605
115 => 0.084842587171846
116 => 0.08302023226041
117 => 0.084604622003576
118 => 0.081362252507617
119 => 0.087159944532588
120 => 0.087003133211157
121 => 0.089164154271196
122 => 0.090515485088656
123 => 0.08740110505296
124 => 0.086617846896161
125 => 0.087064026339372
126 => 0.079689674020089
127 => 0.088561512359639
128 => 0.08863823638601
129 => 0.08798127869171
130 => 0.092705258720242
131 => 0.10267433002676
201 => 0.098923564396286
202 => 0.097471154576674
203 => 0.094710122447886
204 => 0.09838903382563
205 => 0.098106550831777
206 => 0.096829055605079
207 => 0.096056422505945
208 => 0.097480022681324
209 => 0.09588002268993
210 => 0.095592618726416
211 => 0.093851263406118
212 => 0.09322967878339
213 => 0.09276948227472
214 => 0.092262851136648
215 => 0.09338035318262
216 => 0.090847946526811
217 => 0.08779411235479
218 => 0.08754021908633
219 => 0.088241240723072
220 => 0.087931090833737
221 => 0.087538734207983
222 => 0.086789618557451
223 => 0.086567371946261
224 => 0.0872895656139
225 => 0.086474251069642
226 => 0.087677292092176
227 => 0.087350131501343
228 => 0.085522639035707
301 => 0.083244906799157
302 => 0.083224630204547
303 => 0.082733896530411
304 => 0.082108873414098
305 => 0.081935006281732
306 => 0.084471189118629
307 => 0.089721011689441
308 => 0.088690345901184
309 => 0.089435107560079
310 => 0.093098597804134
311 => 0.094263111187724
312 => 0.093436567171063
313 => 0.092305142742043
314 => 0.092354919674843
315 => 0.096221339454272
316 => 0.096462483313268
317 => 0.097071776048993
318 => 0.097854889400507
319 => 0.093569934761103
320 => 0.092153098696667
321 => 0.091481723166265
322 => 0.089414146387655
323 => 0.091643850682749
324 => 0.090344697475455
325 => 0.090519997628512
326 => 0.090405833173863
327 => 0.090468174685868
328 => 0.08715832395951
329 => 0.088364259603562
330 => 0.08635915770026
331 => 0.083674551334991
401 => 0.08366555159311
402 => 0.084322605197731
403 => 0.083931764003192
404 => 0.082880020398135
405 => 0.083029415613144
406 => 0.081720556328637
407 => 0.083188334827945
408 => 0.083230425463342
409 => 0.082665250790673
410 => 0.084926566083259
411 => 0.085853028803689
412 => 0.085481018726924
413 => 0.085826927585
414 => 0.088733174717863
415 => 0.089207019808972
416 => 0.089417470497993
417 => 0.089135494454078
418 => 0.085880048447516
419 => 0.086024441321132
420 => 0.084964982220712
421 => 0.084069850923907
422 => 0.084105651481434
423 => 0.084565865326915
424 => 0.086575646181317
425 => 0.090805111506353
426 => 0.090965616623739
427 => 0.091160153508276
428 => 0.090368874232461
429 => 0.090130216831352
430 => 0.090445067546116
501 => 0.092033432347478
502 => 0.096119137853416
503 => 0.094674976652522
504 => 0.093500851116487
505 => 0.094530875753561
506 => 0.094372311534283
507 => 0.09303386995019
508 => 0.092996304352742
509 => 0.090427407027207
510 => 0.089477744176919
511 => 0.088684134818185
512 => 0.087817534116146
513 => 0.087303784171258
514 => 0.08809313758178
515 => 0.088273672046121
516 => 0.086547737018478
517 => 0.08631249845176
518 => 0.087721934252228
519 => 0.087101694105505
520 => 0.087739626477625
521 => 0.087887632260039
522 => 0.087863799920208
523 => 0.087216197972902
524 => 0.087628960142347
525 => 0.086652654561285
526 => 0.085591068878237
527 => 0.084913843351577
528 => 0.084322874258636
529 => 0.084650778258725
530 => 0.083481860371313
531 => 0.08310790001346
601 => 0.087489125606782
602 => 0.090725584058681
603 => 0.090678524671012
604 => 0.09039206275127
605 => 0.089966438445212
606 => 0.092002295278439
607 => 0.091293043465985
608 => 0.091809083419518
609 => 0.09194043724582
610 => 0.092338005716797
611 => 0.092480102273006
612 => 0.092050587787738
613 => 0.0906090847144
614 => 0.087016996109642
615 => 0.085344869167469
616 => 0.084793039425075
617 => 0.084813097388137
618 => 0.084259809224193
619 => 0.084422777385111
620 => 0.084203135548512
621 => 0.08378718704706
622 => 0.084625094610873
623 => 0.084721655651953
624 => 0.084526078014309
625 => 0.084572143627988
626 => 0.082952844320602
627 => 0.083075956130009
628 => 0.082390453930936
629 => 0.082261930532463
630 => 0.080529040666712
701 => 0.077458975083131
702 => 0.079160089434912
703 => 0.077105382510836
704 => 0.076327233864798
705 => 0.080010868528198
706 => 0.079641133776114
707 => 0.07900830860038
708 => 0.078072228273146
709 => 0.077725026974171
710 => 0.075615541792172
711 => 0.075490902153954
712 => 0.076536419971044
713 => 0.076053949472528
714 => 0.075376378166746
715 => 0.072922283581505
716 => 0.0701630687449
717 => 0.070246352097011
718 => 0.071124006999518
719 => 0.073675906996446
720 => 0.072678835519328
721 => 0.071955448722602
722 => 0.071819980120503
723 => 0.073515653298507
724 => 0.075915386099896
725 => 0.077041287039313
726 => 0.075925553402471
727 => 0.074643858675832
728 => 0.074721869495041
729 => 0.075240840525776
730 => 0.075295377043251
731 => 0.074461125536556
801 => 0.074695962449034
802 => 0.074339223705042
803 => 0.07214991869165
804 => 0.072110321106319
805 => 0.07157303034872
806 => 0.071556761398113
807 => 0.070642695785976
808 => 0.070514811688201
809 => 0.068699878935488
810 => 0.069894473169447
811 => 0.069093202076319
812 => 0.067885497538234
813 => 0.067677288820657
814 => 0.067671029815187
815 => 0.068911072338007
816 => 0.069879982550579
817 => 0.069107140530038
818 => 0.068931179382874
819 => 0.070809984082686
820 => 0.07057088905895
821 => 0.070363834310392
822 => 0.075700516348032
823 => 0.071476116088747
824 => 0.069634036455362
825 => 0.067354113107613
826 => 0.068096467646012
827 => 0.06825289265471
828 => 0.062770087990446
829 => 0.060545714820995
830 => 0.059782393772973
831 => 0.059343091718062
901 => 0.059543287180893
902 => 0.057541090435436
903 => 0.058886599761661
904 => 0.057152866621573
905 => 0.056862200618581
906 => 0.059962330241381
907 => 0.060393695167699
908 => 0.058553358377449
909 => 0.059735152520252
910 => 0.059306617535904
911 => 0.057182586500144
912 => 0.057101464137892
913 => 0.056035700027449
914 => 0.054367985567202
915 => 0.053605795308116
916 => 0.053208840003545
917 => 0.053372631498715
918 => 0.053289813506655
919 => 0.05274937008821
920 => 0.05332079109078
921 => 0.051861046556674
922 => 0.051279764521232
923 => 0.051017212911463
924 => 0.049721605617684
925 => 0.051783492981266
926 => 0.052189710766864
927 => 0.052596728926987
928 => 0.056139544127756
929 => 0.055962555092218
