Prisma Governance Token Geleceği Fiyat Tahmini - PRISMA
2026 yılına kadar Prisma Governance Token fiyat tahmini $0.01307 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.004378 | $0.01307 |
| 2027 | $0.004215 | $0.011073 |
| 2028 | $0.0076072 | $0.018632 |
| 2029 | $0.016711 | $0.054971 |
| 2030 | $0.014212 | $0.041091 |
| 2031 | $0.0168029 | $0.037511 |
| 2032 | $0.025648 | $0.069581 |
| 2033 | $0.0596015 | $0.18534 |
| 2034 | $0.047916 | $0.107339 |
| 2035 | $0.056652 | $0.126472 |
Yatırım Kârı Hesaplayıcı
Bugün Prisma Governance Token’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,955.09 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' => 0.01267
'ticker' => 'PRISMA'
'marketcap' => '$1.24M'
'low24h' => '$0.01249'
'high24h' => '$0.01279'
'volume24h' => '$101.86'
'current_supply' => '97.55M'
'max_supply' => '300M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01267'
'change_24h_pct' => '1.0332%'
'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' => '$0.624889'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.012781'
'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' => '$0.011201'
'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' => '$0.004378'
'current_year_max_price_prediction' => '$0.01307'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.014212'
'grand_prediction_max_price' => '$0.041091'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.01291363577975
107 => 0.012961850608101
108 => 0.013070481078288
109 => 0.012142245604277
110 => 0.012558996080546
111 => 0.012803797941115
112 => 0.011697774229095
113 => 0.012781935408466
114 => 0.012126087089812
115 => 0.011903482319949
116 => 0.012203190316621
117 => 0.012086393818842
118 => 0.011985979048573
119 => 0.011929945881418
120 => 0.012150018356609
121 => 0.012139751712597
122 => 0.011779670428958
123 => 0.011309959073241
124 => 0.01146760962197
125 => 0.011410333699635
126 => 0.011202758368353
127 => 0.011342639078896
128 => 0.010726675221672
129 => 0.0096669414203332
130 => 0.010367034030022
131 => 0.010340081226103
201 => 0.010326490400155
202 => 0.010852590647197
203 => 0.010802018247642
204 => 0.010710228847243
205 => 0.011201072584032
206 => 0.011021908017324
207 => 0.011574050995438
208 => 0.011937728071192
209 => 0.01184548780106
210 => 0.012187527848611
211 => 0.011471241572203
212 => 0.011709163140808
213 => 0.011758198446353
214 => 0.011195015648512
215 => 0.010810292517648
216 => 0.010784635870985
217 => 0.01011757898018
218 => 0.010473915386953
219 => 0.01078747667871
220 => 0.010637305153298
221 => 0.010589765334599
222 => 0.010832635958203
223 => 0.010851509085703
224 => 0.010421199778613
225 => 0.01051067470968
226 => 0.010883800046202
227 => 0.010501272908541
228 => 0.0097580851655192
301 => 0.0095737643298753
302 => 0.0095491725326934
303 => 0.0090492798077574
304 => 0.0095860815294774
305 => 0.0093517531925549
306 => 0.010091993601209
307 => 0.0096691722497745
308 => 0.0096509452663965
309 => 0.0096233925077036
310 => 0.0091931141890427
311 => 0.0092873177952158
312 => 0.0096004649297493
313 => 0.0097121993552058
314 => 0.0097005445392175
315 => 0.0095989303379532
316 => 0.0096454487989431
317 => 0.0094955966279885
318 => 0.0094426807075212
319 => 0.0092756635068558
320 => 0.0090301943615569
321 => 0.0090643283517604
322 => 0.0085779897444276
323 => 0.0083130066592092
324 => 0.0082396628336416
325 => 0.0081415844048433
326 => 0.0082507410531512
327 => 0.0085766120082583
328 => 0.0081835424990193
329 => 0.0075096523960494
330 => 0.0075501543394908
331 => 0.0076411501812686
401 => 0.0074715800321134
402 => 0.0073110961168819
403 => 0.0074506238607041
404 => 0.0071650877403395
405 => 0.0076756558572497
406 => 0.0076618464205379
407 => 0.0078521546412014
408 => 0.0079711582771002
409 => 0.0076968934242382
410 => 0.0076279165554344
411 => 0.007667208914729
412 => 0.0070177937404023
413 => 0.0077990835666032
414 => 0.0078058401934639
415 => 0.007747985852215
416 => 0.0081639985650498
417 => 0.0090419151467503
418 => 0.0087116076146019
419 => 0.008583702554556
420 => 0.0083405549419108
421 => 0.0086645346990839
422 => 0.0086396581086045
423 => 0.00852715673229
424 => 0.0084591155488693
425 => 0.0085844835155785
426 => 0.0084435810704082
427 => 0.0084182711195154
428 => 0.0082649203546029
429 => 0.0082101811085444
430 => 0.0081696543499949
501 => 0.0081250383709089
502 => 0.0082234501031633
503 => 0.0080004361707332
504 => 0.0077315032305479
505 => 0.0077091443664662
506 => 0.0077708791560071
507 => 0.0077435661072498
508 => 0.0077090136020968
509 => 0.0076430434599449
510 => 0.0076234715279975
511 => 0.0076870708118751
512 => 0.0076152709284459
513 => 0.0077212155675877
514 => 0.0076924044879254
515 => 0.0075314681389734
516 => 0.0073308818619114
517 => 0.0073290962233016
518 => 0.007285880238936
519 => 0.0072308381852797
520 => 0.0072155267451441
521 => 0.0074388732232939
522 => 0.0079011937488664
523 => 0.007810429167304
524 => 0.0078760158794113
525 => 0.0081986375894245
526 => 0.0083011893294644
527 => 0.0082284005334552
528 => 0.0081287627400603
529 => 0.0081331462972993
530 => 0.0084736387997408
531 => 0.0084948748994614
601 => 0.0085485316724301
602 => 0.0086174957890972
603 => 0.0082401454207328
604 => 0.0081153731288839
605 => 0.0080562490949027
606 => 0.0078741699541213
607 => 0.0080705266971683
608 => 0.0079561180318289
609 => 0.0079715556695397
610 => 0.0079615018877284
611 => 0.0079669919324311
612 => 0.0076755131430556
613 => 0.0077817126942299
614 => 0.0076051353426609
615 => 0.007368718090648
616 => 0.0073679255371207
617 => 0.0074257883246188
618 => 0.0073913692744438
619 => 0.0072987484954177
620 => 0.0073119048399206
621 => 0.0071966414183189
622 => 0.0073258999062147
623 => 0.0073296065771384
624 => 0.0072798350185411
625 => 0.0074789755533787
626 => 0.0075605635929848
627 => 0.007527802886906
628 => 0.007558265014513
629 => 0.0078142008454454
630 => 0.0078559295531506
701 => 0.0078744626886695
702 => 0.0078496307422441
703 => 0.0075629430516744
704 => 0.0075756588698413
705 => 0.0074823586332101
706 => 0.0074035297649934
707 => 0.0074066825063192
708 => 0.0074472107916181
709 => 0.007624200190471
710 => 0.0079966639462621
711 => 0.0080107986735269
712 => 0.0080279303753109
713 => 0.0079582471344518
714 => 0.0079372300022299
715 => 0.0079649570246127
716 => 0.0081048348280739
717 => 0.0084646385150293
718 => 0.008337459861579
719 => 0.0082340616366702
720 => 0.0083247697558765
721 => 0.0083108059519184
722 => 0.0081929373938367
723 => 0.0081896292159848
724 => 0.0079634017681685
725 => 0.0078797706316606
726 => 0.0078098821943125
727 => 0.0077335658452122
728 => 0.0076883229553184
729 => 0.007757836596721
730 => 0.0077737351889711
731 => 0.0076217423971537
801 => 0.0076010263412616
802 => 0.007725146936052
803 => 0.0076705260899669
804 => 0.0077267049846972
805 => 0.0077397389701683
806 => 0.0077376401983093
807 => 0.0076806097618323
808 => 0.0077169592613706
809 => 0.0076309818586551
810 => 0.0075374943465902
811 => 0.0074778551383707
812 => 0.0074258120192061
813 => 0.0074546885664824
814 => 0.0073517489480915
815 => 0.007318816492403
816 => 0.0077046448688167
817 => 0.0079896604388275
818 => 0.0079855161995609
819 => 0.0079602892088379
820 => 0.0079228070177316
821 => 0.0081020927723323
822 => 0.0080396332003612
823 => 0.0080850777576421
824 => 0.0080966453047721
825 => 0.0081316567860124
826 => 0.0081441703812173
827 => 0.0081063456052574
828 => 0.0079794010372285
829 => 0.007663067243228
830 => 0.007515813008194
831 => 0.0074672166579195
901 => 0.0074689830429544
902 => 0.0074202582582026
903 => 0.0074346098910037
904 => 0.0074152673460006
905 => 0.0073786372452289
906 => 0.0074524267609807
907 => 0.0074609303152742
908 => 0.0074437069605787
909 => 0.007447763684104
910 => 0.0073051616634162
911 => 0.0073160033853338
912 => 0.0072556352999973
913 => 0.0072443170117448
914 => 0.0070917117488646
915 => 0.0068213494051857
916 => 0.0069711563882915
917 => 0.0067902106187492
918 => 0.0067216837140477
919 => 0.0070460794227844
920 => 0.0070135190909636
921 => 0.0069577899565225
922 => 0.0068753549517147
923 => 0.0068447790065553
924 => 0.0066590092429349
925 => 0.006648032974257
926 => 0.0067401054853129
927 => 0.0066976171894823
928 => 0.0066379475305601
929 => 0.0064218300745605
930 => 0.0061788424999863
1001 => 0.0061861767674973
1002 => 0.0062634665940248
1003 => 0.0064881971886067
1004 => 0.0064003910574248
1005 => 0.006336686701793
1006 => 0.0063247567909291
1007 => 0.0064740846023513
1008 => 0.0066854147406573
1009 => 0.0067845661133052
1010 => 0.0066863101142831
1011 => 0.0065734389130852
1012 => 0.0065803088601074
1013 => 0.0066260115398551
1014 => 0.0066308142452955
1015 => 0.0065573466966626
1016 => 0.0065780273812642
1017 => 0.006546611530273
1018 => 0.0063538125107295
1019 => 0.0063503253878383
1020 => 0.0063030093991381
1021 => 0.0063015766898048
1022 => 0.0062210803894994
1023 => 0.006209818400642
1024 => 0.0060499881106093
1025 => 0.0061551888915195
1026 => 0.0060846257309738
1027 => 0.0059782704038646
1028 => 0.0059599347053832
1029 => 0.0059593835121459
1030 => 0.0060685866524711
1031 => 0.0061539127892436
1101 => 0.0060858532073622
1102 => 0.0060703573598474
1103 => 0.0062358124708628
1104 => 0.0062147567998293
1105 => 0.0061965227245087
1106 => 0.0066664924446613
1107 => 0.006294474738966
1108 => 0.0061322537852545
1109 => 0.005931474550113
1110 => 0.0059968492814919
1111 => 0.006010624697948
1112 => 0.0055277868306101
1113 => 0.0053318995679647
1114 => 0.0052646784412806
1115 => 0.0052259917325066
1116 => 0.005243621751492
1117 => 0.0050673002398269
1118 => 0.0051857912117545
1119 => 0.0050331116867389
1120 => 0.0050075144675079
1121 => 0.0052805243715995
1122 => 0.0053185121048532
1123 => 0.0051564446329296
1124 => 0.0052605181862449
1125 => 0.0052227796690822
1126 => 0.0050357289389785
1127 => 0.0050285849769406
1128 => 0.0049347294957256
1129 => 0.0047878638416266
1130 => 0.0047207422967717
1201 => 0.0046857848134353
1202 => 0.0047002089523677
1203 => 0.0046929156663376
1204 => 0.0046453220416222
1205 => 0.0046956436771952
1206 => 0.0045670926926416
1207 => 0.0045159026547867
1208 => 0.0044927813022875
1209 => 0.0043786849043776
1210 => 0.0045602630123507
1211 => 0.0045960361870821
1212 => 0.0046318798460187
1213 => 0.004943874425556
1214 => 0.0049282880580498
1215 => 0.0050691812294366
1216 => 0.0050637063798824
1217 => 0.0050235213650849
1218 => 0.004853987397768
1219 => 0.0049215606154881
1220 => 0.0047135807545552
1221 => 0.004869413407622
1222 => 0.0047982978924895
1223 => 0.0048453691804199
1224 => 0.0047607307604741
1225 => 0.0048075731567068
1226 => 0.0046045193339082
1227 => 0.0044149105312233
1228 => 0.0044912146484497
1229 => 0.0045741659503091
1230 => 0.0047540255083389
1231 => 0.0046469026393855
]
'min_raw' => 0.0043786849043776
'max_raw' => 0.013070481078288
'avg_raw' => 0.0087245829913328
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004378'
'max' => '$0.01307'
'avg' => '$0.008724'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0082947950956224
'max_diff' => 0.00039700107828809
'year' => 2026
]
1 => [
'items' => [
101 => 0.0046854280738253
102 => 0.0045563743175318
103 => 0.0042900995559154
104 => 0.0042916066421488
105 => 0.0042506460711851
106 => 0.0042152501575312
107 => 0.0046592069895092
108 => 0.0046039939395338
109 => 0.0045160191705034
110 => 0.0046337768948289
111 => 0.004664913906207
112 => 0.0046658003331475
113 => 0.0047517133290486
114 => 0.0047975651103618
115 => 0.0048056466855513
116 => 0.0049408326408749
117 => 0.0049861451899535
118 => 0.0051727811667363
119 => 0.004793674907066
120 => 0.0047858674631259
121 => 0.0046354339875011
122 => 0.0045400266990008
123 => 0.0046419666061693
124 => 0.0047322714477355
125 => 0.0046382400106524
126 => 0.0046505185312235
127 => 0.00452428900959
128 => 0.0045694101239229
129 => 0.0046082745060569
130 => 0.0045868158785853
131 => 0.004554691274651
201 => 0.0047248674805499
202 => 0.0047152654720872
203 => 0.0048737374673543
204 => 0.0049972777201061
205 => 0.005218683938499
206 => 0.0049876350074388
207 => 0.0049792146660546
208 => 0.00506152485375
209 => 0.0049861325886926
210 => 0.0050337778977564
211 => 0.0052110075426152
212 => 0.0052147521257363
213 => 0.0051520255338358
214 => 0.0051482086150181
215 => 0.0051602559431463
216 => 0.0052308175202847
217 => 0.0052061611370943
218 => 0.0052346941279454
219 => 0.0052703750699175
220 => 0.0054179665743198
221 => 0.0054535503863626
222 => 0.00536710017119
223 => 0.0053749056576781
224 => 0.0053425709040921
225 => 0.0053113359372812
226 => 0.0053815475811714
227 => 0.0055098607403939
228 => 0.0055090625108898
301 => 0.005538828669778
302 => 0.0055573727401692
303 => 0.0054777680149611
304 => 0.0054259482659974
305 => 0.0054458192551264
306 => 0.0054775933994774
307 => 0.0054355153283546
308 => 0.0051757899809256
309 => 0.0052545740600161
310 => 0.0052414605369108
311 => 0.0052227852853499
312 => 0.0053020032860947
313 => 0.0052943625166693
314 => 0.0050654918078739
315 => 0.0050801433680817
316 => 0.0050663828177776
317 => 0.005110845970954
318 => 0.0049837314325055
319 => 0.0050228310084028
320 => 0.0050473538958698
321 => 0.0050617980649816
322 => 0.0051139803082728
323 => 0.0051078573243078
324 => 0.0051135996949925
325 => 0.0051909721861919
326 => 0.0055822956956459
327 => 0.0056035945708588
328 => 0.0054987111196127
329 => 0.0055406099896509
330 => 0.0054601733214532
331 => 0.0055141709956932
401 => 0.0055511148330159
402 => 0.0053841727360457
403 => 0.0053742875085084
404 => 0.0052935188495681
405 => 0.0053369193519119
406 => 0.0052678660320763
407 => 0.0052848093013814
408 => 0.0052374344433167
409 => 0.0053226997555929
410 => 0.0054180396236077
411 => 0.0054421262393538
412 => 0.0053787647232661
413 => 0.0053328868098912
414 => 0.005252340307129
415 => 0.0053862909363184
416 => 0.0054254621823648
417 => 0.0053860851864386
418 => 0.0053769606760781
419 => 0.0053596697454327
420 => 0.0053806290287541
421 => 0.0054252488473463
422 => 0.0054042069648969
423 => 0.005418105498965
424 => 0.0053651386192034
425 => 0.0054777943674375
426 => 0.0056567188077153
427 => 0.0056572940790479
428 => 0.0056362520831749
429 => 0.0056276421518198
430 => 0.0056492325165206
501 => 0.0056609444036876
502 => 0.0057307636841343
503 => 0.0058056825537764
504 => 0.0061552962287324
505 => 0.0060571261078065
506 => 0.0063673241588381
507 => 0.0066126505430283
508 => 0.0066862131988244
509 => 0.0066185390168824
510 => 0.0063870292961466
511 => 0.0063756703247718
512 => 0.0067216435884341
513 => 0.0066238902948702
514 => 0.0066122628516491
515 => 0.0064885665006527
516 => 0.0065616863641827
517 => 0.006545693977425
518 => 0.0065204492125537
519 => 0.0066599568185951
520 => 0.0069211026031746
521 => 0.0068804005836382
522 => 0.0068500184141667
523 => 0.0067168925916589
524 => 0.0067970640715375
525 => 0.0067685165431363
526 => 0.0068911748418571
527 => 0.0068185147829089
528 => 0.0066231497175284
529 => 0.0066542622481219
530 => 0.0066495596517124
531 => 0.0067463387525901
601 => 0.0067172880687116
602 => 0.0066438870394383
603 => 0.0069202100352731
604 => 0.0069022671569129
605 => 0.0069277060561146
606 => 0.0069389050462673
607 => 0.0071070979844746
608 => 0.0071760012496844
609 => 0.0071916434972085
610 => 0.007257096269988
611 => 0.0071900149725956
612 => 0.0074583879903196
613 => 0.0076368403871064
614 => 0.0078441220290506
615 => 0.008147016219984
616 => 0.0082609072377028
617 => 0.0082403338447509
618 => 0.008469984763433
619 => 0.0088826623594516
620 => 0.0083237477858103
621 => 0.0089122861890052
622 => 0.0087259617255563
623 => 0.0082841897745529
624 => 0.0082557448690575
625 => 0.0085549179633548
626 => 0.0092184550921629
627 => 0.0090522465671723
628 => 0.0092187269497672
629 => 0.0090245187403441
630 => 0.0090148746658309
701 => 0.0092092946905164
702 => 0.0096635676754779
703 => 0.0094477596084909
704 => 0.009138345826156
705 => 0.0093668121480204
706 => 0.0091688934764615
707 => 0.0087229273154913
708 => 0.0090521194706456
709 => 0.0088319980513467
710 => 0.0088962411837964
711 => 0.0093589036665727
712 => 0.0093032348925919
713 => 0.0093752754409127
714 => 0.009248125758756
715 => 0.0091293479059571
716 => 0.0089076402231489
717 => 0.008842003508326
718 => 0.0088601431349414
719 => 0.0088419945192279
720 => 0.0087179511082955
721 => 0.0086911639455149
722 => 0.0086465175006414
723 => 0.0086603553007843
724 => 0.008576406922644
725 => 0.0087348348568147
726 => 0.008764240477459
727 => 0.0088795311161551
728 => 0.0088915009727266
729 => 0.0092125837604359
730 => 0.0090357367565427
731 => 0.00915438099499
801 => 0.0091437683375804
802 => 0.0082937643123009
803 => 0.0084108873673354
804 => 0.0085930940857297
805 => 0.0085110102060684
806 => 0.0083949628048971
807 => 0.0083012483063833
808 => 0.0081592612583355
809 => 0.0083591053018431
810 => 0.0086218789680109
811 => 0.0088981653465432
812 => 0.009230105327349
813 => 0.0091560201878405
814 => 0.0088919599594947
815 => 0.0089038055084421
816 => 0.0089770300309837
817 => 0.0088821976211429
818 => 0.0088542296921323
819 => 0.0089731876670144
820 => 0.0089740068652093
821 => 0.0088648907168079
822 => 0.0087436280859041
823 => 0.008743119991053
824 => 0.0087215424771417
825 => 0.0090283573321341
826 => 0.0091970744798993
827 => 0.0092164176289893
828 => 0.0091957725318474
829 => 0.0092037180103628
830 => 0.0091055452195068
831 => 0.0093299391071666
901 => 0.0095358651287387
902 => 0.0094806725559896
903 => 0.0093979310433522
904 => 0.0093320234431653
905 => 0.0094651468199592
906 => 0.0094592190455462
907 => 0.0095340665445862
908 => 0.0095306710296896
909 => 0.0095055026309193
910 => 0.0094806734548324
911 => 0.0095791183314543
912 => 0.0095507677879635
913 => 0.0095223732082481
914 => 0.0094654235316361
915 => 0.0094731639385217
916 => 0.009390436712373
917 => 0.0093521633122163
918 => 0.0087766232045872
919 => 0.0086228200815132
920 => 0.0086712096749835
921 => 0.0086871407855892
922 => 0.0086202054693233
923 => 0.0087161735185766
924 => 0.0087012169997558
925 => 0.0087594040652168
926 => 0.0087230513129055
927 => 0.0087245432425407
928 => 0.0088314489358642
929 => 0.0088624841134453
930 => 0.008846699371643
1001 => 0.0088577544637321
1002 => 0.0091125143948625
1003 => 0.0090762956794197
1004 => 0.0090570552087065
1005 => 0.0090623849505858
1006 => 0.0091274815751042
1007 => 0.0091457050758254
1008 => 0.0090684908227269
1009 => 0.0091049055108584
1010 => 0.0092599546312104
1011 => 0.0093142130483133
1012 => 0.0094873798701884
1013 => 0.009413815526461
1014 => 0.0095488460631628
1015 => 0.0099638838976816
1016 => 0.010295444838329
1017 => 0.0099905276949743
1018 => 0.010599397138442
1019 => 0.011073489337316
1020 => 0.011055292889081
1021 => 0.010972623948257
1022 => 0.010432882584233
1023 => 0.0099362045339669
1024 => 0.010351696813078
1025 => 0.010352755988344
1026 => 0.010317064833087
1027 => 0.01009539013309
1028 => 0.010309351034035
1029 => 0.01032633447336
1030 => 0.010316828263599
1031 => 0.010146870790855
1101 => 0.0098873771433665
1102 => 0.0099380815809457
1103 => 0.010021136484043
1104 => 0.009863896225412
1105 => 0.0098136484352561
1106 => 0.0099070686371891
1107 => 0.010208087992689
1108 => 0.010151182027218
1109 => 0.010149695982485
1110 => 0.010393163834654
1111 => 0.010218893396152
1112 => 0.0099387211262817
1113 => 0.0098679739331212
1114 => 0.0096168690584215
1115 => 0.0097903080897815
1116 => 0.0097965498517526
1117 => 0.0097015590667806
1118 => 0.0099464291049581
1119 => 0.0099441725844477
1120 => 0.010176640241602
1121 => 0.010621031091216
1122 => 0.010489602849839
1123 => 0.01033676610447
1124 => 0.010353383696395
1125 => 0.010535637664099
1126 => 0.010425442754772
1127 => 0.010465069612472
1128 => 0.010535577684104
1129 => 0.010578116954337
1130 => 0.010347262950051
1201 => 0.010293439838629
1202 => 0.010183336642003
1203 => 0.010154612773177
1204 => 0.01024428952945
1205 => 0.010220662872499
1206 => 0.0097960252558282
1207 => 0.0097516482622247
1208 => 0.0097530092412628
1209 => 0.0096414211808358
1210 => 0.0094712226044816
1211 => 0.0099184943011116
1212 => 0.0098825721243088
1213 => 0.0098429168212742
1214 => 0.009847774369626
1215 => 0.010041919853689
1216 => 0.0099293056683504
1217 => 0.010228708937174
1218 => 0.01016716062599
1219 => 0.010104033832867
1220 => 0.010095307787169
1221 => 0.010071009357541
1222 => 0.0099876810013012
1223 => 0.0098870570038835
1224 => 0.009820616324887
1225 => 0.0090589994438935
1226 => 0.0092003511068843
1227 => 0.0093629633105457
1228 => 0.0094190963916222
1229 => 0.00932307687215
1230 => 0.0099914724371758
1231 => 0.010113594747726
]
'min_raw' => 0.0042152501575312
'max_raw' => 0.011073489337316
'avg_raw' => 0.0076443697474235
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004215'
'max' => '$0.011073'
'avg' => '$0.007644'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00016343474684639
'max_diff' => -0.0019969917409724
'year' => 2027
]
2 => [
'items' => [
101 => 0.0097436783032284
102 => 0.0096744820400517
103 => 0.0099960089326698
104 => 0.009802088911357
105 => 0.0098894110850803
106 => 0.009700668308166
107 => 0.010084179059273
108 => 0.010081257349906
109 => 0.0099320630057421
110 => 0.010058161043791
111 => 0.010036248406559
112 => 0.0098678083594478
113 => 0.010089518909208
114 => 0.010089628874874
115 => 0.0099460325623813
116 => 0.0097783435066644
117 => 0.0097483646641409
118 => 0.0097257796333903
119 => 0.0098838565520032
120 => 0.010025587822938
121 => 0.010289314579985
122 => 0.0103556217527
123 => 0.010614423062125
124 => 0.01046031948317
125 => 0.010528631603745
126 => 0.010602794073969
127 => 0.010638350289429
128 => 0.010580413344389
129 => 0.010982438304795
130 => 0.011016381529179
131 => 0.011027762398708
201 => 0.010892201844027
202 => 0.011012611344926
203 => 0.010956275726999
204 => 0.011102845354361
205 => 0.011125829343426
206 => 0.011106362722367
207 => 0.011113658203274
208 => 0.01077060082163
209 => 0.01075281148662
210 => 0.010510252641484
211 => 0.010609097163782
212 => 0.010424312067088
213 => 0.010482909324747
214 => 0.010508738437588
215 => 0.010495246774829
216 => 0.010614685684767
217 => 0.010513138211563
218 => 0.010245137733825
219 => 0.009977064239537
220 => 0.0099736987951841
221 => 0.0099031197760282
222 => 0.0098521040723706
223 => 0.0098619315067744
224 => 0.0098965646674257
225 => 0.0098500911301139
226 => 0.0098600086155675
227 => 0.010024704953957
228 => 0.010057733630061
229 => 0.0099454892835243
301 => 0.0094948120353977
302 => 0.0093842147082692
303 => 0.0094637098737689
304 => 0.0094257163048044
305 => 0.0076072887049724
306 => 0.0080345012964351
307 => 0.0077806660813568
308 => 0.0078976450268616
309 => 0.0076385450025769
310 => 0.0077622011147613
311 => 0.0077393663460391
312 => 0.0084263115509714
313 => 0.0084155858464586
314 => 0.0084207196736172
315 => 0.0081756687272209
316 => 0.0085660415386885
317 => 0.0087583532229697
318 => 0.008722761448419
319 => 0.0087317191312788
320 => 0.0085777964615254
321 => 0.0084222099815188
322 => 0.0082496406306038
323 => 0.0085702531543874
324 => 0.0085346065147809
325 => 0.008616367080782
326 => 0.0088243072203121
327 => 0.0088549271957457
328 => 0.0088960807532456
329 => 0.0088813301323916
330 => 0.0092327497648236
331 => 0.0091901905285947
401 => 0.0092927460427784
402 => 0.0090817815691969
403 => 0.0088430552424077
404 => 0.0088884293125787
405 => 0.008884059424746
406 => 0.008828425737112
407 => 0.0087782021314663
408 => 0.0086945939784793
409 => 0.0089591425462086
410 => 0.0089484023574812
411 => 0.009122273528874
412 => 0.0090915401104359
413 => 0.0088862948203628
414 => 0.0088936251960505
415 => 0.0089429254954085
416 => 0.0091135543943875
417 => 0.0091642086689058
418 => 0.0091407435907251
419 => 0.009196283690279
420 => 0.0092401803204141
421 => 0.0092017964311795
422 => 0.0097452313582816
423 => 0.0095195592883979
424 => 0.009629550285043
425 => 0.0096557824896383
426 => 0.0095885892491713
427 => 0.0096031610570191
428 => 0.0096252333753284
429 => 0.0097592521698999
430 => 0.010110956265506
501 => 0.010266723615319
502 => 0.010735357372658
503 => 0.010253789305303
504 => 0.010225215049113
505 => 0.010309630140194
506 => 0.010584767765673
507 => 0.01080774096876
508 => 0.010881714043857
509 => 0.010891490806894
510 => 0.011030269213412
511 => 0.011109814407965
512 => 0.011013417864627
513 => 0.010931731887286
514 => 0.010639142855689
515 => 0.01067301083279
516 => 0.010906327609758
517 => 0.011235901299514
518 => 0.011518709811623
519 => 0.011419680127554
520 => 0.012175206712938
521 => 0.01225011408783
522 => 0.012239764310665
523 => 0.01241041445838
524 => 0.012071708667464
525 => 0.011926905379732
526 => 0.010949393322762
527 => 0.011224034338572
528 => 0.011623241184153
529 => 0.011570404661192
530 => 0.011280489979101
531 => 0.01151848988534
601 => 0.011439799673392
602 => 0.011377733438369
603 => 0.011662070893141
604 => 0.01134943018168
605 => 0.011620122353899
606 => 0.011272956843077
607 => 0.01142013248681
608 => 0.011336588473342
609 => 0.011390651688825
610 => 0.011074599235805
611 => 0.011245133467715
612 => 0.011067504451094
613 => 0.011067420231812
614 => 0.011063499061425
615 => 0.011272478811752
616 => 0.011279293633908
617 => 0.011124857282665
618 => 0.011102600591701
619 => 0.011184895243397
620 => 0.011088549759265
621 => 0.011133629204899
622 => 0.01108991516975
623 => 0.01108007421968
624 => 0.011001659855218
625 => 0.010967876790961
626 => 0.010981124000938
627 => 0.010935904443879
628 => 0.010908658025088
629 => 0.011058079062945
630 => 0.010978249430046
701 => 0.011045844026785
702 => 0.010968811452682
703 => 0.010701782989348
704 => 0.01054821209631
705 => 0.010043820082623
706 => 0.010186865032008
707 => 0.010281703981441
708 => 0.010250359709219
709 => 0.010317699334575
710 => 0.010321833440662
711 => 0.010299940642013
712 => 0.010274591585818
713 => 0.010262253067153
714 => 0.010354214276522
715 => 0.010407600853833
716 => 0.010291222338798
717 => 0.010263956481034
718 => 0.010381621585168
719 => 0.010453397230717
720 => 0.0109833482702
721 => 0.010944087785476
722 => 0.011042623897653
723 => 0.011031530243581
724 => 0.011134811787176
725 => 0.011303633460917
726 => 0.01096037179492
727 => 0.011019950151042
728 => 0.011005342913986
729 => 0.011164820897939
730 => 0.011165318770797
731 => 0.011069703752901
801 => 0.011121538205279
802 => 0.011092605635965
803 => 0.011144890699186
804 => 0.010943563437767
805 => 0.011188758310241
806 => 0.011327768002925
807 => 0.011329698152643
808 => 0.011395587643726
809 => 0.011462535182729
810 => 0.011591035153942
811 => 0.011458951388275
812 => 0.011221345551935
813 => 0.011238499925857
814 => 0.011099191710947
815 => 0.011101533507208
816 => 0.011089032815238
817 => 0.011126548332847
818 => 0.010951795984201
819 => 0.010992810011138
820 => 0.010935390133248
821 => 0.011019825331441
822 => 0.010928987015824
823 => 0.011005335869934
824 => 0.011038285504363
825 => 0.011159870364762
826 => 0.010911028833086
827 => 0.010403624104907
828 => 0.010510286730458
829 => 0.0103525243291
830 => 0.01036712583999
831 => 0.0103966232158
901 => 0.010301012569859
902 => 0.010319252068066
903 => 0.010318600424841
904 => 0.010312984915571
905 => 0.010288112893903
906 => 0.010252043541706
907 => 0.0103957327393
908 => 0.010420148333939
909 => 0.010474421176369
910 => 0.010635900341821
911 => 0.010619764765251
912 => 0.010646082560095
913 => 0.010588630961719
914 => 0.010369790854863
915 => 0.010381674925537
916 => 0.010233480373805
917 => 0.010470631508494
918 => 0.010414470989558
919 => 0.010378263937654
920 => 0.010368384508086
921 => 0.010530263949155
922 => 0.010578700815072
923 => 0.01054851821071
924 => 0.010486612808595
925 => 0.010605489481345
926 => 0.010637295863968
927 => 0.010644416140063
928 => 0.010855042811834
929 => 0.010656187831245
930 => 0.010704054201521
1001 => 0.011077493958359
1002 => 0.010738835630071
1003 => 0.010918230499547
1004 => 0.010909450054212
1005 => 0.011001222399045
1006 => 0.010901922043302
1007 => 0.010903152990222
1008 => 0.010984640615236
1009 => 0.010870205942274
1010 => 0.01084187030795
1011 => 0.010802724832076
1012 => 0.010888197546539
1013 => 0.010939434573262
1014 => 0.011352367379197
1015 => 0.011619140803855
1016 => 0.011607559465926
1017 => 0.011713391215243
1018 => 0.011665713042868
1019 => 0.011511747647402
1020 => 0.011774547803382
1021 => 0.011691386838005
1022 => 0.01169824252695
1023 => 0.011697987357865
1024 => 0.011753282129783
1025 => 0.011714100716188
1026 => 0.011636870128101
1027 => 0.011688139396674
1028 => 0.011840390795235
1029 => 0.012312983808012
1030 => 0.012577453118987
1031 => 0.012297062423414
1101 => 0.01249047217064
1102 => 0.012374495241244
1103 => 0.012353418783158
1104 => 0.012474894397283
1105 => 0.012596582638391
1106 => 0.012588831623505
1107 => 0.012500492209221
1108 => 0.012450591515622
1109 => 0.012828456285514
1110 => 0.013106860611211
1111 => 0.013087875302645
1112 => 0.013171670280304
1113 => 0.01341769492639
1114 => 0.013440188336747
1115 => 0.013437354684047
1116 => 0.013381602419533
1117 => 0.013623845633943
1118 => 0.013825929185267
1119 => 0.013368697381136
1120 => 0.013542805266545
1121 => 0.013620967905711
1122 => 0.013735733849817
1123 => 0.013929363234529
1124 => 0.014139696103984
1125 => 0.014169439477907
1126 => 0.014148335130757
1127 => 0.014009614949301
1128 => 0.014239763684851
1129 => 0.014374579416485
1130 => 0.014454859099469
1201 => 0.014658435018253
1202 => 0.013621450611561
1203 => 0.012887421507035
1204 => 0.012772792262855
1205 => 0.013005895338468
1206 => 0.013067362760545
1207 => 0.01304258531978
1208 => 0.012216368827629
1209 => 0.012768442404013
1210 => 0.013362427152537
1211 => 0.013385244525807
1212 => 0.013682605710554
1213 => 0.013779438701554
1214 => 0.014018853431296
1215 => 0.014003877974765
1216 => 0.014062171651537
1217 => 0.014048770944753
1218 => 0.014492236316882
1219 => 0.014981444477585
1220 => 0.014964504754566
1221 => 0.014894175293417
1222 => 0.014998626536179
1223 => 0.015503541784757
1224 => 0.01545705727977
1225 => 0.015502213016824
1226 => 0.016097536550674
1227 => 0.016871541828464
1228 => 0.016511938668071
1229 => 0.017292174053101
1230 => 0.017783290869477
1231 => 0.018632626620973
]
'min_raw' => 0.0076072887049724
'max_raw' => 0.018632626620973
'avg_raw' => 0.013119957662973
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0076072'
'max' => '$0.018632'
'avg' => '$0.013119'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0033920385474412
'max_diff' => 0.0075591372836573
'year' => 2028
]
3 => [
'items' => [
101 => 0.018526285601819
102 => 0.018856925777163
103 => 0.018335912983493
104 => 0.017139562295169
105 => 0.016950235219295
106 => 0.017329272819719
107 => 0.018261099774415
108 => 0.017299926272825
109 => 0.017494370420362
110 => 0.01743837049279
111 => 0.017435386494634
112 => 0.017549273567448
113 => 0.017384074428382
114 => 0.016711023417067
115 => 0.017019478729238
116 => 0.016900369319968
117 => 0.017032530089748
118 => 0.017745747257001
119 => 0.017430416946385
120 => 0.017098242079505
121 => 0.017514863078076
122 => 0.018045364775765
123 => 0.018012166932927
124 => 0.017947749242199
125 => 0.018310868392031
126 => 0.018910634843625
127 => 0.019072749305434