930 => 0.057562449776331
1001 => 0.057500280810923
1002 => 0.057043964930439
1003 => 0.055118843290994
1004 => 0.055886162464483
1005 => 0.053524473316358
1006 => 0.055294011405385
1007 => 0.054486468119231
1008 => 0.055020980208021
1009 => 0.054059879277364
1010 => 0.054591792215274
1011 => 0.052286040073516
1012 => 0.050132961166349
1013 => 0.050999422970884
1014 => 0.051941366044341
1015 => 0.053983738630226
1016 => 0.052767318367281
1017 => 0.053204789091778
1018 => 0.051739335396426
1019 => 0.048715685836761
1020 => 0.048732799364901
1021 => 0.048267676753933
1022 => 0.047865742909043
1023 => 0.052907038867292
1024 => 0.052280074023788
1025 => 0.051281087600795
1026 => 0.052618270626114
1027 => 0.052971843041956
1028 => 0.052981908751571
1029 => 0.053957482969154
1030 => 0.05447814710396
1031 => 0.054569916414407
1101 => 0.05610500352445
1102 => 0.056619544475448
1103 => 0.058738865832047
1104 => 0.054433972389799
1105 => 0.05434531594227
1106 => 0.0526370875335
1107 => 0.051553702070636
1108 => 0.052711267863019
1109 => 0.053736713131583
1110 => 0.052668950976412
1111 => 0.052808378172188
1112 => 0.051374994718245
1113 => 0.051887361856069
1114 => 0.052328681458471
1115 => 0.052085010713592
1116 => 0.051720223814711
1117 => 0.053652638313584
1118 => 0.053543603914364
1119 => 0.055343112721733
1120 => 0.056745958521185
1121 => 0.059260108982487
1122 => 0.056636461910491
1123 => 0.056540845783135
1124 => 0.05747550876535
1125 => 0.056619401383415
1126 => 0.057160431696976
1127 => 0.059172940634677
1128 => 0.05921546177726
1129 => 0.058503177853588
1130 => 0.0584598353121
1201 => 0.058596637231173
1202 => 0.059397890344118
1203 => 0.059117907886434
1204 => 0.059441910674754
1205 => 0.059847081122856
1206 => 0.061523037884914
1207 => 0.061927105386321
1208 => 0.060945430842881
1209 => 0.06103406506281
1210 => 0.060666891835995
1211 => 0.060312207099558
1212 => 0.061109486589522
1213 => 0.062566530527998
1214 => 0.062557466333277
1215 => 0.062895472206117
1216 => 0.063106047064704
1217 => 0.06220210562143
1218 => 0.061613672980707
1219 => 0.061839315498102
1220 => 0.062200122797271
1221 => 0.061722310553821
1222 => 0.058773032043081
1223 => 0.059667654742599
1224 => 0.059518745780584
1225 => 0.059306681310726
1226 => 0.060206231353004
1227 => 0.06011946755696
1228 => 0.057520555013883
1229 => 0.05768692896274
1230 => 0.057530672764761
1231 => 0.058035568507441
]
'min_raw' => 0.047865742909043
'max_raw' => 0.10722517293804
'avg_raw' => 0.077545457923542
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.047865'
'max' => '$0.107225'
'avg' => '$0.077545'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.011672309516133
'max_diff' => -0.077918309825705
'year' => 2034
]
9 => [
'items' => [
101 => 0.056592135356384
102 => 0.057036125671978
103 => 0.057314592235769
104 => 0.057478611181122
105 => 0.058071160080582
106 => 0.058001631306404
107 => 0.058066838074357
108 => 0.058945431665147
109 => 0.063389056550451
110 => 0.063630913248652
111 => 0.062439922411777
112 => 0.062915699759853
113 => 0.062002311292615
114 => 0.062615475089843
115 => 0.063034986187234
116 => 0.061139296205467
117 => 0.061027045747673
118 => 0.06010988740132
119 => 0.060602716346146
120 => 0.059818590059273
121 => 0.060010987222499
122 => 0.059473027981237
123 => 0.060441247508892
124 => 0.061523867386914
125 => 0.061797379922056
126 => 0.061077886196646
127 => 0.060556925322501
128 => 0.059642289642684
129 => 0.061163349162206
130 => 0.061608153319163
131 => 0.061161012795328
201 => 0.061057400565742
202 => 0.0608610555779
203 => 0.061099056083095
204 => 0.061605730820197
205 => 0.061366792370993
206 => 0.061524615426246
207 => 0.06092315668605
208 => 0.062202404863661
209 => 0.064234158837546
210 => 0.064240691258797
211 => 0.064001751521626
212 => 0.063903982529204
213 => 0.064149149199618
214 => 0.064282142061054
215 => 0.065074966117292
216 => 0.06592569791714
217 => 0.069895692023666
218 => 0.068780933564741
219 => 0.072303348512057
220 => 0.075089121407048
221 => 0.075924452891171
222 => 0.075155987231161
223 => 0.072527107719968
224 => 0.072398122349417
225 => 0.07632677822344
226 => 0.07521675299519
227 => 0.075084719026361
228 => 0.073680100672928
301 => 0.074510404085174
302 => 0.0743288045491
303 => 0.074042140797253
304 => 0.075626301868382
305 => 0.078591709974502
306 => 0.078129523311742
307 => 0.077784522408214
308 => 0.076272828877208
309 => 0.077183206031847
310 => 0.076859038164206
311 => 0.078251869045605
312 => 0.077426786886446
313 => 0.075208343462346
314 => 0.075561637889719
315 => 0.075508238147751
316 => 0.0766072010535
317 => 0.076277319667131
318 => 0.075443823512656
319 => 0.078581574531976
320 => 0.07837782643387
321 => 0.078666694653685
322 => 0.078793863377594
323 => 0.080703757129679
324 => 0.081486179490125
325 => 0.081663803064178
326 => 0.082407043791884
327 => 0.081645310557796
328 => 0.084692786600742
329 => 0.086719180344144
330 => 0.089072940954375
331 => 0.09251241783713
401 => 0.093805692961986
402 => 0.093572074386338
403 => 0.096179846504636
404 => 0.1008659550337
405 => 0.094519270901032
406 => 0.10120234470369
407 => 0.099086560697563
408 => 0.094070074880375
409 => 0.093747072334231
410 => 0.097144294772228
411 => 0.10467900716916
412 => 0.10279164717173
413 => 0.10468209421399
414 => 0.10247678732219
415 => 0.10236727524723
416 => 0.10457498738059
417 => 0.10973342711633
418 => 0.10728284575911
419 => 0.10376933647632
420 => 0.10636365705447
421 => 0.10411621647664
422 => 0.099052103835782
423 => 0.10279020394311
424 => 0.1002906428563
425 => 0.10102014766541
426 => 0.10627385328823
427 => 0.10564171352811
428 => 0.10645976091227
429 => 0.10501592869126
430 => 0.10366716172539
501 => 0.10114958802284
502 => 0.1004042585644
503 => 0.10061024081257
504 => 0.10040415648983
505 => 0.098995597140949
506 => 0.098691418883669
507 => 0.09818444179518
508 => 0.098341575193984
509 => 0.097388309946246
510 => 0.099187318423378
511 => 0.099521230249542
512 => 0.10083039859434
513 => 0.1009663207949
514 => 0.10461233600032
515 => 0.10260417209397
516 => 0.10395142181888
517 => 0.10383091112268
518 => 0.094178797339349
519 => 0.095508773457371
520 => 0.097577798927515
521 => 0.096645705757713
522 => 0.095327944091824
523 => 0.094263780892708
524 => 0.092651464829774
525 => 0.094920768726566
526 => 0.097904662037283
527 => 0.10104199725343
528 => 0.10481129994929
529 => 0.10397003546709