128 => 0.019192418886858
129 => 0.019208919300302
130 => 0.019378883813726
131 => 0.018464941788471
201 => 0.019915391254247
202 => 0.020165843809128
203 => 0.020118769109005
204 => 0.020397136583101
205 => 0.020315233810721
206 => 0.020196569543693
207 => 0.020637841200595
208 => 0.020131958854744
209 => 0.019413922553623
210 => 0.019019993637681
211 => 0.019538751011533
212 => 0.019855538037607
213 => 0.020064914110403
214 => 0.020128271183523
215 => 0.018535888506233
216 => 0.017677682560765
217 => 0.018227782732459
218 => 0.01889894290781
219 => 0.01846121345981
220 => 0.01847837162544
221 => 0.017854284465866
222 => 0.018954160773434
223 => 0.018793918046837
224 => 0.019625257595886
225 => 0.019426851740589
226 => 0.020104776870423
227 => 0.019926256463992
228 => 0.020667284690144
301 => 0.020962900912094
302 => 0.021459286557739
303 => 0.021824429859329
304 => 0.022038848990101
305 => 0.022025976069755
306 => 0.02287561148906
307 => 0.022374611166296
308 => 0.021745236684196
309 => 0.021733853285465
310 => 0.022059815248051
311 => 0.022742942098333
312 => 0.022920066951519
313 => 0.023019055580634
314 => 0.022867451049326
315 => 0.022323651105983
316 => 0.022088841047576
317 => 0.022288906020441
318 => 0.022044243750406
319 => 0.022466599468595
320 => 0.023046584079982
321 => 0.022926819551238
322 => 0.023327174414727
323 => 0.023741499579878
324 => 0.024334003174551
325 => 0.024488905554543
326 => 0.02474495329826
327 => 0.025008510533847
328 => 0.025093158014851
329 => 0.025254776320659
330 => 0.02525392451241
331 => 0.025740972155127
401 => 0.026278200787654
402 => 0.026480992159561
403 => 0.026947299737281
404 => 0.026148764351802
405 => 0.026754462614601
406 => 0.027300817609257
407 => 0.026649430661056
408 => 0.027547215815457
409 => 0.027582074778577
410 => 0.028108403735229
411 => 0.027574868505235
412 => 0.027258056988769
413 => 0.028172679966033
414 => 0.028615237214378
415 => 0.028481935369526
416 => 0.027467501748281
417 => 0.026877057869612
418 => 0.025331752351016
419 => 0.027162233490023
420 => 0.028053807456967
421 => 0.027465192787095
422 => 0.027762055788908
423 => 0.029381644068646
424 => 0.029998278424995
425 => 0.029870022789474
426 => 0.02989169588061
427 => 0.03022442058659
428 => 0.031699905167751
429 => 0.030815760605255
430 => 0.031491655995018
501 => 0.031850148472627
502 => 0.032183136264832
503 => 0.031365423489048
504 => 0.030301591182339
505 => 0.029964630834162
506 => 0.027406666658504
507 => 0.027273513514485
508 => 0.027198770619795
509 => 0.026727527241362
510 => 0.026357259030339
511 => 0.026062808001756
512 => 0.025290080572234
513 => 0.025550853396046
514 => 0.024319287154137
515 => 0.025107199591683
516 => 0.02314159013239
517 => 0.02477860809849
518 => 0.023887653645615
519 => 0.024485905598577
520 => 0.024483818353872
521 => 0.023382246832514
522 => 0.022746883368206
523 => 0.023151761696379
524 => 0.023585823403462
525 => 0.023656248455078
526 => 0.024219020788481
527 => 0.024376078449983
528 => 0.023900186403311
529 => 0.02310085724533
530 => 0.023286523177972
531 => 0.022743120854007
601 => 0.021790829182927
602 => 0.022474781686514
603 => 0.022708313142507
604 => 0.022811453937468
605 => 0.021874984450398
606 => 0.021580725405819
607 => 0.021424064359557
608 => 0.02297997079423
609 => 0.023065206860981
610 => 0.022629127092315
611 => 0.024600248997466
612 => 0.024154123403176
613 => 0.024652554995422
614 => 0.023269675940643
615 => 0.023322503782829
616 => 0.022667826676677
617 => 0.023034402110582
618 => 0.022775318409175
619 => 0.023004786438091
620 => 0.023142328628492
621 => 0.023796898308573
622 => 0.024786082232786
623 => 0.023699127426344
624 => 0.023225525651698
625 => 0.023519345529051
626 => 0.024301826581573
627 => 0.025487325430612
628 => 0.024785486251593
629 => 0.02509695056124
630 => 0.025164991656815
701 => 0.024647481429705
702 => 0.025506406770855
703 => 0.025966711839074
704 => 0.026438889592354
705 => 0.026848868305407
706 => 0.026250291414283
707 => 0.026890854490412
708 => 0.026374673725656
709 => 0.025911606217884
710 => 0.025912308500147
711 => 0.025621819488184
712 => 0.025058960423536
713 => 0.024955160576207
714 => 0.025495140490486
715 => 0.025928153245449
716 => 0.025963818249939
717 => 0.026203556360086
718 => 0.026345430904172
719 => 0.027735994305302
720 => 0.028295290408581
721 => 0.028979187096736
722 => 0.029245603399078
723 => 0.030047420953597
724 => 0.029399888157885
725 => 0.029259790364361
726 => 0.027314843249621
727 => 0.027633328230702
728 => 0.028143253414642
729 => 0.027323251728088
730 => 0.027843354059836
731 => 0.027946033277396
801 => 0.027295388384556
802 => 0.027642925934528
803 => 0.026719969239504
804 => 0.024806200166588
805 => 0.025508537342913
806 => 0.026025693908825
807 => 0.025287647724324
808 => 0.02661056694371
809 => 0.02583774484634
810 => 0.025592797343477
811 => 0.024637169804717
812 => 0.025088189217535
813 => 0.025698199431346
814 => 0.02532128404051
815 => 0.026103440070626
816 => 0.027211181602665
817 => 0.028000624185545
818 => 0.028061227784511
819 => 0.027553669092264
820 => 0.028367035135785
821 => 0.028372959619441
822 => 0.027455479399651
823 => 0.026893527873581
824 => 0.026765851304502
825 => 0.027084812406528
826 => 0.027472090067854
827 => 0.028082718999399
828 => 0.028451709273999
829 => 0.029413840212835
830 => 0.029674165258428
831 => 0.029960183557913
901 => 0.030342392210802
902 => 0.030801331694882
903 => 0.029797198231154
904 => 0.029837094325607
905 => 0.028902059147358
906 => 0.02790283996179
907 => 0.028661122769206
908 => 0.029652476669768
909 => 0.029425058989631
910 => 0.029399469854893
911 => 0.029442503681687
912 => 0.029271038177631
913 => 0.02849550605759
914 => 0.028106038681994
915 => 0.028608550960238
916 => 0.028875613871876
917 => 0.029289805157493
918 => 0.029238747339023
919 => 0.030305659609876
920 => 0.030720229456577
921 => 0.030614164749347
922 => 0.030633683208067
923 => 0.031384242113083
924 => 0.032219017979672
925 => 0.03300089573711
926 => 0.033796255374407
927 => 0.03283741828823
928 => 0.03235057994872
929 => 0.032852872845823
930 => 0.032586349164336
1001 => 0.03411787329422
1002 => 0.034223912702073
1003 => 0.035755326085331
1004 => 0.037208819743356
1005 => 0.036295906418794
1006 => 0.037156742565337
1007 => 0.038087807042823
1008 => 0.039883981479663
1009 => 0.039279093119514
1010 => 0.038815758115449
1011 => 0.038377908775426
1012 => 0.039289003745388
1013 => 0.040461112869147
1014 => 0.040713573948084
1015 => 0.041122657343515
1016 => 0.040692556173557
1017 => 0.041210565658682
1018 => 0.043039366766075
1019 => 0.042545208563583
1020 => 0.04184342447615
1021 => 0.043287087310512
1022 => 0.04380954327817
1023 => 0.04747641287151
1024 => 0.052105987203929
1025 => 0.050189313030883
1026 => 0.048999571520985
1027 => 0.049279188996857
1028 => 0.050969752822075
1029 => 0.051512708266922
1030 => 0.050036768199864
1031 => 0.050558095183252
1101 => 0.053430658117462
1102 => 0.054971695968813
1103 => 0.052878759577683
1104 => 0.047104431081616
1105 => 0.041780236497463
1106 => 0.043192452652787
1107 => 0.043032351166943
1108 => 0.046118561680227
1109 => 0.042533423053883
1110 => 0.04259378759375
1111 => 0.045743817672095
1112 => 0.04490344365238
1113 => 0.043542145367413
1114 => 0.041790175481446
1115 => 0.038551497109635
1116 => 0.035682909358494
1117 => 0.041308870534786
1118 => 0.041066268858718
1119 => 0.040714945680217
1120 => 0.041496777396832
1121 => 0.045293130285912
1122 => 0.045205612064224
1123 => 0.044648865790031
1124 => 0.045071152932069
1125 => 0.043468116389686
1126 => 0.043881255407122
1127 => 0.041779393117839
1128 => 0.042729522654117
1129 => 0.043539224632684
1130 => 0.043701784292724
1201 => 0.044068039507296
1202 => 0.040938428799335
1203 => 0.042343532126667
1204 => 0.043168898691096
1205 => 0.039439862525909
1206 => 0.043095187635876
1207 => 0.040883949239665
1208 => 0.040133421716305
1209 => 0.041143908152027
1210 => 0.040750120605296
1211 => 0.040411565196597
1212 => 0.040222645461422
1213 => 0.040964635176499
1214 => 0.040930020469421
1215 => 0.039715981281558
1216 => 0.03813231665156
1217 => 0.038663846483407
1218 => 0.038470736712378
1219 => 0.037770881990514
1220 => 0.038242499572269
1221 => 0.036165734422415
1222 => 0.03259276792295
1223 => 0.03495317903542
1224 => 0.034862305775224
1225 => 0.034816483356658
1226 => 0.036590267070708
1227 => 0.036419758694755
1228 => 0.036110284322777
1229 => 0.03776519825098
1230 => 0.037161132405452
1231 => 0.039022721005554
]
'min_raw' => 0.016711023417067
'max_raw' => 0.054971695968813
'avg_raw' => 0.03584135969294
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.016711'
'max' => '$0.054971'
'avg' => '$0.035841'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.009103734712095
'max_diff' => 0.03633906934784
'year' => 2029
]
4 => [
'items' => [
101 => 0.040248883657583
102 => 0.039937889146822
103 => 0.041091101047614
104 => 0.038676091857193
105 => 0.0394782610369
106 => 0.039643586993079
107 => 0.037744776869991
108 => 0.036447655973773
109 => 0.036361152798256
110 => 0.034112123918485
111 => 0.035313536992532
112 => 0.036370730779842
113 => 0.035864416997273
114 => 0.035704133179405
115 => 0.036522988443572
116 => 0.036586620510619
117 => 0.035135802638527
118 => 0.035437473615562
119 => 0.036695491738423
120 => 0.035405774786608
121 => 0.032900065423298
122 => 0.032278614857055
123 => 0.032195701895912
124 => 0.030510278672394
125 => 0.032320143155473
126 => 0.031530088807256
127 => 0.034025861026967
128 => 0.032600289320163
129 => 0.032538835773137
130 => 0.032445939723532
131 => 0.030995226331094
201 => 0.031312840366392
202 => 0.032368637793706
203 => 0.032745358210181
204 => 0.032706063184364
205 => 0.032363463810324
206 => 0.032520304049367
207 => 0.032015066992649
208 => 0.031836657272322
209 => 0.03127354711951
210 => 0.030445930758026
211 => 0.030561015889156
212 => 0.028921291319457
213 => 0.028027882347114
214 => 0.027780598518511
215 => 0.0274499202482
216 => 0.027817949509044
217 => 0.028916646185771
218 => 0.027591384892135
219 => 0.025319317360468
220 => 0.025455872490536
221 => 0.025762671324216
222 => 0.02519095372733
223 => 0.024649871002498
224 => 0.02512029853231
225 => 0.024157593567006
226 => 0.025879009619896
227 => 0.025832450139878
228 => 0.026474087592741
301 => 0.026875316659742
302 => 0.025950613559757
303 => 0.025718053230774
304 => 0.025850530163441
305 => 0.023660981562479
306 => 0.026295154759429
307 => 0.026317935198622
308 => 0.026122875247841
309 => 0.027525491154243
310 => 0.030485448203625
311 => 0.029371793297651
312 => 0.02894055245766
313 => 0.028120763305603
314 => 0.029213083676456
315 => 0.029129210514827
316 => 0.028749904269987
317 => 0.0285204986696
318 => 0.028943185522272
319 => 0.028468123090886
320 => 0.028382788824367
321 => 0.027865756013856
322 => 0.027681198823998
323 => 0.02754456002806
324 => 0.027394134139583
325 => 0.027725936165767
326 => 0.026974029122243
327 => 0.02606730293811
328 => 0.025991918466813
329 => 0.026200061619935
330 => 0.026107973769114
331 => 0.025991477585612
401 => 0.025769054645458
402 => 0.025703066510429
403 => 0.025917495936382
404 => 0.025675417616493
405 => 0.026032617364178
406 => 0.025935478797571
407 => 0.025392870660862
408 => 0.024716580023261
409 => 0.024710559618019
410 => 0.024564853909487
411 => 0.024379275782671
412 => 0.024327652193243
413 => 0.025080680437878
414 => 0.026639426368034
415 => 0.026333407244316
416 => 0.026554537423304
417 => 0.027642279043342
418 => 0.02798803939482
419 => 0.027742626887124
420 => 0.027406691110204
421 => 0.027421470579486
422 => 0.028569464823895
423 => 0.02864106381676
424 => 0.02882197137302
425 => 0.029054488707284
426 => 0.027782225594582
427 => 0.02736154710129
428 => 0.027162206292814
429 => 0.02654831375731
430 => 0.027210344225683
501 => 0.026824607422733
502 => 0.026876656496097
503 => 0.026842759468787
504 => 0.026861269537805
505 => 0.025878528449027
506 => 0.026236587650427
507 => 0.025641244781375
508 => 0.024844147510088
509 => 0.024841475360536
510 => 0.025036563788437
511 => 0.024920517557711
512 => 0.024608240134648
513 => 0.024652597668686
514 => 0.024263978995321
515 => 0.024699783011801
516 => 0.024712280311612
517 => 0.024544472026862
518 => 0.025215888243614
519 => 0.025490968015442
520 => 0.025380513007617
521 => 0.025483218197642
522 => 0.0263461237205
523 => 0.026486814971933
524 => 0.026549300732278
525 => 0.026465578091193
526 => 0.025498990526542
527 => 0.025541862795282
528 => 0.025227294533465
529 => 0.024961517500617
530 => 0.024972147188114
531 => 0.025108791131594
601 => 0.025705523246832
602 => 0.02696131080407
603 => 0.027008967023899
604 => 0.027066727752561
605 => 0.026831785840876
606 => 0.02676092511222
607 => 0.026854408704023
608 => 0.027326016484349
609 => 0.02853911973561
610 => 0.028110328026172
611 => 0.027761713691859
612 => 0.028067542448801
613 => 0.028020462508835
614 => 0.027623060435943
615 => 0.027611906683345
616 => 0.026849165048337
617 => 0.026567196832661
618 => 0.026331563086687
619 => 0.026074257187458
620 => 0.025921717625423
621 => 0.0261560877207
622 => 0.026209690934475
623 => 0.025697236625065
624 => 0.025627390996276
625 => 0.026045872247435
626 => 0.025861714251353
627 => 0.026051125317222
628 => 0.026095070309241
629 => 0.026087994153387
630 => 0.025895712055067
701 => 0.026018266930601
702 => 0.025728388114595
703 => 0.025413188440579
704 => 0.02521211068619
705 => 0.025036643676392
706 => 0.025134002971631
707 => 0.024786934861211
708 => 0.024675900787587
709 => 0.025976748096342
710 => 0.026937697989785
711 => 0.026923725397757
712 => 0.026838670837242
713 => 0.026712297013004
714 => 0.027316771451972
715 => 0.027106184644283
716 => 0.027259404141993
717 => 0.027298404934762
718 => 0.027416448588188
719 => 0.027458639048092
720 => 0.027331110175102
721 => 0.026903107701006
722 => 0.025836566228813
723 => 0.025340088294433
724 => 0.025176242306594
725 => 0.025182197797064
726 => 0.025017918783418
727 => 0.025066306315406
728 => 0.025001091574474
729 => 0.024877590632291
730 => 0.025126377136467
731 => 0.025155047463467
801 => 0.025096977720615
802 => 0.025110655247212
803 => 0.024629862578308
804 => 0.024666416200698
805 => 0.024462880986221
806 => 0.02442472058716
807 => 0.0239102012888
808 => 0.022998655770991
809 => 0.023503740473721
810 => 0.022893669178479
811 => 0.022662625934882
812 => 0.023756348715473
813 => 0.02364656928345
814 => 0.023458674615797
815 => 0.02318073924166
816 => 0.023077650307811
817 => 0.022451314579734
818 => 0.022414307323548
819 => 0.02272473622287
820 => 0.022581483967039
821 => 0.02238030354598
822 => 0.021651648454239
823 => 0.020832398881711
824 => 0.020857126876687
825 => 0.021117714923027
826 => 0.021875409812849
827 => 0.021579365311141
828 => 0.021364581628433
829 => 0.021324359101035
830 => 0.02182782824298
831 => 0.022540342558878
901 => 0.022874638334288
902 => 0.02254336137357
903 => 0.022162808238316
904 => 0.022185970744345
905 => 0.022340060519974
906 => 0.022356253176681
907 => 0.022108552207125
908 => 0.022178278579138
909 => 0.022072357844136
910 => 0.021422322488948
911 => 0.021410565410657
912 => 0.021251036251258
913 => 0.021246205771712
914 => 0.02097480687516
915 => 0.02093683629344
916 => 0.0203979573116
917 => 0.020752649089323
918 => 0.020514740466981
919 => 0.02015615605614
920 => 0.020094335968553
921 => 0.02009247758207
922 => 0.020460663593996
923 => 0.020748346621405
924 => 0.020518878989324
925 => 0.020466633657542
926 => 0.021024477116038
927 => 0.020953486451088
928 => 0.020892008993082
929 => 0.022476544716815
930 => 0.021222261048616
1001 => 0.020675321777273
1002 => 0.019998380568035
1003 => 0.020218796039196
1004 => 0.020265240817547
1005 => 0.018637319237154
1006 => 0.017976871654733
1007 => 0.017750230932888
1008 => 0.017619795993237
1009 => 0.017679236833135
1010 => 0.017084756546181
1011 => 0.017484257130811
1012 => 0.016969487452477
1013 => 0.016883184640698
1014 => 0.017803656593286
1015 => 0.01793173488817
1016 => 0.01738531309139
1017 => 0.017736204342576
1018 => 0.017608966297143
1019 => 0.016978311701133
1020 => 0.016954225334347
1021 => 0.01663778502665
1022 => 0.016142617220023
1023 => 0.015916312245268
1024 => 0.015798450649546
1025 => 0.015847082641017
1026 => 0.015822492817966
1027 => 0.015662027589357
1028 => 0.015831690497036
1029 => 0.01539827187747
1030 => 0.015225681090868
1031 => 0.015147725836636
1101 => 0.014763041865127
1102 => 0.015375245133536
1103 => 0.015495856889747
1104 => 0.015616706288376
1105 => 0.016668617796052
1106 => 0.016616067269799
1107 => 0.017091098433977
1108 => 0.017072639596463
1109 => 0.016937153013445
1110 => 0.016365557406153
1111 => 0.016593385227507
1112 => 0.015892166605682
1113 => 0.016417567275385
1114 => 0.016177796350989
1115 => 0.016336500484659
1116 => 0.016051136142546
1117 => 0.016209068551876
1118 => 0.015524458411545
1119 => 0.014885179095229
1120 => 0.015142443753841
1121 => 0.015422119859535
1122 => 0.016028528916826
1123 => 0.01566735668507
1124 => 0.015797247877044
1125 => 0.015362134127455
1126 => 0.014464370177955
1127 => 0.014469451424412
1128 => 0.014331349999632
1129 => 0.014212010205484
1130 => 0.015708841660574
1201 => 0.01552268700773
1202 => 0.015226073931742
1203 => 0.015623102320887
1204 => 0.015728082928665
1205 => 0.015731071578983
1206 => 0.016020733242918
1207 => 0.016175325724885
1208 => 0.016202573319873
1209 => 0.016658362206629
1210 => 0.016811136629469
1211 => 0.0174403928557
1212 => 0.016162209632867
1213 => 0.016135886290525
1214 => 0.015628689324526
1215 => 0.015307016990223
1216 => 0.015650714504459
1217 => 0.015955183582682
1218 => 0.015638150027491
1219 => 0.015679547916855
1220 => 0.015253956271604
1221 => 0.015406085258833
1222 => 0.015537119236623
1223 => 0.015464769975909
1224 => 0.015356459630876
1225 => 0.015930220590387
1226 => 0.015897846748464
1227 => 0.016432146144669
1228 => 0.016848670732126
1229 => 0.017595157255527
1230 => 0.016816159653136
1231 => 0.01678776988427
]
'min_raw' => 0.014212010205484
'max_raw' => 0.041091101047614
'avg_raw' => 0.027651555626549
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.014212'
'max' => '$0.041091'
'avg' => '$0.027651'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0024990132115831
'max_diff' => -0.013880594921199
'year' => 2030
]
5 => [
'items' => [
101 => 0.017065284428799
102 => 0.016811094143438
103 => 0.016971733629435
104 => 0.017569275750856
105 => 0.017581900874287
106 => 0.017370413790264
107 => 0.017357544781981
108 => 0.017398163189883
109 => 0.017636066473657
110 => 0.017552935756276
111 => 0.017649136727041
112 => 0.017769437514064
113 => 0.018267052575666
114 => 0.01838702588235
115 => 0.018095552946135
116 => 0.018121869688791
117 => 0.018012850809535
118 => 0.017907539938177
119 => 0.018144263397573
120 => 0.01857688017243
121 => 0.018574188885927
122 => 0.018674547568825
123 => 0.018737070196855
124 => 0.018468677307991
125 => 0.018293963406421
126 => 0.018360959833617
127 => 0.018468088579697
128 => 0.018326219425109
129 => 0.017450537282807
130 => 0.01771616330599
131 => 0.017671950147283
201 => 0.017608985232781
202 => 0.017876074253117
203 => 0.017850312865537
204 => 0.017078659291591
205 => 0.017128058049771
206 => 0.01708166339369
207 => 0.017231574018942
208 => 0.016802998477709
209 => 0.016934825427692
210 => 0.017017506054921
211 => 0.017066205579541
212 => 0.017242141656045
213 => 0.017221497588114
214 => 0.017240858391797
215 => 0.01750172514785
216 => 0.018821099681309
217 => 0.01889291032613
218 => 0.018539288447525
219 => 0.018680553413145
220 => 0.018409355570407
221 => 0.018591412499104
222 => 0.018715971225974
223 => 0.018153114290514
224 => 0.018119785555708
225 => 0.017847468383003
226 => 0.017993796206781
227 => 0.017760978117807
228 => 0.01781810353321
301 => 0.017658375891638
302 => 0.017945853845011
303 => 0.01826729886644
304 => 0.018348508573102
305 => 0.018134880797852
306 => 0.017980200209815
307 => 0.017708632052175
308 => 0.018160255950621
309 => 0.018292324541516
310 => 0.018159562250537
311 => 0.018128798326804
312 => 0.018070500746918
313 => 0.018141166433967
314 => 0.018291605267607
315 => 0.018220661091831
316 => 0.018267520969807
317 => 0.018088939436661
318 => 0.018468766157205
319 => 0.019072022399707
320 => 0.019073961967169
321 => 0.019003017408978
322 => 0.018973988424288
323 => 0.019046781846268
324 => 0.01908626929155
325 => 0.019321669870202
326 => 0.019574264069869
327 => 0.020753010984231
328 => 0.02042202356751
329 => 0.021467877953899
330 => 0.022295012986338
331 => 0.022543034616335
401 => 0.022314866387057
402 => 0.021534315200103
403 => 0.021496017635055
404 => 0.022662490648575
405 => 0.022332908594407
406 => 0.022293705857785
407 => 0.021876654974197
408 => 0.022123183699154
409 => 0.022069264250648
410 => 0.021984149763351
411 => 0.02245450939723
412 => 0.023334980642556
413 => 0.023197750941965
414 => 0.023095315336376
415 => 0.022646472331243
416 => 0.022916776073048
417 => 0.022820526087918
418 => 0.023234077105785
419 => 0.022989098644077
420 => 0.022330411686194
421 => 0.022435309755297
422 => 0.022419454623178
423 => 0.022745752118688
424 => 0.022647805709738
425 => 0.022400329014847
426 => 0.023331971287559
427 => 0.023271475620436
428 => 0.023357244645182
429 => 0.02339500282237
430 => 0.023962077056392
501 => 0.024194389225719
502 => 0.024247128155353
503 => 0.024467806748546
504 => 0.024241637470921
505 => 0.025146475837383
506 => 0.025748140552298
507 => 0.026447005080055
508 => 0.027468233992184
509 => 0.02785222551004
510 => 0.027782860879314
511 => 0.028557144985366
512 => 0.029948516312573
513 => 0.028064096805372
514 => 0.030048395122182
515 => 0.029420189184906
516 => 0.027930724208565
517 => 0.027834820223727
518 => 0.028843503198749
519 => 0.031080664955209
520 => 0.030520281308894
521 => 0.031081581542102
522 => 0.030426795004848
523 => 0.030394279334299
524 => 0.031049780021499
525 => 0.032581393106623
526 => 0.031853781141539
527 => 0.030810570971816
528 => 0.031580861126991
529 => 0.03091356450759
530 => 0.029409958459516
531 => 0.030519852794081
601 => 0.029777698060528
602 => 0.029994298266894
603 => 0.031554197129638
604 => 0.031366505971492
605 => 0.031609395709866
606 => 0.031180701679167
607 => 0.030780233855651
608 => 0.030032730923927
609 => 0.029811432157292
610 => 0.029872591174895
611 => 0.029811401849921
612 => 0.029393180829528
613 => 0.029302866039993
614 => 0.029152337433987
615 => 0.029198992543293
616 => 0.028915954725304
617 => 0.029450105566446
618 => 0.029549248669483
619 => 0.029937959107182
620 => 0.029978316314322
621 => 0.031060869350368
622 => 0.030464617329678
623 => 0.03086463466308
624 => 0.030828853347671
625 => 0.027963005431055
626 => 0.028357893988375
627 => 0.028972216660708
628 => 0.028695465129517
629 => 0.028304203214297
630 => 0.02798823823962
701 => 0.027509518993908
702 => 0.028183307139259
703 => 0.029069266901016
704 => 0.030000785715936
705 => 0.031119944536532
706 => 0.03087016131622
707 => 0.029979863820256
708 => 0.030019801915562
709 => 0.030266683505684
710 => 0.029946949414918
711 => 0.0298526535896
712 => 0.030253728707296
713 => 0.030256490691205
714 => 0.029888597978623
715 => 0.029479752552244
716 => 0.02947803947498
717 => 0.029405289380334
718 => 0.03043973708507
719 => 0.031008578728215
720 => 0.031073795505868
721 => 0.031004189119459
722 => 0.031030977855009
723 => 0.030699981436433
724 => 0.031456541095359
725 => 0.032150835054385
726 => 0.031964749441939
727 => 0.031685780655254
728 => 0.031463568579702
729 => 0.031912403338941
730 => 0.031892417433643
731 => 0.032144771002342
801 => 0.032133322786801
802 => 0.032048465773145
803 => 0.03196475247245
804 => 0.032296666247183
805 => 0.032201080410432
806 => 0.032105346102475
807 => 0.031913336291679
808 => 0.031939433613911
809 => 0.03166051299512
810 => 0.031531471554329
811 => 0.02959099789853
812 => 0.029072439930895
813 => 0.029235588823734
814 => 0.029289301675415
815 => 0.02906362458335
816 => 0.029387187561683
817 => 0.029336760614248
818 => 0.029532942367941
819 => 0.029410376525455
820 => 0.029415406670383
821 => 0.029775846679341
822 => 0.029880483947362
823 => 0.02982726458832
824 => 0.02986453760314
825 => 0.030723478497717
826 => 0.030601364569892
827 => 0.030536493979556
828 => 0.030554463576412
829 => 0.030773941390877
830 => 0.030835383195883
831 => 0.030575049950635
901 => 0.030697824614062
902 => 0.031220583548513
903 => 0.031403519589977
904 => 0.03198736362005
905 => 0.031739336299075
906 => 0.032194601181096
907 => 0.033593930217192
908 => 0.03471181107743
909 => 0.033683761639975
910 => 0.035736607478533
911 => 0.037335042427097
912 => 0.037273691831438
913 => 0.03699496772569
914 => 0.035175192033342
915 => 0.033500607309917
916 => 0.034901468537685
917 => 0.034905039621044
918 => 0.034784704399217
919 => 0.034037312671344
920 => 0.034758696787152
921 => 0.034815957638583
922 => 0.034783906788671
923 => 0.034210883303263
924 => 0.033335982353488
925 => 0.033506935904857
926 => 0.033786961309358
927 => 0.033256814799219
928 => 0.03308740086652
929 => 0.033402373599727
930 => 0.034417281373296
1001 => 0.034225418937663
1002 => 0.034220408634091
1003 => 0.035041277496063
1004 => 0.034453712545479
1005 => 0.033509092176609
1006 => 0.033270563075457
1007 => 0.032423945458824
1008 => 0.033008707262181
1009 => 0.033029751798453
1010 => 0.032709483734875
1011 => 0.03353508016487
1012 => 0.033527472148424
1013 => 0.034311253084893
1014 => 0.035809547860744
1015 => 0.035366428368917
1016 => 0.034851128611185
1017 => 0.034907155982563
1018 => 0.035521637959243
1019 => 0.035150108128883
1020 => 0.035283712846278
1021 => 0.035521435732501
1022 => 0.035664859852087
1023 => 0.034886519458927
1024 => 0.034705051080956
1025 => 0.034333830466375
1026 => 0.034236985937191
1027 => 0.034539337381996
1028 => 0.034459678458524
1029 => 0.033027983086667
1030 => 0.032878362954431
1031 => 0.032882951590278
1101 => 0.032506724653719
1102 => 0.031932888270655
1103 => 0.033440896023356
1104 => 0.033319781896259
1105 => 0.033186081273433
1106 => 0.033202458836844
1107 => 0.033857033891167
1108 => 0.033477347302827
1109 => 0.034486806327336
1110 => 0.034279291899013
1111 => 0.034066455508627
1112 => 0.034037035036321
1113 => 0.03395511118437
1114 => 0.033674163813506
1115 => 0.03333490298087
1116 => 0.033110893592893
1117 => 0.030543049104231
1118 => 0.031019626104862
1119 => 0.031567884502728
1120 => 0.031757141104664
1121 => 0.031433404590895
1122 => 0.033686946904267
1123 => 0.034098690800595
1124 => 0.03285149168123
1125 => 0.032618191648801
1126 => 0.033702242015553
1127 => 0.033048427124634
1128 => 0.033342839929981
1129 => 0.032706480480015
1130 => 0.033999513753238
1201 => 0.033989663006119
1202 => 0.033486643858354
1203 => 0.033911792197519
1204 => 0.033837912211202
1205 => 0.033270004832257
1206 => 0.034017517430109
1207 => 0.034017888187031
1208 => 0.033533743193887
1209 => 0.032968367834861
1210 => 0.032867292074237
1211 => 0.032791145066225
1212 => 0.033324112433907
1213 => 0.033801969309224
1214 => 0.034691142483424
1215 => 0.034914701745651
1216 => 0.035787268429308
1217 => 0.035267697453691
1218 => 0.035498016537611
1219 => 0.03574806048383
1220 => 0.03586794074671
1221 => 0.035672602291478
1222 => 0.037028057513972
1223 => 0.037142499464825
1224 => 0.037180870861027
1225 => 0.036723818986385
1226 => 0.03712978802539
1227 => 0.036939848556321
1228 => 0.037434018288135
1229 => 0.037511510411959
1230 => 0.037445877339942
1231 => 0.037470474563174
]
'min_raw' => 0.016802998477709
'max_raw' => 0.037511510411959
'avg_raw' => 0.027157254444834
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0168029'
'max' => '$0.037511'
'avg' => '$0.027157'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0025909882722249
'max_diff' => -0.0035795906356546
'year' => 2031
]
6 => [
'items' => [
101 => 0.036313832649462
102 => 0.036253854664464
103 => 0.035436050583171
104 => 0.0357693117912
105 => 0.035146295936415
106 => 0.035343860681742
107 => 0.035430945339016
108 => 0.035385457256067
109 => 0.035788153879881
110 => 0.035445779484154
111 => 0.034542197162266
112 => 0.03363836865998
113 => 0.033627021829376
114 => 0.033389059738622
115 => 0.033217056731938
116 => 0.03325019061316
117 => 0.033366958732306
118 => 0.033210269956581
119 => 0.033243707451204
120 => 0.033798992654817
121 => 0.033910351142288
122 => 0.03353191149129
123 => 0.032012421683951
124 => 0.031639535073878
125 => 0.031907558574535
126 => 0.031779460604145
127 => 0.025648504992751
128 => 0.027088882071898
129 => 0.026233058922053
130 => 0.026627461604031
131 => 0.02575388778237
201 => 0.026170802997993
202 => 0.026093813980974
203 => 0.028409897700386
204 => 0.028373735238776
205 => 0.028391044295474
206 => 0.027564837920788
207 => 0.02888100710961
208 => 0.029529399379937
209 => 0.029409399227101
210 => 0.029439600680268
211 => 0.028920639652657
212 => 0.028396068972614
213 => 0.027814239357597
214 => 0.028895206865984
215 => 0.028775021731782
216 => 0.029050683188395
217 => 0.029751767886738
218 => 0.029855005271731
219 => 0.029993757364092
220 => 0.029944024616027
221 => 0.031128860442106
222 => 0.03098536900577
223 => 0.031331142082038
224 => 0.030619860630288
225 => 0.029814978152179
226 => 0.029967959997677
227 => 0.029953226615753
228 => 0.029765653753675
229 => 0.02959632136074
301 => 0.02931443063561
302 => 0.0302063746019
303 => 0.030170163305749
304 => 0.030756382099398
305 => 0.030652762233395
306 => 0.029960763408145
307 => 0.029985478281567
308 => 0.030151697682889
309 => 0.030726984928726
310 => 0.030897769351833
311 => 0.030818655202468
312 => 0.031005912525799
313 => 0.031153913079065
314 => 0.031024499116633
315 => 0.032856727914772
316 => 0.032095858775239
317 => 0.032466701099754
318 => 0.032555144809021
319 => 0.032328598107504
320 => 0.032377727975034
321 => 0.032452146337254
322 => 0.032904000060045
323 => 0.034089794973577
324 => 0.034614975468802
325 => 0.036195006900633
326 => 0.034571366539539
327 => 0.034475026439803
328 => 0.034759637813054
329 => 0.035687283526852
330 => 0.036439053248554
331 => 0.036688458635878
401 => 0.036721421675047
402 => 0.037189322761824
403 => 0.037457514938926
404 => 0.037132507262869
405 => 0.036857097287133
406 => 0.035870612939191
407 => 0.035984801188573
408 => 0.036771444991776
409 => 0.03788262569689
410 => 0.038836134340526
411 => 0.038502248846656
412 => 0.041049559478458
413 => 0.041302114922771
414 => 0.041267219926462
415 => 0.041842578813895
416 => 0.04070060859214
417 => 0.040212394197709
418 => 0.036916644049923
419 => 0.037842615409549
420 => 0.039188569161157
421 => 0.039010427135065
422 => 0.0380329595432
423 => 0.038835392843706
424 => 0.038570083300149
425 => 0.038360822655443
426 => 0.039319486236013
427 => 0.038265396249447
428 => 0.039178053807205
429 => 0.038007561049147
430 => 0.038503774007467
501 => 0.038222099533204
502 => 0.038404377438778
503 => 0.037338784527345
504 => 0.037913752596549
505 => 0.037314863965347
506 => 0.037314580014158
507 => 0.037301359514431
508 => 0.038005949333161
509 => 0.038028925981854
510 => 0.037508233041237
511 => 0.037433193053741
512 => 0.037710655217561
513 => 0.037385819691184
514 => 0.037537808189485
515 => 0.037390423267964