530 => 0.1009715327614
531 => 0.10110604340237
601 => 0.10193753525686
602 => 0.1008606777563
603 => 0.10054309145663
604 => 0.10189390377616
605 => 0.10190320607821
606 => 0.10066415138123
607 => 0.099287168830164
608 => 0.099281399222997
609 => 0.099036378478108
610 => 0.10252037596839
611 => 0.10443622231617
612 => 0.1046558710124
613 => 0.10442143820884
614 => 0.10451166209062
615 => 0.10339687331365
616 => 0.10594494987748
617 => 0.1082833169111
618 => 0.10765658459416
619 => 0.10671702375583
620 => 0.10596861829271
621 => 0.10748028405172
622 => 0.10741297195505
623 => 0.10826289331501
624 => 0.10822433597274
625 => 0.10793853938654
626 => 0.10765659480086
627 => 0.10877447321353
628 => 0.10845254218326
629 => 0.10813011110518
630 => 0.10748342621636
701 => 0.10757132143305
702 => 0.10663192282314
703 => 0.10619731404224
704 => 0.099661840749769
705 => 0.097915348733271
706 => 0.098464830674784
707 => 0.098645734397223
708 => 0.097885658833453
709 => 0.098975411944507
710 => 0.098805575076483
711 => 0.099466310978719
712 => 0.09905351187282
713 => 0.099070453292116
714 => 0.10028440744452
715 => 0.10063682349949
716 => 0.10045758184958
717 => 0.10058311655713
718 => 0.10347601090771
719 => 0.10306473384061
720 => 0.10284625109577
721 => 0.10290677230923
722 => 0.10364596884016
723 => 0.10385290351019
724 => 0.10297610677225
725 => 0.10338960918256
726 => 0.10515024996441
727 => 0.10576637459442
728 => 0.1077327486568
729 => 0.10689739800559
730 => 0.10843072027902
731 => 0.11314363019947
801 => 0.11690862875249
802 => 0.11344618048799
803 => 0.12036012086093
804 => 0.1257436151871
805 => 0.12553698770819
806 => 0.12459825094995
807 => 0.1184692857872
808 => 0.11282932066672
809 => 0.11754739097557
810 => 0.11755941830707
811 => 0.11715413188329
812 => 0.11463693271291
813 => 0.11706653880851
814 => 0.11725939211734
815 => 0.11715144554823
816 => 0.11522151484618
817 => 0.11227486737497
818 => 0.11285063523757
819 => 0.11379375474185
820 => 0.1120082327649
821 => 0.11143765030468
822 => 0.11249847165599
823 => 0.11591665908083
824 => 0.11527047054837
825 => 0.11525359595434
826 => 0.11801826452276
827 => 0.11603935848059
828 => 0.11285789751418
829 => 0.11205453666184
830 => 0.10920314684477
831 => 0.11117261194773
901 => 0.11124348949061
902 => 0.11016483358117
903 => 0.11294542449642
904 => 0.11291980086162
905 => 0.11555955809931
906 => 0.12060578249022
907 => 0.11911336562821
908 => 0.11737784719218
909 => 0.11756654616688
910 => 0.11963610817062
911 => 0.11838480373965
912 => 0.11883478153743
913 => 0.11963542707533
914 => 0.12011847640725
915 => 0.11749704280172
916 => 0.11688586123061
917 => 0.1156355982317
918 => 0.11530942795254
919 => 0.11632774107757
920 => 0.11605945154666
921 => 0.11123753250758
922 => 0.11073361513909
923 => 0.11074906956536
924 => 0.10948194538233
925 => 0.10754927685857
926 => 0.11262821434538
927 => 0.1122203045855
928 => 0.11177000378031
929 => 0.11182516305956
930 => 0.11402975768143
1001 => 0.11275098146605
1002 => 0.11615081762193
1003 => 0.11545191351671
1004 => 0.1147350851584
1005 => 0.11463599764416
1006 => 0.11436007988313
1007 => 0.11341385521608
1008 => 0.11227123207134
1009 => 0.11151677329886
1010 => 0.10286832861387
1011 => 0.10447342964171
1012 => 0.10631995206469
1013 => 0.10695736420562
1014 => 0.10586702663097
1015 => 0.11345690838922
1016 => 0.11484365292437
1017 => 0.11064311327229
1018 => 0.10985736381029
1019 => 0.11350842199313
1020 => 0.11130638758517
1021 => 0.11229796354424
1022 => 0.11015471868377
1023 => 0.11450962677447
1024 => 0.11447644967129
1025 => 0.11278229206394
1026 => 0.11421418247258
1027 => 0.11396535627699
1028 => 0.11205265651082
1029 => 0.11457026276868
1030 => 0.11457151146997
1031 => 0.11294092160707
1101 => 0.11103674962922
1102 => 0.11069632865411
1103 => 0.11043986717849
1104 => 0.11223488974261
1105 => 0.11384430136071
1106 => 0.11683901737502
1107 => 0.11759196013371
1108 => 0.12053074584714
1109 => 0.11878084204167
1110 => 0.11955655173359
1111 => 0.120398694335
1112 => 0.12080244846688
1113 => 0.12014455277562
1114 => 0.12470969664102
1115 => 0.12509513465565
1116 => 0.12522436868793
1117 => 0.12368502786201
1118 => 0.12505232280264
1119 => 0.12441261077997
1120 => 0.12607696374583
1121 => 0.12633795554241
1122 => 0.12611690477576
1123 => 0.12619974769147
1124 => 0.12230420274891
1125 => 0.122102198193
1126 => 0.11934785173961
1127 => 0.12047026827847
1128 => 0.11837196435789
1129 => 0.11903735814603
1130 => 0.11933065738774
1201 => 0.11917745450846
1202 => 0.12053372802551
1203 => 0.11938061846764
1204 => 0.11633737275565
1205 => 0.1132932979134
1206 => 0.1132550820334
1207 => 0.11245363085982
1208 => 0.11187432845443
1209 => 0.11198592264956
1210 => 0.11237919514868
1211 => 0.11185147074185
1212 => 0.11196408750035
1213 => 0.11383427605307
1214 => 0.11420932902974
1215 => 0.11293475247235
1216 => 0.10781714367392
1217 => 0.10656126963823
1218 => 0.10746396699002
1219 => 0.10703253579702
1220 => 0.086383609935108
1221 => 0.091234768776517
1222 => 0.08835237492274
1223 => 0.089680714623125
1224 => 0.086738536890689
1225 => 0.088142698317354
1226 => 0.087883400973614
1227 => 0.095683920834374
1228 => 0.095562126446013
1229 => 0.095620422974506
1230 => 0.092837777778735
1231 => 0.097270607132648
]
'min_raw' => 0.056592135356384
'max_raw' => 0.12633795554241
'avg_raw' => 0.091465045449396
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.056592'
'max' => '$0.126337'
'avg' => '$0.091465'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0087263924473404
'max_diff' => 0.019112782604367
'year' => 2035
]
10 => [
'items' => [
101 => 0.099454378271773
102 => 0.099050220353108
103 => 0.099151938193995
104 => 0.097404088680218
105 => 0.095637345978409
106 => 0.093677756422349
107 => 0.097318431604918
108 => 0.096913650673014
109 => 0.097842072495219
110 => 0.10020331059195
111 => 0.10055101187117
112 => 0.10101832591647
113 => 0.10085082709691
114 => 0.10484132852637
115 => 0.10435805247309
116 => 0.10552260871349
117 => 0.10312702817189
118 => 0.10041620139846
119 => 0.10093144094449
120 => 0.10088181923291
121 => 0.10025007789139
122 => 0.099679770055324
123 => 0.098730368191517
124 => 0.10173441617364
125 => 0.1016124573116
126 => 0.10358682952634
127 => 0.10323784005935
128 => 0.10090720298664
129 => 0.10099044214564
130 => 0.1015502654933
131 => 0.10348782049149
201 => 0.10406301873376
202 => 0.10379656399026