516 => 0.037357243817728
517 => 0.037092864313231
518 => 0.036978962353428
519 => 0.037023626246759
520 => 0.036871165353006
521 => 0.036779302149768
522 => 0.037283085611144
523 => 0.037013934430297
524 => 0.037241834332508
525 => 0.036982113630678
526 => 0.036081808523215
527 => 0.035564033535359
528 => 0.033863440645688
529 => 0.03434572667962
530 => 0.034665482819077
531 => 0.034559803416894
601 => 0.034786843665284
602 => 0.03480078209259
603 => 0.034726968993437
604 => 0.034641502880662
605 => 0.034599902703536
606 => 0.034909956341451
607 => 0.035089952914186
608 => 0.034697574625457
609 => 0.034605645882364
610 => 0.035002361996068
611 => 0.035244358596252
612 => 0.037031125525868
613 => 0.036898756060541
614 => 0.037230977442317
615 => 0.037193574413081
616 => 0.037541795348198
617 => 0.038110989407968
618 => 0.036953658735295
619 => 0.037154531322587
620 => 0.037105282003009
621 => 0.037642973160303
622 => 0.037644651773405
623 => 0.037322279064942
624 => 0.0374970425401
625 => 0.037399494362652
626 => 0.037575777103727
627 => 0.03689698818563
628 => 0.037723679817136
629 => 0.038192360701368
630 => 0.038198868335901
701 => 0.038421019355345
702 => 0.03864673765722
703 => 0.039079984281748
704 => 0.038634654644007
705 => 0.037833549977677
706 => 0.037891387147034
707 => 0.037421699774277
708 => 0.037429595303869
709 => 0.037387448348123
710 => 0.037513934534991
711 => 0.036924744790712
712 => 0.037063026446039
713 => 0.036869431318805
714 => 0.037154110484589
715 => 0.036847842761357
716 => 0.037105258253495
717 => 0.037216350246443
718 => 0.037626282092061
719 => 0.036787295494454
720 => 0.035076545027535
721 => 0.035436165516526
722 => 0.034904258565728
723 => 0.034953488579137
724 => 0.035052941041122
725 => 0.034730583073009
726 => 0.034792078814658
727 => 0.034789881754027
728 => 0.034770948672461
729 => 0.0346870909149
730 => 0.034565480575684
731 => 0.035049938737431
801 => 0.035132257619399
802 => 0.035315242296861
803 => 0.035859680577297
804 => 0.035805278354343
805 => 0.035894010637108
806 => 0.035700308562042
807 => 0.034962473862848
808 => 0.035002541836845
809 => 0.034502893559068
810 => 0.035302465167036
811 => 0.03511311605644
812 => 0.03499104145305
813 => 0.034957732266501
814 => 0.035503520104128
815 => 0.035666828379322
816 => 0.035565065621431
817 => 0.035356347236105
818 => 0.035757148237983
819 => 0.035864385677649
820 => 0.035888392185626
821 => 0.036598534714986
822 => 0.035928081264318
823 => 0.036089466073628
824 => 0.037348544286538
825 => 0.036206734088345
826 => 0.036811576415734
827 => 0.036781972531256
828 => 0.0370913893992
829 => 0.036756591316883
830 => 0.036760741540365
831 => 0.037035482757385
901 => 0.03664965826792
902 => 0.036554122698467
903 => 0.036422140993505
904 => 0.036710318217834
905 => 0.036883067430685
906 => 0.038275299215943
907 => 0.039174744442702
908 => 0.039135697153291
909 => 0.03949251628505
910 => 0.039331765998104
911 => 0.038812660917771
912 => 0.039698709991779
913 => 0.039418326990895
914 => 0.039441441424822
915 => 0.039440581104437
916 => 0.039627011288518
917 => 0.039494908417021
918 => 0.03923452009722
919 => 0.039407378015718
920 => 0.039920704235821
921 => 0.041514084573791
922 => 0.042405761320401
923 => 0.041460404514023
924 => 0.04211249898023
925 => 0.041721474665521
926 => 0.041650413915573
927 => 0.042059977429754
928 => 0.042470257830649
929 => 0.042444124742803
930 => 0.042146282239885
1001 => 0.04197803856746
1002 => 0.043252036020825
1003 => 0.044190695642485
1004 => 0.044126685349141
1005 => 0.044409205966696
1006 => 0.045238695237869
1007 => 0.045314533341327
1008 => 0.04530497948341
1009 => 0.045117006831102
1010 => 0.045933746741365
1011 => 0.046615085543678
1012 => 0.045073496593144
1013 => 0.045660513484627
1014 => 0.045924044279716
1015 => 0.046310985672971
1016 => 0.046963820662299
1017 => 0.047672972616638
1018 => 0.047773254478437
1019 => 0.047702099698562
1020 => 0.047234394921648
1021 => 0.048010357452028
1022 => 0.048464898103764
1023 => 0.048735566659896
1024 => 0.049421937083291
1025 => 0.04592567175619
1026 => 0.043450841382006
1027 => 0.043064360882093
1028 => 0.043850284176261
1029 => 0.044057525881312
1030 => 0.043973987009865
1031 => 0.041188340421987
1101 => 0.043049695029311
1102 => 0.045052356079651
1103 => 0.045129286446688
1104 => 0.046131860442156
1105 => 0.046458339631977
1106 => 0.047265543108706
1107 => 0.047215052311459
1108 => 0.04741159351263
1109 => 0.0473664120941
1110 => 0.048861586557995
1111 => 0.050510986027228
1112 => 0.050453872568378
1113 => 0.050216751879867
1114 => 0.050568916537391
1115 => 0.052271273550028
1116 => 0.05211454779602
1117 => 0.052266793516171
1118 => 0.054273968374708
1119 => 0.0568835812081
1120 => 0.055671154046144
1121 => 0.058301772121069
1122 => 0.059957606756162
1123 => 0.062821201541059
1124 => 0.062462665370488
1125 => 0.063577441806219
1126 => 0.06182081079641
1127 => 0.057787230924187
1128 => 0.057148901469484
1129 => 0.058426853202875
1130 => 0.061568572838711
1201 => 0.058327909271112
1202 => 0.058983491290188
1203 => 0.058794683624591
1204 => 0.058784622866472
1205 => 0.059168601083805
1206 => 0.058611620652607
1207 => 0.05634238217704
1208 => 0.057382360797686
1209 => 0.056980775108379
1210 => 0.057426364370861
1211 => 0.059831025845487
1212 => 0.058767867687585
1213 => 0.057647916932191
1214 => 0.059052583716423
1215 => 0.060841207228626
1216 => 0.060729278383698
1217 => 0.06051208964191
1218 => 0.061736371207738
1219 => 0.063758525673645
1220 => 0.064305105900105
1221 => 0.064708580248937
1222 => 0.064764212544886
1223 => 0.06533725976844
1224 => 0.062255840420898
1225 => 0.067146132061908
1226 => 0.06799055033673
1227 => 0.067831834698615
1228 => 0.068770370072526
1229 => 0.068494229157177
1230 => 0.068094144296018
1231 => 0.069581922495867
]
'min_raw' => 0.025648504992751
'max_raw' => 0.069581922495867
'avg_raw' => 0.047615213744309
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.025648'
'max' => '$0.069581'
'avg' => '$0.047615'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0088455065150419
'max_diff' => 0.032070412083908
'year' => 2032
]
7 => [
'items' => [
101 => 0.06787630484725
102 => 0.065455395326329
103 => 0.064127236482991
104 => 0.065876263187417
105 => 0.066944332763189
106 => 0.067650258810791
107 => 0.067863871606264
108 => 0.062495042233172
109 => 0.059601540970004
110 => 0.061456242105635
111 => 0.06371910549574
112 => 0.062243270100512
113 => 0.062301120053879
114 => 0.060196966623002
115 => 0.063905276384879
116 => 0.063365006844367
117 => 0.06616792617626
118 => 0.06549898698287
119 => 0.067784658889327
120 => 0.06718276487515
121 => 0.069681193276558
122 => 0.070677884008128
123 => 0.07235148286896
124 => 0.073582589003761
125 => 0.074305518073424
126 => 0.07426211612372
127 => 0.077126721259557
128 => 0.075437563692635
129 => 0.073315583684709
130 => 0.073277203761126
131 => 0.074376207275921
201 => 0.076679417146039
202 => 0.07727660595502
203 => 0.077610353029245
204 => 0.07709920776725
205 => 0.07526574829137
206 => 0.074474069785535
207 => 0.07514860280964
208 => 0.074323706884443
209 => 0.075747708676252
210 => 0.077703167286776
211 => 0.077299372816424
212 => 0.07864919719056
213 => 0.080046123412126
214 => 0.082043790648847
215 => 0.082566054837929
216 => 0.083429337682554
217 => 0.084317939303315
218 => 0.084603334195418
219 => 0.085148241597277
220 => 0.085145369666295
221 => 0.086787484798296
222 => 0.088598788640965
223 => 0.089282513909793
224 => 0.09085470246463
225 => 0.088162384660529
226 => 0.090204538642057
227 => 0.092046612651825
228 => 0.089850416077583
301 => 0.092877361407003
302 => 0.092994890834939
303 => 0.094769445659405
304 => 0.09297059438124
305 => 0.091902442234402
306 => 0.094986157459184
307 => 0.096478270120337
308 => 0.096028833643582
309 => 0.092608599864062
310 => 0.090617877103654
311 => 0.085407771657922
312 => 0.091579366618197
313 => 0.094585370495453
314 => 0.092600815040217
315 => 0.093601709377141
316 => 0.099062264338322
317 => 0.10114129012279
318 => 0.10070886729311
319 => 0.10078193963304
320 => 0.10190374420935
321 => 0.10687844348977
322 => 0.10389748836832
323 => 0.10617631686441
324 => 0.10738499928182
325 => 0.1085076908717
326 => 0.10575071515726
327 => 0.10216393026079
328 => 0.10102784492109
329 => 0.092403490111507
330 => 0.091954554989993
331 => 0.091702554102162
401 => 0.090113724150614
402 => 0.088865339025849
403 => 0.087872576825067
404 => 0.085267272346329
405 => 0.086146486128388
406 => 0.081994174558582
407 => 0.084650676352057
408 => 0.078023486825579
409 => 0.08354280719123
410 => 0.08053889204891
411 => 0.082555940276939
412 => 0.082548902985689
413 => 0.078834877692163
414 => 0.076692705412588
415 => 0.078057780963726
416 => 0.079521250314378
417 => 0.079758693292819
418 => 0.081656119506397
419 => 0.082185650377567
420 => 0.08058114711649
421 => 0.077886153052979
422 => 0.078512138707662
423 => 0.076680019833276
424 => 0.073469301977348
425 => 0.075775295595231
426 => 0.076562663203758
427 => 0.076910409595027
428 => 0.073753037337159
429 => 0.072760922423851
430 => 0.072232728768656
501 => 0.077478575943071
502 => 0.077765955293116
503 => 0.076295681906941
504 => 0.082941457029495
505 => 0.081437313440852
506 => 0.083117810353492
507 => 0.078455337070771
508 => 0.078633449829024
509 => 0.076426160257534
510 => 0.077662094926426
511 => 0.076788576138487
512 => 0.077562243618924
513 => 0.078025976716747
514 => 0.080232904093737
515 => 0.083568006756839
516 => 0.079903262738157
517 => 0.078306481289117
518 => 0.079297115519462
519 => 0.081935305019123
520 => 0.085932297157546
521 => 0.083565997364636
522 => 0.084616121030353
523 => 0.084845526334562
524 => 0.083100704472451
525 => 0.08599663122839
526 => 0.087548581903364
527 => 0.089140562164946
528 => 0.090522834019804
529 => 0.088504690240074
530 => 0.090664393373932
531 => 0.088924053886966
601 => 0.08736278945417
602 => 0.087365157247852
603 => 0.086385753262725
604 => 0.084488034628697
605 => 0.084138066196354
606 => 0.085958646177539
607 => 0.087418578912884
608 => 0.087538825965573
609 => 0.088347119741912
610 => 0.088825459672662
611 => 0.09351384126561
612 => 0.09539954712662
613 => 0.097705352558878
614 => 0.098603593722816
615 => 0.10130697758899
616 => 0.099123775558952
617 => 0.098651426066768
618 => 0.092093901077555
619 => 0.093167695427179
620 => 0.094886943786671
621 => 0.092122250849764
622 => 0.093875812173638
623 => 0.094222002324478
624 => 0.092028307641691
625 => 0.093200054755719
626 => 0.090088241819666
627 => 0.083635835775242
628 => 0.086003814600835
629 => 0.087747444069526
630 => 0.085259069829741
701 => 0.089719384341174
702 => 0.087113760683175
703 => 0.086287903075583
704 => 0.083065938108869
705 => 0.084586581548353
706 => 0.086643273573772
707 => 0.085372477018175
708 => 0.088009570682103
709 => 0.091744398597416
710 => 0.094406059382716
711 => 0.094610388647838
712 => 0.092899119080313
713 => 0.095641439483448
714 => 0.095661414293726
715 => 0.092568065676282
716 => 0.090673406871934
717 => 0.090242936405191
718 => 0.091318336029823
719 => 0.092624069703849
720 => 0.094682847779302
721 => 0.095926924252193
722 => 0.099170815886317
723 => 0.10004851995285
724 => 0.10101285061872
725 => 0.10230149377689
726 => 0.1038488402896
727 => 0.10046333421028
728 => 0.10059784667819
729 => 0.097445310292649
730 => 0.094076373045252
731 => 0.09663297647207
801 => 0.099975395361933
802 => 0.099208640775553
803 => 0.099122365221211
804 => 0.099267456772772
805 => 0.098689348854506
806 => 0.096074588165867
807 => 0.0947614717173
808 => 0.096455726947685
809 => 0.097356148200009
810 => 0.09875262303738
811 => 0.098580478037666
812 => 0.10217764724828
813 => 0.10357539843078
814 => 0.10321779386515
815 => 0.10328360171146
816 => 0.10581416346207
817 => 0.10862866857846
818 => 0.11126482402663
819 => 0.11394643457401
820 => 0.1107136483941
821 => 0.10907223894247
822 => 0.11076575451403
823 => 0.1098671513138
824 => 0.11503079184531
825 => 0.11538831111232
826 => 0.12055157825384
827 => 0.12545213360156
828 => 0.12237418259023
829 => 0.12527655175996
830 => 0.12841570065065
831 => 0.13447162816935
901 => 0.13243220483115
902 => 0.13087003851593
903 => 0.12939379889637
904 => 0.13246561919822
905 => 0.13641746694302
906 => 0.13726865709692
907 => 0.13864791032591
908 => 0.13719779420269
909 => 0.13894429934806
910 => 0.14511022996445
911 => 0.14344414108373
912 => 0.14107802703594
913 => 0.14594543707531
914 => 0.14770693384699
915 => 0.16007004069359
916 => 0.1756789737819
917 => 0.16921677298956
918 => 0.16520547642384
919 => 0.16614822626601
920 => 0.17184808023413
921 => 0.17367869242437
922 => 0.16870245744144
923 => 0.17046014776382
924 => 0.18014519425245
925 => 0.1853409109601
926 => 0.17828442979325
927 => 0.15881587811802
928 => 0.14086498435416
929 => 0.14562636971962
930 => 0.14508657638216
1001 => 0.15549195060004
1002 => 0.14340440541493
1003 => 0.14360792867561
1004 => 0.15422847501283
1005 => 0.15139509533232
1006 => 0.14680538312174
1007 => 0.14089849433257
1008 => 0.12997906408471
1009 => 0.12030742020334
1010 => 0.13927574110127
1011 => 0.1384577926125
1012 => 0.13727328198758
1013 => 0.1399092822059
1014 => 0.15270895102433
1015 => 0.15241387722958
1016 => 0.15053676829535
1017 => 0.15196053887788
1018 => 0.1465557892548
1019 => 0.14794871629653
1020 => 0.14086214084087
1021 => 0.14406556890836
1022 => 0.14679553566069
1023 => 0.14734361690406
1024 => 0.14857847193111
1025 => 0.13802677092678
1026 => 0.14276417489606
1027 => 0.14554695589329
1028 => 0.13297425010937
1029 => 0.14529843392427
1030 => 0.13784308928771
1031 => 0.13531263334255
1101 => 0.13871955891049
1102 => 0.13739187670332
1103 => 0.13625041350571
1104 => 0.13561345742861
1105 => 0.13811512755706
1106 => 0.13799842165543
1107 => 0.13390520377204
1108 => 0.12856576790406
1109 => 0.13035785784236
1110 => 0.12970677476685
1111 => 0.12734716570979
1112 => 0.12893725731396
1113 => 0.12193529861612
1114 => 0.10988879260662
1115 => 0.11784708347095
1116 => 0.11754069792963
1117 => 0.11738620444622
1118 => 0.12336664007976
1119 => 0.12279175918572
1120 => 0.12174834473379
1121 => 0.12732800258512
1122 => 0.12529135241239
1123 => 0.1315678283496
1124 => 0.13570192133886
1125 => 0.13465338163289
1126 => 0.13854151607109
1127 => 0.13039914397503
1128 => 0.13310371337007
1129 => 0.13366112137402
1130 => 0.12725915047334
1201 => 0.12288581680965
1202 => 0.12259416531394
1203 => 0.11501140742361
1204 => 0.11906205548274
1205 => 0.12262645814757
1206 => 0.12091938587994
1207 => 0.12037897779734
1208 => 0.12313980549113
1209 => 0.12335434544782
1210 => 0.1184628116992
1211 => 0.11947991646026
1212 => 0.12372141239351
1213 => 0.1193730416453
1214 => 0.11092486758386
1215 => 0.10882960361148
1216 => 0.10855005677419
1217 => 0.10286753470361
1218 => 0.10896961916901
1219 => 0.10630589577417
1220 => 0.11472056606218
1221 => 0.10991415152245
1222 => 0.1097069565981
1223 => 0.10939375108106
1224 => 0.10450256959288
1225 => 0.10557342748799
1226 => 0.1091331222276
1227 => 0.11040326141353
1228 => 0.11027077549049
1229 => 0.1091156777814
1230 => 0.10964447559756
1231 => 0.10794103358631
]
'min_raw' => 0.059601540970004
'max_raw' => 0.1853409109601
'avg_raw' => 0.12247122596505
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0596015'
'max' => '$0.18534'
'avg' => '$0.122471'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.033953035977253
'max_diff' => 0.11575898846424
'year' => 2033
]
8 => [
'items' => [
101 => 0.10733951275806
102 => 0.10544094756276
103 => 0.10265058121769
104 => 0.10303859877228
105 => 0.097510152903626