203 => 0.10442724260411
204 => 0.10492570526566
205 => 0.10448984183993
206 => 0.11066074879358
207 => 0.10809815799229
208 => 0.10934714691845
209 => 0.10964502341787
210 => 0.10888201902827
211 => 0.10904748735924
212 => 0.10929812679323
213 => 0.11081996035617
214 => 0.11481369197143
215 => 0.11658248851757
216 => 0.12190400019754
217 => 0.11643561458725
218 => 0.11611114321557
219 => 0.11706970816338
220 => 0.12019399885874
221 => 0.12272594301763
222 => 0.12356593496649
223 => 0.12367695376929
224 => 0.12525283450697
225 => 0.12615609995737
226 => 0.12506148113564
227 => 0.12413390629559
228 => 0.12081144835335
229 => 0.12119603190691
301 => 0.12384543121783
302 => 0.12758786379334
303 => 0.13079926027687
304 => 0.1296747411568
305 => 0.13825402825612
306 => 0.13910462952878
307 => 0.13898710393613
308 => 0.14092490022167
309 => 0.13707876922022
310 => 0.13543447370182
311 => 0.12433445850443
312 => 0.12745311001116
313 => 0.13198625312817
314 => 0.13138627463822
315 => 0.12809418493538
316 => 0.13079676293162
317 => 0.12990320612864
318 => 0.12919842080442
319 => 0.13242717900402
320 => 0.12887702673348
321 => 0.13195083764355
322 => 0.12800864335688
323 => 0.12967987786542
324 => 0.12873120432986
325 => 0.12934511237242
326 => 0.12575621849979
327 => 0.12769269851799
328 => 0.12567565456447
329 => 0.12567469822301
330 => 0.12563017186594
331 => 0.12800321513231
401 => 0.12808059998803
402 => 0.12632691742872
403 => 0.12607418437425
404 => 0.12700867093937
405 => 0.12591463191403
406 => 0.12642652588819
407 => 0.12593013666104
408 => 0.12581838899045
409 => 0.12492796453889
410 => 0.12454434520243
411 => 0.12469477222891
412 => 0.1241812872371
413 => 0.12387189395596
414 => 0.12556862575501
415 => 0.12466213040074
416 => 0.125429692341
417 => 0.12455495863604
418 => 0.12152275051133
419 => 0.11977889555379
420 => 0.11405133549205
421 => 0.11567566442054
422 => 0.11675259618062
423 => 0.11639667024034
424 => 0.11716133688512
425 => 0.11720828120675
426 => 0.11695968028567
427 => 0.11667183226682
428 => 0.11653172377024
429 => 0.11757597771503
430 => 0.11818220227795
501 => 0.11686068069024
502 => 0.11655106667229
503 => 0.11788719796067
504 => 0.11870223727473
505 => 0.12472002963871
506 => 0.12427421214318
507 => 0.12539312656971
508 => 0.12526715397642
509 => 0.12643995455248
510 => 0.12835698783182
511 => 0.12445912316398
512 => 0.1251356576923
513 => 0.12496978704942
514 => 0.12678071923476
515 => 0.12678637276737
516 => 0.12570062845949
517 => 0.12628922806298
518 => 0.1259606879117
519 => 0.12655440436993
520 => 0.12426825797872
521 => 0.12705253750897
522 => 0.1286310445876
523 => 0.12865296215992
524 => 0.12940116198739
525 => 0.13016137634491
526 => 0.13162054160345
527 => 0.13012068101781
528 => 0.12742257783273
529 => 0.12761737216788
530 => 0.12603547525766
531 => 0.12606206723051
601 => 0.12592011719537
602 => 0.12634611993634
603 => 0.12436174162415
604 => 0.1248274712477
605 => 0.12417544704742
606 => 0.12513424031903
607 => 0.12410273725299
608 => 0.12496970706157
609 => 0.12534386249045
610 => 0.12672450407802
611 => 0.12389881536794
612 => 0.11813704480578
613 => 0.11934823883266
614 => 0.11755678772966
615 => 0.11772259334978
616 => 0.11805754709019
617 => 0.11697185242749
618 => 0.11717896875496
619 => 0.11717156910229
620 => 0.11710780289317
621 => 0.11682537177988
622 => 0.11641579078833
623 => 0.11804743539631
624 => 0.11832468360989
625 => 0.11894097204489
626 => 0.120774628395
627 => 0.12059140288503
628 => 0.12089025129374
629 => 0.12023786689548
630 => 0.11775285559093
701 => 0.11788780366052
702 => 0.11620499907037
703 => 0.11889793894805
704 => 0.11826021523995
705 => 0.1178490706167
706 => 0.11773688599701
707 => 0.11957508762655
708 => 0.12012510636439
709 => 0.11978237159735
710 => 0.11907941259099
711 => 0.12042930169438
712 => 0.1207904750712
713 => 0.1208713284707
714 => 0.12326307314634
715 => 0.1210050004291
716 => 0.12154854097545
717 => 0.1257890891576
718 => 0.12194349711204
719 => 0.12398059298551
720 => 0.12388088774304
721 => 0.12492299706034
722 => 0.12379540436213
723 => 0.12380938222503
724 => 0.1247347047002
725 => 0.12343525616662
726 => 0.12311349443552
727 => 0.1226689829085
728 => 0.12363955756561
729 => 0.12422137317723
730 => 0.1289103797104
731 => 0.1319396917755
801 => 0.13180818134951
802 => 0.13300994046584
803 => 0.13246853697708
804 => 0.13072020229686
805 => 0.1337043964093
806 => 0.13276007252814
807 => 0.13283792144155
808 => 0.1328350239011
809 => 0.13346291672785
810 => 0.13301799711457
811 => 0.13214101488673
812 => 0.13272319661662
813 => 0.13445206822061
814 => 0.13981853872766
815 => 0.14282168671968
816 => 0.13963774544767
817 => 0.14183398550243
818 => 0.14051702406992
819 => 0.14027769300143
820 => 0.14165709405668
821 => 0.14303890957087
822 => 0.14295089389637
823 => 0.14194776679008
824 => 0.14138112574114
825 => 0.14567192160238
826 => 0.14883330690114
827 => 0.14861772161796
828 => 0.14956924494582
829 => 0.15236294686594
830 => 0.1526183679577
831 => 0.15258619077093
901 => 0.15195310294456
902 => 0.15470386529295
903 => 0.15699859963904
904 => 0.15180656140442
905 => 0.15378362159539
906 => 0.15467118761202
907 => 0.1559743978534
908 => 0.15817313197401
909 => 0.16056154041441
910 => 0.16089928755545
911 => 0.16065963979619
912 => 0.15908442022588
913 => 0.16169784524101
914 => 0.16322872832251
915 => 0.16414033416391
916 => 0.16645201490095
917 => 0.15467666891757
918 => 0.14634149375787
919 => 0.1450398357953
920 => 0.14768680844737
921 => 0.14838479402651
922 => 0.14810343691475
923 => 0.13872143947154
924 => 0.14499044152041
925 => 0.15173536061233
926 => 0.1519944604242
927 => 0.15537110795122
928 => 0.15647068279947
929 => 0.15918932664604
930 => 0.15901927473323
1001 => 0.15968122124679
1002 => 0.15952905120664
1003 => 0.16456476645439
1004 => 0.17011990818361
1005 => 0.1699275512898
1006 => 0.16912893394077
1007 => 0.17031501688857
1008 => 0.1760485184783
1009 => 0.1755206695294
1010 => 0.17603342982119
1011 => 0.18279355132146
1012 => 0.19158267088788
1013 => 0.1874992424361
1014 => 0.19635910720159
1015 => 0.20193592243021
1016 => 0.21158044771465
1017 => 0.21037290564875
1018 => 0.21412744856718
1019 => 0.20821115332915
1020 => 0.19462614358208
1021 => 0.19247626378828
1022 => 0.1967803775791
1023 => 0.20736162134454
1024 => 0.19644713655748
1025 => 0.19865512261485
1026 => 0.19801922248178
1027 => 0.19798533806609
1028 => 0.19927856839508
1029 => 0.19740267035253
1030 => 0.18975992425959
1031 => 0.193262549755
1101 => 0.19191001784133
1102 => 0.19341075283748
1103 => 0.2015096006615
1104 => 0.19792890698609
1105 => 0.19415693707096
1106 => 0.19888782441166
1107 => 0.20491186970563
1108 => 0.20453489577738
1109 => 0.2038034087937
1110 => 0.20792676262127
1111 => 0.2147373351151
1112 => 0.21657820549309
1113 => 0.21793709837118
1114 => 0.21812446674038
1115 => 0.22005447739199
1116 => 0.20967632369299
1117 => 0.2261467201432
1118 => 0.22899070262463
1119 => 0.22845615178912
1120 => 0.23161711862415
1121 => 0.23068708199529
1122 => 0.22933960483836
1123 => 0.23435040962881
1124 => 0.22860592628765
1125 => 0.22045235539522
1126 => 0.21597914514428
1127 => 0.22186982924629
1128 => 0.22546706447084
1129 => 0.22784460812715
1130 => 0.22856405140099
1201 => 0.21048195022182
1202 => 0.20073670056556
1203 => 0.20698329386571
1204 => 0.21460456880873
1205 => 0.20963398712587
1206 => 0.20982882451728
1207 => 0.2027420812834
1208 => 0.21523158833573
1209 => 0.21341197221149
1210 => 0.22285214388287
1211 => 0.22059917115138
1212 => 0.22829726468404
1213 => 0.22627009866568
1214 => 0.23468475147055
1215 => 0.23804158429205
1216 => 0.24367822904864
1217 => 0.24782456787687
1218 => 0.25025937734363
1219 => 0.25011320051598
1220 => 0.25976112864053
1221 => 0.25407208249842
1222 => 0.2469252997387
1223 => 0.24679603698639
1224 => 0.25049745704834
1225 => 0.25825461806319
1226 => 0.26026593705224
1227 => 0.26138998997794
1228 => 0.25966846379367
1229 => 0.25349341194402
1230 => 0.25082705586356
1231 => 0.25309886849588
]
'min_raw' => 0.093677756422349
'max_raw' => 0.26138998997794
'avg_raw' => 0.17753387320014
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.093677'
'max' => '$0.261389'
'avg' => '$0.177533'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.037085621065966
'max_diff' => 0.13505203443553
'year' => 2036
]
11 => [
'items' => [
101 => 0.25032063686564
102 => 0.25511664409356
103 => 0.26170258638936
104 => 0.26034261534891
105 => 0.26488879463887
106 => 0.26959361193196
107 => 0.27632171196764
108 => 0.27808068645779
109 => 0.28098820440221
110 => 0.2839809954369
111 => 0.28494219925926
112 => 0.28677743560018
113 => 0.28676776299876
114 => 0.29229837123778
115 => 0.29839880339409
116 => 0.30070157530777
117 => 0.30599667234769
118 => 0.29692900422916
119 => 0.30380693465893
120 => 0.31001100007234
121 => 0.30261425752287
122 => 0.31280894390734
123 => 0.31320478047799
124 => 0.31918144273603
125 => 0.31312295054756
126 => 0.30952543722545
127 => 0.31991132338933
128 => 0.32493672655169
129 => 0.3234230342211
130 => 0.31190376084511
131 => 0.30519904965541
201 => 0.28765152722975
202 => 0.3084373255395
203 => 0.31856148156612
204 => 0.31187754172682
205 => 0.3152485322002
206 => 0.33363956317566
207 => 0.34064167704004
208 => 0.33918528630472
209 => 0.33943139236476
210 => 0.34320960590862
211 => 0.35996428546231
212 => 0.34992449310331
213 => 0.35759953817792
214 => 0.36167035441107
215 => 0.36545155539746
216 => 0.35616612083572
217 => 0.34408590690101
218 => 0.34025959605501
219 => 0.31121295563585
220 => 0.30970095185887
221 => 0.30885221832045
222 => 0.30350107341643
223 => 0.29929653932382
224 => 0.29595293770903
225 => 0.28717832858787
226 => 0.29013950158491
227 => 0.27615460604903
228 => 0.28510164661862
301 => 0.26278141566624
302 => 0.28137036725263
303 => 0.27125324604007
304 => 0.2780466208352
305 => 0.27802291939051
306 => 0.26551416255125
307 => 0.25829937265745
308 => 0.2628969175816
309 => 0.26782585069386
310 => 0.2686255535084
311 => 0.27501604394676
312 => 0.27679949246498
313 => 0.27139556019354
314 => 0.26231887849121
315 => 0.26442718463359
316 => 0.25825664790077
317 => 0.24744301962276
318 => 0.25520955623986
319 => 0.25786139331145
320 => 0.25903259563409
321 => 0.24839863417627
322 => 0.24505721261169
323 => 0.24327826780795
324 => 0.26094616760257
325 => 0.26191405503635
326 => 0.25696220607965
327 => 0.27934503291753
328 => 0.27427910985166
329 => 0.27993898709752
330 => 0.26423587794939
331 => 0.26483575786589
401 => 0.25740165434168
402 => 0.26156425556826
403 => 0.25862226318821
404 => 0.26122795852478
405 => 0.26278980156583
406 => 0.27022268522681
407 => 0.28145523884443
408 => 0.26911246027268
409 => 0.26373453489713
410 => 0.26707096955352
411 => 0.27595633471372
412 => 0.28941811776488
413 => 0.28144847125496
414 => 0.28498526504269
415 => 0.2857578971443
416 => 0.27988137486024
417 => 0.28963479352368
418 => 0.29486172982205
419 => 0.30022348490211
420 => 0.30487894660516
421 => 0.29808188201561
422 => 0.30535571544737
423 => 0.29949428970582
424 => 0.2942359848726
425 => 0.2942439595505
426 => 0.29094534811704
427 => 0.28455387281294
428 => 0.28337518670403
429 => 0.28950686069419
430 => 0.2944238825626
501 => 0.29482887203463
502 => 0.29755118798669
503 => 0.29916222652504
504 => 0.3149525943015
505 => 0.32130361084597
506 => 0.32906951365796
507 => 0.33209477046553
508 => 0.34119970884172
509 => 0.333846731636
510 => 0.33225586876515
511 => 0.31017026646716
512 => 0.3137867826062
513 => 0.3195771738867
514 => 0.31026574788664
515 => 0.31617170448886
516 => 0.3173376654274
517 => 0.30994934919422
518 => 0.31389576812466
519 => 0.30341524947708
520 => 0.28168368551099
521 => 0.28965898696667
522 => 0.29553149329549
523 => 0.28715070268946
524 => 0.30217294546939
525 => 0.29339726135939
526 => 0.29061579080364
527 => 0.27976428249983
528 => 0.28488577670637
529 => 0.29181267095345
530 => 0.28753265564665
531 => 0.2964143300558
601 => 0.3089931496752
602 => 0.31795756561765
603 => 0.31864574216211
604 => 0.31288222328034
605 => 0.32211829907066
606 => 0.32218557379954
607 => 0.31176724257758
608 => 0.30538607271364
609 => 0.30393625749446
610 => 0.307558180165
611 => 0.31195586293084
612 => 0.3188897829493
613 => 0.32307980559561
614 => 0.3340051624409
615 => 0.33696125074871
616 => 0.34020909556901
617 => 0.34454921784719
618 => 0.34976064742665
619 => 0.33835833619364
620 => 0.33881137127549
621 => 0.32819369693106
622 => 0.31684718916551
623 => 0.3254577741974
624 => 0.33671496870848
625 => 0.33413255584954
626 => 0.333841981649
627 => 0.33433064685575
628 => 0.33238359189383
629 => 0.3235771344623
630 => 0.31915458667153
701 => 0.3248608016339
702 => 0.32789340093199
703 => 0.33259669797287
704 => 0.33201691733803
705 => 0.34413210541813
706 => 0.34883970116178