106 => 0.094497962177552
107 => 0.09366422748461
108 => 0.092549322609037
109 => 0.093790158956955
110 => 0.097494491511093
111 => 0.093026280532811
112 => 0.085365846219104
113 => 0.085826251374103
114 => 0.086860645061868
115 => 0.084933059267917
116 => 0.083108761083956
117 => 0.08469484034492
118 => 0.081449013340481
119 => 0.087252887748232
120 => 0.087095909210672
121 => 0.089259234680696
122 => 0.09061200649301
123 => 0.087494305430702
124 => 0.086710212044692
125 => 0.087156867272421
126 => 0.079774651294877
127 => 0.088655950140493
128 => 0.088732755981713
129 => 0.088075097739002
130 => 0.092804115194954
131 => 0.10278381704454
201 => 0.099029051776152
202 => 0.097575093175849
203 => 0.094811116813836
204 => 0.098493951207541
205 => 0.098211166987271
206 => 0.096932309500478
207 => 0.096158852502187
208 => 0.097583970737024
209 => 0.095982264581806
210 => 0.095694554144387
211 => 0.093951341925672
212 => 0.093329094474693
213 => 0.092868407234372
214 => 0.092361235848973
215 => 0.093479929545929
216 => 0.090944822452216
217 => 0.08788773181681
218 => 0.087633567808655
219 => 0.088335336981499
220 => 0.088024856363086
221 => 0.087632081346905
222 => 0.086882166875104
223 => 0.086659683270708
224 => 0.087382647051294
225 => 0.08656646309442
226 => 0.087770786982629
227 => 0.087443277523316
228 => 0.085613836306713
301 => 0.083333675204935
302 => 0.08331337698833
303 => 0.082822120019166
304 => 0.082196430407955
305 => 0.082022377871956
306 => 0.084561265173496
307 => 0.089816685905183
308 => 0.088784921063993
309 => 0.089530476901267
310 => 0.09319787371692
311 => 0.094363628882146
312 => 0.093536203478293
313 => 0.092403572552122
314 => 0.092453402564675
315 => 0.096323945310097
316 => 0.096565346313425
317 => 0.097175288769919
318 => 0.097959237196231
319 => 0.093669713285183
320 => 0.092251366374215
321 => 0.091579274920908
322 => 0.089509493376847
323 => 0.091741575322458
324 => 0.090441036760029
325 => 0.090616523844824
326 => 0.090502237650635
327 => 0.090564645640661
328 => 0.087251265447052
329 => 0.088458487043467
330 => 0.086451246994947
331 => 0.083763777893249
401 => 0.083754768554472
402 => 0.084412522809778
403 => 0.084021264840796
404 => 0.082968399706426
405 => 0.08311795422938
406 => 0.081807699239639
407 => 0.083277042908067
408 => 0.083319178426913
409 => 0.082753401078878
410 => 0.085017127730443
411 => 0.085944578386615
412 => 0.085572171616013
413 => 0.085918449334829
414 => 0.088827795551284
415 => 0.089302145928241
416 => 0.089512821031858
417 => 0.089230544302113
418 => 0.085971626842904
419 => 0.086116173690207
420 => 0.085055584833037
421 => 0.084159499010829
422 => 0.084195337744366
423 => 0.084656042339984
424 => 0.086667966329014
425 => 0.090901941754531
426 => 0.091062618026934
427 => 0.091257362356344
428 => 0.090465239297977
429 => 0.090226327403977
430 => 0.090541513860555
501 => 0.092131572418527
502 => 0.09622163472632
503 => 0.094775933540669
504 => 0.093600555973056
505 => 0.09463167897937
506 => 0.094472945674757
507 => 0.093133076840274
508 => 0.093095471184662
509 => 0.09052383450931
510 => 0.089573158983766
511 => 0.088778703357792
512 => 0.087911178554017
513 => 0.087396880770645
514 => 0.088187075910067
515 => 0.088367802887767
516 => 0.086640027405173
517 => 0.086404537991245
518 => 0.087815476746956
519 => 0.087194575205666
520 => 0.0878331878385
521 => 0.087981351447235
522 => 0.087957493693731
523 => 0.087309201174537
524 => 0.08772240349391
525 => 0.086745056827053
526 => 0.085682339119569
527 => 0.085004391431846
528 => 0.084412792157597
529 => 0.084741045818902
530 => 0.0835708814531
531 => 0.083196522321725
601 => 0.087582419845453
602 => 0.090822329502576
603 => 0.090775219933016
604 => 0.090488452543919
605 => 0.090062374372363
606 => 0.092100402146401
607 => 0.091390394021578
608 => 0.091906984255551
609 => 0.092038478151321
610 => 0.092436470570389
611 => 0.092578718651601
612 => 0.092148746152532
613 => 0.090705705928939
614 => 0.087109786891893
615 => 0.08543587687315
616 => 0.084883458685788
617 => 0.084903538037707
618 => 0.084349659873604
619 => 0.08451280181601
620 => 0.084292925763813
621 => 0.08387653371468
622 => 0.08471533478323
623 => 0.084811998792408
624 => 0.084616212600082
625 => 0.084662327335939
626 => 0.083041301284856
627 => 0.083164544374837
628 => 0.082478311188852
629 => 0.082349650739144
630 => 0.080614913002134
701 => 0.077541573646764
702 => 0.079244501985909
703 => 0.077187604020182
704 => 0.076408625593471
705 => 0.080096188309519
706 => 0.079726059289897
707 => 0.07909255929952
708 => 0.078155480780787
709 => 0.077807909242875
710 => 0.075696174606299
711 => 0.075571402058304
712 => 0.076618034765823
713 => 0.076135049783736
714 => 0.075456755948168
715 => 0.073000044433288
716 => 0.070237887301332
717 => 0.070321259462845
718 => 0.07119985025476
719 => 0.073754471476362
720 => 0.072756336769686
721 => 0.072032178587717
722 => 0.071896565528349
723 => 0.073594046891508
724 => 0.075996338653719
725 => 0.0771234402003
726 => 0.076006516798221
727 => 0.07472345533334
728 => 0.074801549339573
729 => 0.07532107377631
730 => 0.075375668448931
731 => 0.074540527336143
801 => 0.074775614667526
802 => 0.074418495514319
803 => 0.072226855930282
804 => 0.072187216119971
805 => 0.071649352421085
806 => 0.071633066122044
807 => 0.070718025793852
808 => 0.070590005326563
809 => 0.068773137215962
810 => 0.069969005308343
811 => 0.069166879777866
812 => 0.067957887401154
813 => 0.067749456659711
814 => 0.067743190979936
815 => 0.068984555825072
816 => 0.06995449923737
817 => 0.069180833094889
818 => 0.069004684311134
819 => 0.070885492478838
820 => 0.07064614249555
821 => 0.070438866953665
822 => 0.07578123977498
823 => 0.07155233481636
824 => 0.069708290876945
825 => 0.067425936327473
826 => 0.068169082477411
827 => 0.068325674290292
828 => 0.062837023024141
829 => 0.060610277889031
830 => 0.059846142871782
831 => 0.059406372366071
901 => 0.059606781307814
902 => 0.057602449515061
903 => 0.058949393628379
904 => 0.057213811717804
905 => 0.056922835762425
906 => 0.060026271215874
907 => 0.060458096129214
908 => 0.058615796891419
909 => 0.059798851243238
910 => 0.059369859289583
911 => 0.057243563288239
912 => 0.057162354420962
913 => 0.056095453830407
914 => 0.05442596099885
915 => 0.053662957976355
916 => 0.053265579377544
917 => 0.053429545532168
918 => 0.053346639226943
919 => 0.052805619505364
920 => 0.053377649844089
921 => 0.051916348707902
922 => 0.05133444682097
923 => 0.051071615238663
924 => 0.049774626370942
925 => 0.051838712433054
926 => 0.052245363389961
927 => 0.052652815574873
928 => 0.056199408665119
929 => 0.056022230896899
930 => 0.05762383163254
1001 => 0.057561596373108
1002 => 0.057104793899091
1003 => 0.055177619401574
1004 => 0.055945756807702
1005 => 0.053581549266697
1006 => 0.055352974306904
1007 => 0.054544569895032
1008 => 0.055079651962069
1009 => 0.054117526159132
1010 => 0.054650006303678
1011 => 0.052341795417599
1012 => 0.050186420569582
1013 => 0.051053806327739
1014 => 0.051996753844448
1015 => 0.054041304319232
1016 => 0.052823586923626
1017 => 0.053261524146078
1018 => 0.051794507760667
1019 => 0.048767633925051
1020 => 0.048784765702243
1021 => 0.048319147106665
1022 => 0.047916784658657
1023 => 0.052963456414927
1024 => 0.052335823005961
1025 => 0.051335771311402
1026 => 0.052674380245043
1027 => 0.053028329693678
1028 => 0.053038406136887
1029 => 0.054015020660374
1030 => 0.054536240006626
1031 => 0.054628107175497
1101 => 0.056164831229358
1102 => 0.056679920862331
1103 => 0.058801502162336
1104 => 0.054492018186654
1105 => 0.054403267200109
1106 => 0.052693217217884
1107 => 0.051608676484336
1108 => 0.052767476649775
1109 => 0.053794015404357
1110 => 0.052725114638454
1111 => 0.052864690512754
1112 => 0.051429778566931
1113 => 0.051942692068681
1114 => 0.052384482273297
1115 => 0.052140551689536
1116 => 0.051775375799271
1117 => 0.053709850932975
1118 => 0.053600700264662
1119 => 0.055402127982558
1120 => 0.05680646970999
1121 => 0.059323301141658
1122 => 0.056696856337322
1123 => 0.056601138249479
1124 => 0.057536797911805
1125 => 0.056679777617712
1126 => 0.057221384860244
1127 => 0.059236039841671
1128 => 0.059278606326777
1129 => 0.058565562857436
1130 => 0.058522174097525
1201 => 0.058659121895653
1202 => 0.059461229426774
1203 => 0.059180948409125
1204 => 0.059505296698596
1205 => 0.059910899201175
1206 => 0.061588643123741
1207 => 0.061993141503497
1208 => 0.061010420149055
1209 => 0.061099148884297
1210 => 0.060731584121431
1211 => 0.060376521166076
1212 => 0.061174650836934
1213 => 0.062633248497704
1214 => 0.062624174637358
1215 => 0.06296254094357
1216 => 0.063173340349162
1217 => 0.062268434985765
1218 => 0.061679374868486
1219 => 0.06190525800032
1220 => 0.062266450047217
1221 => 0.061788128287536
1222 => 0.058835704806591
1223 => 0.059731281489167
1224 => 0.059582213737724
1225 => 0.059369923132411
1226 => 0.060270432412032
1227 => 0.060183576095205
1228 => 0.057581892195513
1229 => 0.057748443557629
1230 => 0.057592020735479
1231 => 0.058097454874943
]
'min_raw' => 0.047916784658657
'max_raw' => 0.10733951275806
'avg_raw' => 0.077628148708359
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.047916'
'max' => '$0.107339'
'avg' => '$0.077628'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.011684756311347
'max_diff' => -0.078001398202041
'year' => 2034
]
9 => [
'items' => [
101 => 0.056652482515487
102 => 0.057096946281219
103 => 0.057375709788496
104 => 0.057539903635845
105 => 0.058133084401244
106 => 0.058063481484891
107 => 0.058128757786236
108 => 0.059008288267407
109 => 0.063456651622752
110 => 0.063698766225423
111 => 0.062506505372616
112 => 0.062982790067007
113 => 0.062068427605789
114 => 0.0626822452517
115 => 0.063102203695756
116 => 0.061204492240435
117 => 0.061092122084097
118 => 0.060173985723744
119 => 0.060667340197896
120 => 0.059882377756078
121 => 0.06007498008248
122 => 0.059536447187092
123 => 0.06050569917796
124 => 0.061589473510282
125 => 0.061863277706172
126 => 0.061143016746904
127 => 0.060621500344883
128 => 0.059705889341117
129 => 0.061228570846102
130 => 0.061673849321037
131 => 0.061226231987834
201 => 0.061122509271098
202 => 0.060925954910308
203 => 0.061164209207912
204 => 0.061671424238834
205 => 0.061432230997042
206 => 0.061590222347288
207 => 0.060988122240124
208 => 0.062268734547093
209 => 0.064302655086696
210 => 0.06430919447381
211 => 0.064069999942678
212 => 0.063972126694056
213 => 0.064217554798536
214 => 0.064350689477228
215 => 0.065144358963298
216 => 0.065995997943039
217 => 0.06997022546229
218 => 0.068854278278013
219 => 0.072380449360946
220 => 0.075169192871536
221 => 0.076005415113388
222 => 0.075236129998181
223 => 0.072604447175024
224 => 0.072475324260614
225 => 0.07640816946624
226 => 0.075296960559929
227 => 0.07516478579636
228 => 0.073758669624781
301 => 0.07458985843306
302 => 0.074408065247885
303 => 0.07412109581146
304 => 0.075706946156542
305 => 0.0786755164327
306 => 0.078212836916085
307 => 0.077867468120017
308 => 0.076354162590992
309 => 0.077265510528492
310 => 0.076940996983668
311 => 0.078335313113615
312 => 0.077509351126118
313 => 0.075288542059559
314 => 0.075642213223291
315 => 0.07558875653838
316 => 0.076688891325856
317 => 0.07635865816968
318 => 0.075524273214584
319 => 0.078665370182221
320 => 0.078461404816842
321 => 0.078750581071975
322 => 0.078877885402557
323 => 0.08078981577442
324 => 0.081573072472825
325 => 0.081750885456201
326 => 0.082494918740438
327 => 0.08173237323029
328 => 0.084783098956615
329 => 0.08681165354984
330 => 0.089167924098336
331 => 0.092611068675505
401 => 0.093905722887388
402 => 0.093671855192012
403 => 0.096282408114355
404 => 0.10097351368648
405 => 0.094620061751979
406 => 0.10131026206639
407 => 0.099192221888925
408 => 0.094170386730069
409 => 0.093847039749386
410 => 0.097247884823668
411 => 0.10479063187922
412 => 0.10290125929093
413 => 0.10479372221592
414 => 0.10258606368983
415 => 0.10247643483641
416 => 0.1046865011689
417 => 0.10985044161921
418 => 0.10739724707868
419 => 0.10387999115685
420 => 0.10647707819496
421 => 0.10422724105349
422 => 0.099157728283987
423 => 0.10289981452332
424 => 0.10039758802356
425 => 0.10112787074187
426 => 0.10638717866627
427 => 0.1057543648224
428 => 0.10657328453335
429 => 0.10512791267838
430 => 0.10377770745163
501 => 0.10125744912833
502 => 0.10051132488604
503 => 0.10071752678387
504 => 0.10051122270262
505 => 0.099101161333104
506 => 0.098796658714611
507 => 0.098289141009889
508 => 0.09844644196827
509 => 0.097492160203851
510 => 0.099293087057982
511 => 0.099627354951822
512 => 0.10093791933142
513 => 0.10107398647294
514 => 0.10472388961541
515 => 0.10271358429867
516 => 0.10406227066655
517 => 0.10394163146348
518 => 0.094279225125497
519 => 0.095610619466738
520 => 0.097681851247149
521 => 0.096748764137562
522 => 0.095429597273364
523 => 0.094364299301272
524 => 0.092750263941242
525 => 0.095021987715681
526 => 0.098009062908178
527 => 0.10114974362925
528 => 0.10492306573006
529 => 0.10408090416347
530 => 0.10107920399724
531 => 0.10121385807396
601 => 0.10204623659177
602 => 0.10096823078164
603 => 0.10065030582305
604 => 0.10200255858453
605 => 0.10201187080612
606 => 0.1007714948402
607 => 0.099393043940488
608 => 0.099387268180887
609 => 0.099141986157539
610 => 0.10262969881689
611 => 0.10454758813201
612 => 0.10476747105116
613 => 0.10453278825962
614 => 0.10462310835185
615 => 0.10350713081719
616 => 0.10605792452857
617 => 0.10839878508548
618 => 0.10777138445104
619 => 0.10683082170975
620 => 0.10608161818268
621 => 0.10759489591009
622 => 0.10752751203501
623 => 0.10837833971064
624 => 0.10833974125265
625 => 0.10805363990659
626 => 0.10777139466862
627 => 0.10889046513361
628 => 0.10856819081141
629 => 0.10824541590818
630 => 0.10759804142538
701 => 0.10768603036935
702 => 0.10674563002948
703 => 0.10631055780246
704 => 0.099768115392392
705 => 0.098019760999949
706 => 0.098569828882847
707 => 0.098750925512403
708 => 0.097990039440235
709 => 0.09908095461213
710 => 0.098910936638155
711 => 0.099572377117703
712 => 0.099159137822489
713 => 0.099176097307308
714 => 0.10039134596263
715 => 0.1007441378173
716 => 0.10056470503263
717 => 0.10069037360442
718 => 0.10358635279982
719 => 0.10317463716644
720 => 0.102955921442
721 => 0.1030165071924
722 => 0.10375649196732
723 => 0.10396364730262
724 => 0.10308591559038
725 => 0.10349985893998
726 => 0.10526237718535
727 => 0.10587915882133
728 => 0.10784762973141
729 => 0.10701138830203
730 => 0.10854634563734
731 => 0.11326428118057
801 => 0.11703329454881
802 => 0.11356715409431
803 => 0.12048846716413
804 => 0.12587770219238
805 => 0.12567085437575
806 => 0.12473111659333
807 => 0.1185956157939
808 => 0.1129496364831
809 => 0.11767273791752
810 => 0.11768477807439
811 => 0.11727905947247
812 => 0.11475917608072
813 => 0.1171913729926
814 => 0.11738443195102
815 => 0.11727637027282
816 => 0.11534438158455
817 => 0.11239459194875
818 => 0.11297097378278
819 => 0.11391509898481
820 => 0.11212767301223
821 => 0.11155648211003
822 => 0.11261843467073
823 => 0.11604026708792
824 => 0.11539338949077
825 => 0.11537649690247
826 => 0.11814411358184
827 => 0.11616309732848
828 => 0.11297824380354
829 => 0.11217402628544
830 => 0.10931959588201
831 => 0.11129116112879
901 => 0.11136211425211
902 => 0.11028230811536
903 => 0.11306586412039
904 => 0.11304021316177
905 => 0.11568278531091
906 => 0.12073439075529
907 => 0.11924038245098
908 => 0.11750301334071
909 => 0.11769191353502
910 => 0.11976368242115
911 => 0.11851104365871
912 => 0.11896150129139
913 => 0.11976300059957
914 => 0.12024656503231
915 => 0.11762233605478
916 => 0.11701050274873
917 => 0.11575890652888
918 => 0.11543238843727
919 => 0.11645178744293
920 => 0.11618321182083
921 => 0.11135615091684
922 => 0.11085169619486
923 => 0.11086716710099
924 => 0.10959869171705
925 => 0.10766396228758
926 => 0.11274831571155
927 => 0.11233997097612
928 => 0.11188918999158
929 => 0.11194440809007
930 => 0.11415135358669
1001 => 0.11287121374523
1002 => 0.11627467532454
1003 => 0.11557502594126
1004 => 0.11485743319131
1005 => 0.11475824001485
1006 => 0.11448202802826
1007 => 0.11353479435228
1008 => 0.11239095276861
1009 => 0.11163568947721
1010 => 0.1029780225025
1011 => 0.10458483513368
1012 => 0.10643332660026
1013 => 0.10707141844716
1014 => 0.10597991818843
1015 => 0.11357789343526
1016 => 0.11496611672877
1017 => 0.11076109782117
1018 => 0.10997451047335
1019 => 0.11362946197083
1020 => 0.1114250794182
1021 => 0.11241771274668
1022 => 0.11027218243192
1023 => 0.11463173438929
1024 => 0.11459852190762
1025 => 0.11290255773126
1026 => 0.11433597503966
1027 => 0.11408688350766
1028 => 0.11217214412952
1029 => 0.11469243504283
1030 => 0.11469368507568
1031 => 0.11306135642937
1101 => 0.11115515393317
1102 => 0.11081436994934
1103 => 0.11055763499542
1104 => 0.11235457168615
1105 => 0.11396569950418
1106 => 0.11696360894109
1107 => 0.1177173546021
1108 => 0.1206592740967
1109 => 0.11890750427712
1110 => 0.11968404114893
1111 => 0.12052708177112
1112 => 0.12093126644718
1113 => 0.12027266920727
1114 => 0.12484268112477
1115 => 0.12522853015216
1116 => 0.12535790199346
1117 => 0.12381691968776
1118 => 0.12518567264662
1119 => 0.1245452784655
1120 => 0.12621140621814
1121 => 0.12647267632394
1122 => 0.12625138983928
1123 => 0.12633432109473
1124 => 0.12243462212849
1125 => 0.12223240216454
1126 => 0.11947511860721
1127 => 0.12059873203763
1128 => 0.11849819058564
1129 => 0.11916429391804
1130 => 0.1194579059201
1201 => 0.11930453967256
1202 => 0.12066225945513
1203 => 0.11950792027612
1204 => 0.11646142939177
1205 => 0.11341410849302
1206 => 0.11337585186143
1207 => 0.11257354605847
1208 => 0.11199362591257
1209 => 0.11210533910644
1210 => 0.11249903097263
1211 => 0.11197074382562
1212 => 0.11208348067327
1213 => 0.11395566350603
1214 => 0.11433111642134
1215 => 0.11305518071618
1216 => 0.10793211474335
1217 => 0.10667490150338
1218 => 0.10757856144865
1219 => 0.10714667019796
1220 => 0.086475725304494
1221 => 0.091332057190755
1222 => 0.088446589689387
1223 => 0.089776345867994
1224 => 0.086831030737284
1225 => 0.088236689494851
1226 => 0.087977115648767
1227 => 0.095785953612567
1228 => 0.095664029348467
1229 => 0.095722388041603
1230 => 0.092936775565463
1231 => 0.097374331877575
]
'min_raw' => 0.056652482515487
'max_raw' => 0.12647267632394
'avg_raw' => 0.091562579419716
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.056652'
'max' => '$0.126472'
'avg' => '$0.091562'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0087356978568307
'max_diff' => 0.019133163565882
'year' => 2035
]
10 => [
'items' => [
101 => 0.099560431686286
102 => 0.099155842792856
103 => 0.099257669100807
104 => 0.097507955763514
105 => 0.095739329091392
106 => 0.093777649922316
107 => 0.097422207347586
108 => 0.097016994776566
109 => 0.097946406623605
110 => 0.10031016263224
111 => 0.10065823468355
112 => 0.1011260470503
113 => 0.10095836961797
114 => 0.10495312632819
115 => 0.10446933493233
116 => 0.10563513300008
117 => 0.10323699792542
118 => 0.10052328045537
119 => 0.10103906942832
120 => 0.10098939480251
121 => 0.1003569798021
122 => 0.099786063816906
123 => 0.098835649556146
124 => 0.10184290091203
125 => 0.10172081199887
126 => 0.10369728959015
127 => 0.10334792797741
128 => 0.10101480562426
129 => 0.10109813354554
130 => 0.10165855386217
131 => 0.10359817497678
201 => 0.10417398658307
202 => 0.10390724770491
203 => 0.10453859884442
204 => 0.10503759304282
205 => 0.10460126483309
206 => 0.11077875214814
207 => 0.10821342872202
208 => 0.10946374951051
209 => 0.10976194365124
210 => 0.10899812563009
211 => 0.10916377040861
212 => 0.10941467711256
213 => 0.11093813348637
214 => 0.1149361238269
215 => 0.11670680653348
216 => 0.12203399282017
217 => 0.11655977598379
218 => 0.11623495861128
219 => 0.11719454572712
220 => 0.12032216801735
221 => 0.12285681212095
222 => 0.12369769979725
223 => 0.12380883698521
224 => 0.12538639816709
225 => 0.12629062681677
226 => 0.12519484074563
227 => 0.12426627678393
228 => 0.1209402759307
229 => 0.12132526958586
301 => 0.12397749409008
302 => 0.12772391741753
303 => 0.13093873838139
304 => 0.12981302012767
305 => 0.13840145577034
306 => 0.1392529640837
307 => 0.13913531316735
308 => 0.14107517582661
309 => 0.13722494349415
310 => 0.13557889457728
311 => 0.1244670428521
312 => 0.12758901994033
313 => 0.13212699698537
314 => 0.13152637870692
315 => 0.12823077847634
316 => 0.1309362383731
317 => 0.13004172872367
318 => 0.12933619184994
319 => 0.13256839304358
320 => 0.12901445505966
321 => 0.13209154373536
322 => 0.12814514568037
323 => 0.12981816231383
324 => 0.12886847715797
325 => 0.12948303984285
326 => 0.12589031894463
327 => 0.12782886393294
328 => 0.12580966909977
329 => 0.12580871173852
330 => 0.12576413790066
331 => 0.1281397116674
401 => 0.12821717904265
402 => 0.12646162643973
403 => 0.12620862388277
404 => 0.12714410693988
405 => 0.1260489012834
406 => 0.12656134111693
407 => 0.12606442256393
408 => 0.12595255573094
409 => 0.12506118177314
410 => 0.12467715336329
411 => 0.12482774079799
412 => 0.12431370825022
413 => 0.12400398504682
414 => 0.12570252615988
415 => 0.12479506416213
416 => 0.12556344459389
417 => 0.12468777811455
418 => 0.12165233658744
419 => 0.11990662206599
420 => 0.11417295440686
421 => 0.1157990154424
422 => 0.11687709559124
423 => 0.11652079010848
424 => 0.11728627215737
425 => 0.11733326653818
426 => 0.11708440052092
427 => 0.11679624555465
428 => 0.11665598765303
429 => 0.11770135514052
430 => 0.11830822615246
501 => 0.11698529535703
502 => 0.11667535118143
503 => 0.11801290725662
504 => 0.1188288156898
505 => 0.12485302514109
506 => 0.12440673224699
507 => 0.12552683983061
508 => 0.12540073290614
509 => 0.1265747841009
510 => 0.12849386161327
511 => 0.12459184044811
512 => 0.12526909640064
513 => 0.1251030488812
514 => 0.12691591215842
515 => 0.12692157171969
516 => 0.12583466962576
517 => 0.12642389688385
518 => 0.12609500639299
519 => 0.1266893559622
520 => 0.1244007717333
521 => 0.12718802028669
522 => 0.12876821061014
523 => 0.12879015155431
524 => 0.12953914922646
525 => 0.13030017424038
526 => 0.13176089548329
527 => 0.13025943551772
528 => 0.12755845520385
529 => 0.12775345725839
530 => 0.12616987348862
531 => 0.12619649381789
601 => 0.12605439241398
602 => 0.12648084942399
603 => 0.12449435506524
604 => 0.12496058132069
605 => 0.12430786183284
606 => 0.12526767751595
607 => 0.12423507450414
608 => 0.12510296880806
609 => 0.12547752321848
610 => 0.12685963705651
611 => 0.1240309351665
612 => 0.1182630205265
613 => 0.11947550611304
614 => 0.11768214469187
615 => 0.1178481271192
616 => 0.11818343803833
617 => 0.11709658564253
618 => 0.11730392282899
619 => 0.11729651528568
620 => 0.11723268107932
621 => 0.11694994879494
622 => 0.11653993104571
623 => 0.11817331556183
624 => 0.1184508594197
625 => 0.11906780503535
626 => 0.1209034167093
627 => 0.12071999581637
628 => 0.1210191629028
629 => 0.12036608283287
630 => 0.11787842163057
701 => 0.11801351360235
702 => 0.1163289145495
703 => 0.11902472605007
704 => 0.11838632230376
705 => 0.11797473925546
706 => 0.11786243500744
707 => 0.11970259680768
708 => 0.12025320205932
709 => 0.11991010181624
710 => 0.11920639320786
711 => 0.12055772176873
712 => 0.12091928028364
713 => 0.12100021990137
714 => 0.12339451501967
715 => 0.12113403440118
716 => 0.12167815455329
717 => 0.12592322465416
718 => 0.1220735318523
719 => 0.12411279998784
720 => 0.12401298842444
721 => 0.12505620899751
722 => 0.12392741388813
723 => 0.12394140665635
724 => 0.12486771585136
725 => 0.12356688164772
726 => 0.12324477680523
727 => 0.12279979127228
728 => 0.123771400904
729 => 0.12435383693609
730 => 0.12904784360261
731 => 0.13208038598189
801 => 0.13194873531944
802 => 0.13315177593448
803 => 0.13260979511882
804 => 0.13085959609772
805 => 0.1338469724127
806 => 0.13290164154951
807 => 0.13297957347729
808 => 0.13297667284705
809 => 0.13360523522881
810 => 0.13315984117444
811 => 0.1322819237745
812 => 0.13286472631527
813 => 0.13459544150563
814 => 0.13996763456136
815 => 0.14297398496744
816 => 0.13978664849203
817 => 0.14198523051263
818 => 0.14066686473515
819 => 0.14042727845539
820 => 0.14180815043826
821 => 0.14319143945475
822 => 0.14310332992452
823 => 0.14209913313123
824 => 0.14153188784325
825 => 0.14582725920493
826 => 0.14899201565448
827 => 0.14877620048142
828 => 0.14972873846846
829 => 0.15252541945932
830 => 0.15278111291997
831 => 0.15274890142098
901 => 0.15211513849989
902 => 0.1548688341303
903 => 0.15716601547185
904 => 0.15196844069482
905 => 0.15394760912867
906 => 0.15483612160344
907 => 0.15614072152619
908 => 0.15834180027219
909 => 0.16073275559765
910 => 0.16107086289617
911 => 0.16083095958795
912 => 0.15925406027848
913 => 0.16187027212563
914 => 0.16340278766797
915 => 0.16431536560244
916 => 0.16662951140577
917 => 0.154841608754
918 => 0.1464975453603
919 => 0.14519449937164
920 => 0.14784429462934
921 => 0.14854302450707
922 => 0.14826136736949
923 => 0.13886936541083
924 => 0.14514505242505
925 => 0.1518971639776
926 => 0.15215654008117
927 => 0.15553678830437
928 => 0.1566375356869
929 => 0.15935907856584
930 => 0.15918884531777
1001 => 0.15985149769958
1002 => 0.15969916539254
1003 => 0.16474025048731
1004 => 0.17030131595523
1005 => 0.17010875394118
1006 => 0.16930928498463
1007 => 0.17049663271482
1008 => 0.1762362482377
1009 => 0.17570783641582
1010 => 0.17622114349076
1011 => 0.18298847366279
1012 => 0.19178696552792
1013 => 0.18769918270243
1014 => 0.19656849520593
1015 => 0.20215125728483
1016 => 0.21180606703191
1017 => 0.21059723730063
1018 => 0.21435578388491
1019 => 0.20843317979127
1020 => 0.19483368363652
1021 => 0.19268151131325
1022 => 0.19699021480612
1023 => 0.2075827419062
1024 => 0.19665661843213
1025 => 0.19886695898072
1026 => 0.19823038075403
1027 => 0.19819646020561
1028 => 0.19949106957385
1029 => 0.19761317116294
1030 => 0.1899622752094
1031 => 0.19346863573789
1101 => 0.19211466154858
1102 => 0.19361699685708
1103 => 0.20172448090689
1104 => 0.19813996895019
1105 => 0.19436397678591
1106 => 0.19909990891965
1107 => 0.20513037796875
1108 => 0.20475300205346
1109 => 0.20402073504688
1110 => 0.20814848582268
1111 => 0.2149663207868
1112 => 0.21680915418133
1113 => 0.21816949611809
1114 => 0.21835706428801
1115 => 0.2202891330111
1116 => 0.20989991254303
1117 => 0.22638787223996
1118 => 0.22923488740892
1119 => 0.22869976655384
1120 => 0.23186410409343
1121 => 0.23093307571779
1122 => 0.22958416167536
1123 => 0.23460030974951
1124 => 0.22884970076477
1125 => 0.22068743529248
1126 => 0.21620945502308
1127 => 0.2221064206702
1128 => 0.22570749181515
1129 => 0.22808757077082
1130 => 0.22880778122473
1201 => 0.21070639815365
1202 => 0.20095075662707
1203 => 0.20720401099695
1204 => 0.21483341290477
1205 => 0.20985753083022
1206 => 0.21005257598695
1207 => 0.20295827578745
1208 => 0.21546110105553
1209 => 0.21363954457929
1210 => 0.22308978280034
1211 => 0.22083440760598
1212 => 0.22854071001912
1213 => 0.22651138232742
1214 => 0.23493500811747
1215 => 0.23829542050568
1216 => 0.24393807591192
1217 => 0.24808883619849
1218 => 0.25052624203015
1219 => 0.2503799093265
1220 => 0.26003812554232
1221 => 0.25434301287222
1222 => 0.24718860912359
1223 => 0.24705920853163
1224 => 0.25076457561173
1225 => 0.25853000849381
1226 => 0.26054347225769
1227 => 0.26166872381991
1228 => 0.25994536188207
1229 => 0.25376372525109
1230 => 0.25109452589544
1231 => 0.2533687610806
]
'min_raw' => 0.093777649922316
'max_raw' => 0.26166872381991
'avg_raw' => 0.17772318687111
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.093777'
'max' => '$0.261668'
'avg' => '$0.177723'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.037125167406828
'max_diff' => 0.13519604749597
'year' => 2036
]
11 => [
'items' => [
101 => 0.2505875668764
102 => 0.25538868833812
103 => 0.26198165356926
104 => 0.26062023232044
105 => 0.26517125943957
106 => 0.26988109372585
107 => 0.27661636828713
108 => 0.27837721846394
109 => 0.28128783684708
110 => 0.28428381925166
111 => 0.28524604805602
112 => 0.2870832414056
113 => 0.28707355848979
114 => 0.29261006430615
115 => 0.2987170016729
116 => 0.30102222915293
117 => 0.30632297263226
118 => 0.29724563518411
119 => 0.30413089991147
120 => 0.3103415810449
121 => 0.30293695096129
122 => 0.31314250847401
123 => 0.31353876714594
124 => 0.31952180263209
125 => 0.31345684995597
126 => 0.3098555004169
127 => 0.32025246159538
128 => 0.32528322360843
129 => 0.3237679171484
130 => 0.31223636016765
131 => 0.30552449939311
201 => 0.28795826512488
202 => 0.30876622842045
203 => 0.31890118036511
204 => 0.31221011309054
205 => 0.31558469822769
206 => 0.33399534052308
207 => 0.34100492110836
208 => 0.33954697734729
209 => 0.33979334584311
210 => 0.34357558829404
211 => 0.36034813424041
212 => 0.35029763592477
213 => 0.35798086530209
214 => 0.36205602245987
215 => 0.365841255539
216 => 0.35654591943186
217 => 0.34445282373209
218 => 0.34062243269035
219 => 0.31154481831661
220 => 0.31003120221077
221 => 0.30918156362331
222 => 0.3038247125131
223 => 0.29961569490549
224 => 0.29626852783311
225 => 0.28748456188649
226 => 0.29044889253745
227 => 0.27644908417472
228 => 0.28540566544245
301 => 0.26306163325833
302 => 0.28167040721777
303 => 0.27154249758878
304 => 0.27834311651539
305 => 0.27831938979661
306 => 0.26579729421452
307 => 0.25857481081224
308 => 0.26317725833943
309 => 0.26811144743132
310 => 0.26891200301088
311 => 0.27530930796402
312 => 0.27709465826684
313 => 0.27168496349928
314 => 0.26259860285567
315 => 0.26470915719536
316 => 0.25853204049591
317 => 0.24770688107949
318 => 0.25548169956151
319 => 0.25813636442591
320 => 0.25930881566296
321 => 0.24866351465486
322 => 0.24531852995739
323 => 0.2435376881716
324 => 0.26122442817349
325 => 0.26219334771635
326 => 0.25723621834366
327 => 0.27964291316255
328 => 0.27457158803749
329 => 0.280237500707
330 => 0.26451764651082
331 => 0.2651181661107
401 => 0.25767613521239
402 => 0.26184317523876
403 => 0.25889804565809
404 => 0.26150651958412
405 => 0.26307002810024
406 => 0.27051083783452
407 => 0.2817553693126
408 => 0.26939942898935
409 => 0.26401576885019
410 => 0.26735576132167
411 => 0.27625060141229
412 => 0.28972673946806
413 => 0.28174859450649
414 => 0.28528915976275
415 => 0.28606261576246
416 => 0.28017982703478
417 => 0.28994364627957
418 => 0.29517615633399
419 => 0.30054362893442
420 => 0.30520405500021
421 => 0.29839974234456
422 => 0.30568133224601
423 => 0.29981365615909
424 => 0.29454974411991
425 => 0.29455772730163
426 => 0.29125559838597
427 => 0.28485730751686
428 => 0.2836773645132
429 => 0.2898155770286
430 => 0.29473784217506
501 => 0.29514326350859
502 => 0.29786848240878
503 => 0.29948123888193
504 => 0.31528844475491
505 => 0.32164623372108
506 => 0.32942041772213
507 => 0.33244890051955
508 => 0.34156354796858
509 => 0.33420272989801
510 => 0.33261017060673
511 => 0.31050101727382
512 => 0.31412138989351
513 => 0.31991795577162
514 => 0.31059660051014
515 => 0.31650885494333
516 => 0.31767605920711
517 => 0.31027986442522
518 => 0.31423049162894
519 => 0.30373879705519
520 => 0.28198405958381
521 => 0.2899678655213
522 => 0.29584663401131