707 => 0.34763529672118
708 => 0.34785693612386
709 => 0.35637981335367
710 => 0.3658590056966
711 => 0.37473752021536
712 => 0.38376912652491
713 => 0.37288117260915
714 => 0.36735294108637
715 => 0.3730566648938
716 => 0.37003018875585
717 => 0.38742121835562
718 => 0.38862533551232
719 => 0.4060151075427
720 => 0.42252007193507
721 => 0.41215359951738
722 => 0.42192871609109
723 => 0.43250130164251
724 => 0.45289753451138
725 => 0.44602880082926
726 => 0.44076745847555
727 => 0.4357955153739
728 => 0.44614133969468
729 => 0.45945107740478
730 => 0.46231786742846
731 => 0.46696316246488
801 => 0.46207920273373
802 => 0.46796139427938
803 => 0.48872811520147
804 => 0.48311676389541
805 => 0.47514774297106
806 => 0.49154107468197
807 => 0.49747375770069
808 => 0.53911243409626
809 => 0.59168298305359
810 => 0.56991843058842
811 => 0.55640847053557
812 => 0.55958363160852
813 => 0.57878061646235
814 => 0.58494607871556
815 => 0.56818622694905
816 => 0.57410608992892
817 => 0.60672511697605
818 => 0.62422417844315
819 => 0.60045810253332
820 => 0.53488844167434
821 => 0.47443021982777
822 => 0.49046646273069
823 => 0.48864845044805
824 => 0.5236935257037
825 => 0.48298293502256
826 => 0.4836683969615
827 => 0.51943816726005
828 => 0.50989540579351
829 => 0.49443735436225
830 => 0.47454308071012
831 => 0.43776667586658
901 => 0.40519278851073
902 => 0.46907768293379
903 => 0.46632285011912
904 => 0.46233344396014
905 => 0.47121143566812
906 => 0.51432044334019
907 => 0.51332664118311
908 => 0.50700457890207
909 => 0.51179980742214
910 => 0.4935967276181
911 => 0.49828807576002
912 => 0.47442064293654
913 => 0.48520971936479
914 => 0.49440418832644
915 => 0.49625011409694
916 => 0.50040907911316
917 => 0.46487117840636
918 => 0.48082665248577
919 => 0.49019899868167
920 => 0.4478543975997
921 => 0.48936198206655
922 => 0.46425254261975
923 => 0.45573002174038
924 => 0.46720447334771
925 => 0.46273286839706
926 => 0.45888844504195
927 => 0.45674319075422
928 => 0.46516876162563
929 => 0.46477569867374
930 => 0.45098982939528
1001 => 0.43300672490545
1002 => 0.43904244504752
1003 => 0.43684961133473
1004 => 0.4289024990784
1005 => 0.43425789320117
1006 => 0.4106754477874
1007 => 0.37010307616186
1008 => 0.39690642762305
1009 => 0.39587452774823
1010 => 0.39535419703841
1011 => 0.41549617487127
1012 => 0.41355998845713
1013 => 0.41004579115628
1014 => 0.4288379580891
1015 => 0.42197856436831
1016 => 0.44311759953937
1017 => 0.45704113529011
1018 => 0.45350967624453
1019 => 0.46660482891638
1020 => 0.43918149584916
1021 => 0.44829042706093
1022 => 0.45016776515925
1023 => 0.42860606566618
1024 => 0.4138767724997
1025 => 0.41289449657174
1026 => 0.3873559320427
1027 => 0.40099842707402
1028 => 0.41300325813678
1029 => 0.40725387567024
1030 => 0.40543379293925
1031 => 0.4147322008841
1101 => 0.41545476681689
1102 => 0.3989801869751
1103 => 0.4024057738063
1104 => 0.41669104034884
1105 => 0.40204582174165
1106 => 0.37359255427075
1107 => 0.36653575054077
1108 => 0.3655942428405
1109 => 0.34645563144262
1110 => 0.36700731990943
1111 => 0.35803595714266
1112 => 0.38637638462946
1113 => 0.37018848444176
1114 => 0.36949065641901
1115 => 0.36843578701352
1116 => 0.35196239357729
1117 => 0.35556901980106
1118 => 0.36755799467354
1119 => 0.37183579597351
1120 => 0.37138958625093
1121 => 0.3674992421561
1122 => 0.36928022176093
1123 => 0.36354306591935
1124 => 0.36151715678312
1125 => 0.35512283027896
1126 => 0.34572493679562
1127 => 0.34703177152511
1128 => 0.32841208544203
1129 => 0.31826709224243
1130 => 0.31545909183364
1201 => 0.31170411633259
1202 => 0.31588322630809
1203 => 0.32835933821079
1204 => 0.31331050030134
1205 => 0.28751032325883
1206 => 0.28906095786045
1207 => 0.29254477342273
1208 => 0.28605270617015
1209 => 0.27990850935349
1210 => 0.28525038999114
1211 => 0.2743185148605
1212 => 0.29386583830462
1213 => 0.2933371379862
1214 => 0.30062317136779
1215 => 0.30517927756576
1216 => 0.29467892783634
1217 => 0.29203811827536
1218 => 0.2935424434194
1219 => 0.2686792997141
1220 => 0.29859132208786
1221 => 0.29885000249948
1222 => 0.29663502376582
1223 => 0.31256225224977
1224 => 0.34617367217804
1225 => 0.33352770398479
1226 => 0.32863080287395
1227 => 0.31932179028264
1228 => 0.33172549684609
1229 => 0.33077308570998
1230 => 0.3264659213613
1231 => 0.32386093492405
]
'min_raw' => 0.24327826780795
'max_raw' => 0.62422417844315
'avg_raw' => 0.43375122312555
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.243278'
'max' => '$0.624224'
'avg' => '$0.433751'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.1496005113856
'max_diff' => 0.36283418846521
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0076362268386415
]
1 => [
'year' => 2028
'avg' => 0.0131059820676
]
2 => [
'year' => 2029
'avg' => 0.035803180885237
]
3 => [
'year' => 2030
'avg' => 0.027622100733263
]
4 => [
'year' => 2031
'avg' => 0.027128326089323
]
5 => [
'year' => 2032
'avg' => 0.047564493233009
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0076362268386415
'min' => '$0.007636'
'max_raw' => 0.047564493233009
'max' => '$0.047564'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.047564493233009
]
1 => [
'year' => 2033
'avg' => 0.12234076759446
]
2 => [
'year' => 2034
'avg' => 0.077545457923542
]
3 => [
'year' => 2035
'avg' => 0.091465045449396
]
4 => [
'year' => 2036
'avg' => 0.17753387320014
]
5 => [
'year' => 2037
'avg' => 0.43375122312555
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.047564493233009
'min' => '$0.047564'
'max_raw' => 0.43375122312555
'max' => '$0.433751'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.43375122312555
]
]
]
]
'prediction_2025_max_price' => '$0.013056'
'last_price' => 0.01265998
'sma_50day_nextmonth' => '$0.01241'
'sma_200day_nextmonth' => '$0.029237'