523 => 0.28745690652914
524 => 0.30249516831365
525 => 0.29371012623187
526 => 0.29092568964834
527 => 0.28006260981265
528 => 0.28518956533681
529 => 0.29212384609416
530 => 0.28783926678278
531 => 0.29673041218671
601 => 0.30932264526055
602 => 0.31829662042941
603 => 0.31898553081258
604 => 0.31321586598865
605 => 0.32246179069051
606 => 0.32252913715796
607 => 0.31209969632354
608 => 0.30571172188383
609 => 0.30426036065072
610 => 0.30788614556717
611 => 0.31228851781256
612 => 0.31922983183325
613 => 0.32342432252025
614 => 0.33436132964598
615 => 0.33732057018563
616 => 0.34057187835304
617 => 0.344916628731
618 => 0.35013361553088
619 => 0.33871914541597
620 => 0.33917266359287
621 => 0.32854366706597
622 => 0.31718505992468
623 => 0.32580482687455
624 => 0.33707402552196
625 => 0.33448885890089
626 => 0.33419797484585
627 => 0.33468716114191
628 => 0.33273802993327
629 => 0.32392218171476
630 => 0.31949491792956
701 => 0.32520721772792
702 => 0.32824305084554
703 => 0.33295136325849
704 => 0.33237096437318
705 => 0.34449907151311
706 => 0.34921168721276
707 => 0.34800599845259
708 => 0.34822787420099
709 => 0.35675983982134
710 => 0.36624914032374
711 => 0.37513712246772
712 => 0.3841783596523
713 => 0.3732787953408
714 => 0.36774466877509
715 => 0.37345447476206
716 => 0.37042477133404
717 => 0.38783434589988
718 => 0.3890397470698
719 => 0.40644806272524
720 => 0.42297062722592
721 => 0.41259310049553
722 => 0.42237864078822
723 => 0.43296250044157
724 => 0.45338048288222
725 => 0.44650442470949
726 => 0.44123747191075
727 => 0.43626022696567
728 => 0.446617083581
729 => 0.45994101416179
730 => 0.46281086119387
731 => 0.46746110975179
801 => 0.46257194199848
802 => 0.46846040603317
803 => 0.48924927159787
804 => 0.48363193661389
805 => 0.47565441790499
806 => 0.49206523068445
807 => 0.49800424003391
808 => 0.5396873179318
809 => 0.59231392561994
810 => 0.57052616447211
811 => 0.557001798041
812 => 0.56018034495457
813 => 0.57939780055918
814 => 0.58556983736783
815 => 0.56879211369325
816 => 0.57471828933318
817 => 0.60737209975794
818 => 0.62488982139116
819 => 0.60109840246935
820 => 0.53545882124544
821 => 0.47493612962918
822 => 0.49098947281814
823 => 0.48916952189375
824 => 0.52425196754934
825 => 0.4834979650323
826 => 0.48418415791522
827 => 0.51999207139402
828 => 0.51043913398093
829 => 0.4949645988195
830 => 0.475049110861
831 => 0.43823348941006
901 => 0.40562486681139
902 => 0.46957788504466
903 => 0.46682011460742
904 => 0.46282645433562
905 => 0.47171391311133
906 => 0.514868890177
907 => 0.51387402827661
908 => 0.50754522444931
909 => 0.5123455663728
910 => 0.494123075671
911 => 0.49881942644325
912 => 0.47492654252561
913 => 0.48572712391136
914 => 0.49493139741701
915 => 0.49677929159487
916 => 0.5009426915334
917 => 0.46536689490105
918 => 0.48133938313846
919 => 0.49072172355818
920 => 0.44833196820942
921 => 0.48988381438839
922 => 0.46474759943069
923 => 0.45621599054077
924 => 0.46770267795705
925 => 0.46322630469975
926 => 0.45937778183459
927 => 0.45723023994981
928 => 0.4656647954489
929 => 0.46527131335339
930 => 0.4514707434802
1001 => 0.43346846266382
1002 => 0.43951061901053
1003 => 0.43731544696425
1004 => 0.42935986028572
1005 => 0.43472096514585
1006 => 0.41111337253492
1007 => 0.3704977364637
1008 => 0.39732966974293
1009 => 0.39629666949921
1010 => 0.39577578393349
1011 => 0.41593924021266
1012 => 0.4140009891415
1013 => 0.41048304446794
1014 => 0.42929525047299
1015 => 0.42242854222127
1016 => 0.44359011905313
1017 => 0.45752850219957
1018 => 0.45399327737417
1019 => 0.46710239409345
1020 => 0.43964981808931
1021 => 0.44876846263171
1022 => 0.450647802634
1023 => 0.42906311077103
1024 => 0.4143181109875
1025 => 0.41333478760724
1026 => 0.38776898996874
1027 => 0.40142603270732
1028 => 0.41344366515044
1029 => 0.40768815181614
1030 => 0.40586612823557
1031 => 0.41517445156
1101 => 0.41589778800271
1102 => 0.39940564045324
1103 => 0.40283488016716
1104 => 0.4171353798379
1105 => 0.40247454426676
1106 => 0.37399093558594
1107 => 0.3669266068164
1108 => 0.36598409513713
1109 => 0.34682507523514
1110 => 0.36739867904418
1111 => 0.35841774964323
1112 => 0.38678839801277
1113 => 0.37058323581893
1114 => 0.3698846636656
1115 => 0.36882866939759
1116 => 0.35233770951881
1117 => 0.35594818167709
1118 => 0.36794994102164
1119 => 0.37223230396528
1120 => 0.37178561842589
1121 => 0.36789112585332
1122 => 0.36967400461001
1123 => 0.36393073093856
1124 => 0.36190266146927
1125 => 0.35550151635972
1126 => 0.34609360141015
1127 => 0.34740182968599
1128 => 0.32876228845605
1129 => 0.31860647711865
1130 => 0.3157954823919
1201 => 0.31203650276373
1202 => 0.31622006914316
1203 => 0.32870948497768
1204 => 0.31364459970387
1205 => 0.28781691058076
1206 => 0.2893691987053
1207 => 0.29285672924266
1208 => 0.28635773915862
1209 => 0.28020699046296
1210 => 0.28555456742782
1211 => 0.27461103506595
1212 => 0.29417920284525
1213 => 0.29364993874598
1214 => 0.30094374160672
1215 => 0.30550470621945
1216 => 0.29499315941694
1217 => 0.29234953382236
1218 => 0.29385546310712
1219 => 0.26896580652897
1220 => 0.29890972565945
1221 => 0.29916868191553
1222 => 0.296951341234
1223 => 0.3128955537562
1224 => 0.34654281530263
1225 => 0.3338833620509
1226 => 0.32898123911783
1227 => 0.31966229983864
1228 => 0.3320792331243
1229 => 0.3311258063823
1230 => 0.32681404907859
1231 => 0.32420628480781
]
'min_raw' => 0.2435376881716
'max_raw' => 0.62488982139116
'avg_raw' => 0.43421375478138
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.243537'
'max' => '$0.624889'
'avg' => '$0.434213'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.14976003824928
'max_diff' => 0.36322109757125
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0076443697474235
]
1 => [
'year' => 2028
'avg' => 0.013119957662973
]
2 => [
'year' => 2029
'avg' => 0.03584135969294
]
3 => [
'year' => 2030
'avg' => 0.027651555626549
]
4 => [
'year' => 2031
'avg' => 0.027157254444834
]
5 => [
'year' => 2032
'avg' => 0.047615213744309
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0076443697474235
'min' => '$0.007644'
'max_raw' => 0.047615213744309
'max' => '$0.047615'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.047615213744309
]
1 => [
'year' => 2033
'avg' => 0.12247122596505
]
2 => [
'year' => 2034
'avg' => 0.077628148708359
]
3 => [
'year' => 2035
'avg' => 0.091562579419716
]
4 => [
'year' => 2036
'avg' => 0.17772318687111
]
5 => [
'year' => 2037
'avg' => 0.43421375478138
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.047615213744309
'min' => '$0.047615'
'max_raw' => 0.43421375478138
'max' => '$0.434213'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.43421375478138
]
]
]
]
'prediction_2025_max_price' => '$0.01307'
'last_price' => 0.01267348
'sma_50day_nextmonth' => '$0.012417'
'sma_200day_nextmonth' => '$0.029239'
'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' => '$0.012569'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.012464'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.012683'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.013632'
'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' => '$0.012582'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.012579'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.012847'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.013991'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.017898'
'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' => '$0.013223'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.014558'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.018698'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.026086'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.060168'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.168707'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.11162'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '29.07'
'rsi_14_action' => 'BUY'
'stoch_rsi_14' => 57.49
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.012365'
'vwma_10_action' => 'BUY'
'hma_9' => '0.012491'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 22.61
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -66.58
'cci_20_action' => 'NEUTRAL'
'adx_14' => 44.84
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.002988'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -77.39
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 36.82
'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' => 1767675717
'last_updated_date' => '6 Ocak 2026'
]
Prisma Governance Token için 2026 fiyat tahmini
Prisma Governance Token için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.004378 ile üst sınırda $0.01307 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 $0.007644 ve üst sınırda $0.047615 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Prisma Governance Token üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Prisma Governance Token Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.004215 | $0.007644 | $0.011073 |
| 2028 | $0.0076072 | $0.013119 | $0.018632 |
| 2029 | $0.016711 | $0.035841 | $0.054971 |
| 2030 | $0.014212 | $0.027651 | $0.041091 |
| 2031 | $0.0168029 | $0.027157 | $0.037511 |
| 2032 | $0.025648 | $0.047615 | $0.069581 |
Prisma Governance Token fiyat tahmini 2032-2037
Prisma Governance Token için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.047615 ve üst sınırda $0.434213 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Prisma Governance Token üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Prisma Governance Token Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.025648 | $0.047615 | $0.069581 |
| 2033 | $0.0596015 | $0.122471 | $0.18534 |
| 2034 | $0.047916 | $0.077628 | $0.107339 |
| 2035 | $0.056652 | $0.091562 | $0.126472 |
| 2036 | $0.093777 | $0.177723 | $0.261668 |
| 2037 | $0.243537 | $0.434213 | $0.624889 |
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 $0.029239 seviyesine ulaşması bekleniyor. Prisma Governance Token için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.012417 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 29.07 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 | $0.012569 | BUY |
| SMA 5 | $0.012464 | BUY |
| SMA 10 | $0.012683 | SELL |
| SMA 21 | $0.013632 | 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 | $0.012582 | BUY |
| EMA 5 | $0.012579 | BUY |
| EMA 10 | $0.012847 | SELL |
| EMA 21 | $0.013991 | SELL |
| EMA 50 | $0.017898 | 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 | $0.026086 | SELL |
| EMA 50 | $0.060168 | SELL |
| EMA 100 | $0.168707 | 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) | 29.07 | BUY |
| Stoch RSI (14) | 57.49 | NEUTRAL |
| Hızlı Stokastik (14) | 22.61 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -66.58 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 44.84 | SELL |
| Harika Osilatör (5, 34) | -0.002988 | NEUTRAL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -77.39 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 36.82 | NEUTRAL |
| VWMA (10) | 0.012365 | BUY |
| Hull Hareketli Ortalaması (9) | 0.012491 | 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 | $0.0178083 | $0.025023 | $0.035162 | $0.0494091 | $0.069428 | $0.097558 |
| Amazon.com hisseleri | $0.026443 | $0.055176 | $0.115129 | $0.240225 | $0.501244 | $1.04 |
| Apple hisseleri | $0.017976 | $0.025498 | $0.036167 | $0.05130028 | $0.072765 | $0.103212 |
| Netflix hisseleri | $0.019996 | $0.031551 | $0.049783 | $0.07855 | $0.123941 | $0.195559 |
| Google hisseleri | $0.016412 | $0.021253 | $0.027523 | $0.035642 | $0.046156 | $0.059773 |
| Tesla hisseleri | $0.028729 | $0.065128 | $0.147641 | $0.334691 | $0.758719 | $1.71 |
| Kodak hisseleri | $0.0095037 | $0.007126 | $0.005344 | $0.0040076 | $0.0030053 | $0.002253 |
| Nokia hisseleri | $0.008395 | $0.005561 | $0.003684 | $0.00244 | $0.001616 | $0.001071 |
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 $0.01267 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 | $0.0130029 | $0.01334 | $0.013687 | $0.014043 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.013332 | $0.014025 | $0.014754 | $0.015521 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.01432 | $0.016181 | $0.018284 | $0.020661 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.015967 | $0.020118 | $0.025347 | $0.031936 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.019261 | $0.029275 | $0.044494 | $0.067626 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.029144 | $0.067022 | $0.154129 | $0.354446 |
| Prisma Governance Token, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.045615 | $0.164186 | $0.590959 | $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 1.0332% 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 $0.01307 seviyesine kadar yükselebilir gibi görünmektedir. Prisma Governance Token'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.041091 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 $0.012781 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 $0.011201 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Prisma Governance Token fiyatı ne kadar yükselebilir?
Son Prisma Governance Token değer tahminimize göre, PRISMA fiyatı $0.004378 ve $0.01307 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 $0.041091 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Prisma Governance Token'ın 2030 tahminine dayanarak, Prisma Governance Token değeri yaklaşık olarak $0.041091 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.014212 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 $0.01307 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.01307 ve $0.004378 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 $0.011073 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.011073 ve $0.004215 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 $0.018632 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.018632 ve $0.0076072 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 $0.054971 seviyesine ulaşacaktır. Fiyat aralığı $0.054971 ve $0.016711 arasında olacaktır.
2030 yılında Prisma Governance Token ne kadar olacak?
Yeni deneysel simülasyona göre, PRISMA'ın değeri 224.23% oranında artacaktır, $0.041091 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.041091 ve $0.014212 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 $0.037511 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.037511 ve $0.0168029 arasında olacaktır.
2032 yılında Prisma Governance Token ne kadar olacak?
Prisma Governance Token fiyatı 449.04% oranında artacaktır, 2032 yılında $0.069581 seviyesine ulaşabilir. Fiyat $0.069581 ve $0.025648 arasında olacaktır.
2033 yılında Prisma Governance Token ne kadar olacak?
PRISMA'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.18534 seviyesine ulaşacaktır. Fiyat aralığı $0.18534 ve $0.0596015 arasında olacaktır.
2034 yılında Prisma Governance Token ne kadar olacak?
Yeni simülasyon sonuçlarına göre, PRISMA'ın değeri 746.96% oranında artacaktır, ve $0.107339 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.107339 ve $0.047916 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 $0.126472 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.126472 ve $0.056652 arasında olacaktır.
2036 yılında Prisma Governance Token ne kadar olacak?
PRISMA'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.261668 seviyesine ulaşacaktır. Fiyat $0.261668 ve $0.093777 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 $0.624889 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $0.624889 ve $0.243537 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