'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' => '$0.012564'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.012461'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.012682'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.013631'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.017752'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.025363'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.03497'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.012575'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.012574'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.012845'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.01399'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.017897'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.023832'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.03251'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.028269'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.037945'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.085133'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.013217'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.014554'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.018696'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.026084'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.060167'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.1687067'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.11162'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '28.90'
'rsi_14_action' => 'BUY'
'stoch_rsi_14' => 56.88
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.012357'
'vwma_10_action' => 'BUY'
'hma_9' => '0.012487'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 22.07
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -67.5
'cci_20_action' => 'NEUTRAL'
'adx_14' => 44.87
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.002990'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -77.93
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 36.37
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.005359'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 13
'sell_pct' => 60.61
'buy_pct' => 39.39
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767690519
'last_updated_date' => '6 Ocak 2026'
]
Prisma Governance Token için 2026 fiyat tahmini
Prisma Governance Token için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.004374 ile üst sınırda $0.013056 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Prisma Governance Token 3.13% artabilir ve eğer PRISMA tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Prisma Governance Token fiyat tahmini 2027-2032
PRISMA için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.007636 ve üst sınırda $0.047564 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Prisma Governance Token üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Prisma Governance Token Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.00421 | $0.007636 | $0.011061 |
| 2028 | $0.007599 | $0.0131059 | $0.018612 |
| 2029 | $0.016693 | $0.0358031 | $0.054913 |
| 2030 | $0.014196 | $0.027622 | $0.041047 |
| 2031 | $0.016785 | $0.027128 | $0.037471 |
| 2032 | $0.025621 | $0.047564 | $0.0695078 |
Prisma Governance Token fiyat tahmini 2032-2037
Prisma Governance Token için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.047564 ve üst sınırda $0.433751 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Prisma Governance Token üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Prisma Governance Token Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.025621 | $0.047564 | $0.0695078 |
| 2033 | $0.059538 | $0.12234 | $0.185143 |
| 2034 | $0.047865 | $0.077545 | $0.107225 |
| 2035 | $0.056592 | $0.091465 | $0.126337 |
| 2036 | $0.093677 | $0.177533 | $0.261389 |
| 2037 | $0.243278 | $0.433751 | $0.624224 |
Prisma Governance Token Potansiyel fiyat histogramı
Teknik Analize Dayalı Prisma Governance Token Fiyat Tahmini
6 Ocak 2026 itibariyle, Prisma Governance Token için genel fiyat tahmini duyarlılığı Ayı, 13 teknik gösterge yükseliş sinyalleri gösterirken 20 düşüş sinyalleri gösteriyor. PRISMA fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Prisma Governance Token'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Prisma Governance Token'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.029237 seviyesine ulaşması bekleniyor. Prisma Governance Token için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.01241 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 28.90 seviyesinde olup, PRISMA piyasasının BUY durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler PRISMA 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 | $0.012564 | BUY |
| SMA 5 | $0.012461 | BUY |
| SMA 10 | $0.012682 | SELL |
| SMA 21 | $0.013631 | SELL |
| SMA 50 | $0.017752 | SELL |
| SMA 100 | $0.025363 | SELL |
| SMA 200 | $0.03497 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.012575 | BUY |
| EMA 5 | $0.012574 | BUY |
| EMA 10 | $0.012845 | SELL |
| EMA 21 | $0.01399 | SELL |
| EMA 50 | $0.017897 | SELL |
| EMA 100 | $0.023832 | SELL |
| EMA 200 | $0.03251 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.028269 | SELL |
| SMA 50 | $0.037945 | SELL |
| SMA 100 | $0.085133 | SELL |
| SMA 200 | — | — |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.026084 | SELL |
| EMA 50 | $0.060167 | SELL |
| EMA 100 | $0.1687067 | SELL |
| EMA 200 | $0.11162 | SELL |
Prisma Governance Token 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) | 28.90 | BUY |
| Stoch RSI (14) | 56.88 | NEUTRAL |
| Hızlı Stokastik (14) | 22.07 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -67.5 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 44.87 | SELL |
| Harika Osilatör (5, 34) | -0.002990 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -77.93 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 36.37 | NEUTRAL |
| VWMA (10) | 0.012357 | BUY |
| Hull Hareketli Ortalaması (9) | 0.012487 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.005359 | SELL |
Dünya genelinde para akışlarına göre Prisma Governance Token fiyat tahmini
Prisma Governance Token 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 Prisma Governance Token fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.017789 | $0.024997 | $0.035125 | $0.049356 | $0.069354 | $0.097454 |
| Amazon.com hisseleri | $0.026415 | $0.055118 | $0.1150072 | $0.239969 | $0.50071 | $1.04 |
| Apple hisseleri | $0.017957 | $0.02547 | $0.036128 | $0.051245 | $0.072688 | $0.1031024 |
| Netflix hisseleri | $0.019975 | $0.031518 | $0.04973 | $0.078467 | $0.123809 | $0.195351 |
| Google hisseleri | $0.016394 | $0.02123 | $0.027493 | $0.0356046 | $0.0461077 | $0.0597093 |
| Tesla hisseleri | $0.028699 | $0.065058 | $0.147483 | $0.334334 | $0.757911 | $1.71 |
| Kodak hisseleri | $0.009493 | $0.007119 | $0.005338 | $0.0040034 | $0.0030021 | $0.002251 |
| Nokia hisseleri | $0.008386 | $0.005555 | $0.00368 | $0.002438 | $0.001615 | $0.00107 |
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.
Prisma Governance Token öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Prisma Governance Token için şimdi mi yatırım yapmalıyım?", "Bugün mü PRISMA satın almalıyım?", "Prisma Governance Token kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Prisma Governance Token öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Prisma Governance Token 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 Prisma Governance Token hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Prisma Governance Token fiyatı bugün $0.01265 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli Prisma Governance Token tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli Prisma Governance Token tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre Prisma Governance Token fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.012989 | $0.013326 | $0.013673 | $0.014028 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.013318 | $0.01401 | $0.014738 | $0.015505 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.0143053 | $0.016164 | $0.018265 | $0.020639 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.01595 | $0.020096 | $0.02532 | $0.0319022 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.019241 | $0.029244 | $0.044447 | $0.067554 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.029113 | $0.066951 | $0.153965 | $0.354069 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.045567 | $0.164011 | $0.59033 | $2.12 |
Soru Kutusu
PRISMA iyi bir yatırım mı?
Prisma Governance Token satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Prisma Governance Token değeri son 24 saat içinde 0.8371% oranında yükselmiştir, ve Prisma Governance Token son 30 günlük sürede oranında azalmıştır. Bu nedenle, Prisma Governance Token'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Prisma Governance Token yükselebilir mi?
Prisma Governance Token ortalama değeri yıl sonuna kadar $0.013056 seviyesine kadar yükselebilir gibi görünmektedir. Prisma Governance Token'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.041047 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 Prisma Governance Token fiyatı ne olacak?
Yeni deneysel Prisma Governance Token tahminimize göre, Prisma Governance Token fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.012768 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Prisma Governance Token fiyatı ne olacak?
Yeni deneysel Prisma Governance Token tahminimize göre, Prisma Governance Token fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.011189 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Prisma Governance Token fiyatı ne kadar yükselebilir?
Son Prisma Governance Token değer tahminimize göre, PRISMA fiyatı $0.004374 ve $0.013056 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Prisma Governance Token fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Prisma Governance Token nerede olacak?
Prisma Governance Token'ın geleceği $0.041047 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Prisma Governance Token'ın 2030 tahminine dayanarak, Prisma Governance Token değeri yaklaşık olarak $0.041047 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.014196 seviyesinde beklenmektedir.
2026 yılında Prisma Governance Token ne kadar olacak?
Yeni deneysel Prisma Governance Token fiyat tahmin simülasyonumuza göre, 2026 yılında PRISMA'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.013056 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.013056 ve $0.004374 arasında olacaktır.
2027 yılında Prisma Governance Token ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında PRISMA'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.011061 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.011061 ve $0.00421 arasında olacaktır.
2028 yılında Prisma Governance Token ne kadar olacak?
Yeni deneysel Prisma Governance Token fiyat tahmin modelimize göre, PRISMA'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.018612 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.018612 ve $0.007599 arasında olacaktır.
2029 yılında Prisma Governance Token ne kadar olacak?
Deneysel tahmin modelimize göre, Prisma Governance Token değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.054913 seviyesine ulaşacaktır. Fiyat aralığı $0.054913 ve $0.016693 arasında olacaktır.
2030 yılında Prisma Governance Token ne kadar olacak?
Yeni deneysel simülasyona göre, PRISMA'ın değeri 224.23% oranında artacaktır, $0.041047 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.041047 ve $0.014196 arasında olacaktır.
2031 yılında Prisma Governance Token ne kadar olacak?
Prisma Governance Token'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.037471 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.037471 ve $0.016785 arasında olacaktır.
2032 yılında Prisma Governance Token ne kadar olacak?
Prisma Governance Token fiyatı 449.04% oranında artacaktır, 2032 yılında $0.0695078 seviyesine ulaşabilir. Fiyat $0.0695078 ve $0.025621 arasında olacaktır.
2033 yılında Prisma Governance Token ne kadar olacak?
PRISMA'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.185143 seviyesine ulaşacaktır. Fiyat aralığı $0.185143 ve $0.059538 arasında olacaktır.
2034 yılında Prisma Governance Token ne kadar olacak?
Yeni simülasyon sonuçlarına göre, PRISMA'ın değeri 746.96% oranında artacaktır, ve $0.107225 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.107225 ve $0.047865 arasında olacaktır.
2035 yılında Prisma Governance Token ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında PRISMA'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.126337 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.126337 ve $0.056592 arasında olacaktır.
2036 yılında Prisma Governance Token ne kadar olacak?
PRISMA'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.261389 seviyesine ulaşacaktır. Fiyat $0.261389 ve $0.093677 arasında olacaktır.
2037 yılında Prisma Governance Token ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Prisma Governance Token'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $0.624224 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.624224 ve $0.243278 arasında olacaktır.
İlgili Tahminler
Santiment Network Token Fiyat Tahmini
Roundtable Fiyat Tahmini
DeFi Yield Protocol Fiyat Tahmini
NFTX Fiyat Tahmini
Polka City Fiyat Tahmini
TONToken Fiyat Tahmini
Mint Club Fiyat Tahmini
ZMINE Fiyat Tahmini
Metaverse Index Fiyat Tahmini
DOGWIFHOOD Fiyat Tahmini
Law Blocks Fiyat Tahmini
MARS4 Fiyat Tahmini
Arianee Fiyat Tahmini
Dogami Fiyat Tahmini
Morpheus Labs Fiyat Tahmini
ScarQuest Fiyat Tahmini
Diamond Fiyat Tahmini
WHALE Fiyat Tahmini
Bitcoin 2 Fiyat Tahmini
Yup Fiyat Tahmini
IguVerse IGU Fiyat Tahmini
ProximaX Fiyat Tahmini
WickedBet Casino Fiyat Tahmini
Offshift Fiyat Tahmini
Market Making Pro Fiyat Tahmini
Prisma Governance Token fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Prisma Governance Token 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.
Prisma Governance Token Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Prisma Governance Token fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), PRISMA'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. PRISMA'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca PRISMA'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Prisma Governance Token grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Prisma Governance Token'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 PRISMA'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.
Prisma Governance Token fiyatını ne etkiler?
Prisma Governance Token'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 PRISMA'ın fiyatını etkiler. Prisma Governance Token'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Prisma Governance Token'ın büyük sahipleri olan PRISMA "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Prisma Governance Token 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


