Polkastarter Geleceği Fiyat Tahmini - POLS
2026 yılına kadar Polkastarter fiyat tahmini $0.089328 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.029925 | $0.089328 |
| 2027 | $0.0288084 | $0.07568 |
| 2028 | $0.05199 | $0.127341 |
| 2029 | $0.1142089 | $0.375695 |
| 2030 | $0.097129 | $0.28083 |
| 2031 | $0.114837 | $0.256366 |
| 2032 | $0.17529 | $0.475547 |
| 2033 | $0.407337 | $1.26 |
| 2034 | $0.32748 | $0.733595 |
| 2035 | $0.387182 | $0.864358 |
Yatırım Kârı Hesaplayıcı
Bugün Polkastarter’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.51 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
Polkastarter için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'Polkastarter'
'name_with_ticker' => 'Polkastarter <small>POLS</small>'
'name_lang' => 'Polkastarter'
'name_lang_with_ticker' => 'Polkastarter <small>POLS</small>'
'name_with_lang' => 'Polkastarter'
'name_with_lang_with_ticker' => 'Polkastarter <small>POLS</small>'
'image' => '/uploads/coins/polkastarter.png?1725563850'
'price_for_sd' => 0.08661
'ticker' => 'POLS'
'marketcap' => '$8.59M'
'low24h' => '$0.08524'
'high24h' => '$0.08758'
'volume24h' => '$253.95K'
'current_supply' => '99.21M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08661'
'change_24h_pct' => '1.0944%'
'ath_price' => '$7.51'
'ath_days' => 1785
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 Şub 2021'
'ath_pct' => '-98.85%'
'fdv' => '$8.66M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.27'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.087356'
'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' => '$0.076552'
'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' => '$0.029925'
'current_year_max_price_prediction' => '$0.089328'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.097129'
'grand_prediction_max_price' => '$0.28083'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.08825630869051
107 => 0.08858582571012
108 => 0.089328244380858
109 => 0.082984358125347
110 => 0.085832576807357
111 => 0.087505638441037
112 => 0.079946685113564
113 => 0.087356222237641
114 => 0.082873925179511
115 => 0.08135256623614
116 => 0.08340087562959
117 => 0.082602647466916
118 => 0.08191637776618
119 => 0.081533427481559
120 => 0.08303747983645
121 => 0.082967313996363
122 => 0.080506392419778
123 => 0.077296220543119
124 => 0.078373659595225
125 => 0.07798221588655
126 => 0.076563573389067
127 => 0.077519567144822
128 => 0.073309854461845
129 => 0.066067262592608
130 => 0.070851940628015
131 => 0.07066773572838
201 => 0.070574851264957
202 => 0.074170404569777
203 => 0.073824775083047
204 => 0.073197454180218
205 => 0.076552052148736
206 => 0.075327578764517
207 => 0.079101117212467
208 => 0.081586613691451
209 => 0.080956211386992
210 => 0.083293832838924
211 => 0.078398481614865
212 => 0.080024520924096
213 => 0.080359645372135
214 => 0.076510656930525
215 => 0.073881324341548
216 => 0.073705977834449
217 => 0.069147077469513
218 => 0.071582405246304
219 => 0.073725392909169
220 => 0.072699068121217
221 => 0.072374164353933
222 => 0.07403402723796
223 => 0.074163012799814
224 => 0.071222128320284
225 => 0.071833631329278
226 => 0.074383700530698
227 => 0.071769376128205
228 => 0.066690170861629
301 => 0.065430457730012
302 => 0.065262388777134
303 => 0.061845946855079
304 => 0.065514637785019
305 => 0.063913155879296
306 => 0.068972218030776
307 => 0.066082508862145
308 => 0.065957939275474
309 => 0.065769634074835
310 => 0.062828961381083
311 => 0.063472781811516
312 => 0.065612938978894
313 => 0.06637657116681
314 => 0.066296918073357
315 => 0.065602451041215
316 => 0.065920374492283
317 => 0.06489623228452
318 => 0.064534586355282
319 => 0.063393132324059
320 => 0.061715510232884
321 => 0.061948793874116
322 => 0.0586249855378
323 => 0.056813998348315
324 => 0.056312740962693
325 => 0.055642438637651
326 => 0.056388453393913
327 => 0.058615569606398
328 => 0.055929194945079
329 => 0.05132359401552
330 => 0.051600398478949
331 => 0.05222229592429
401 => 0.05106339414916
402 => 0.049966590878253
403 => 0.050920172335845
404 => 0.048968718507427
405 => 0.052458119796274
406 => 0.052363741270344
407 => 0.053664374287699
408 => 0.054477686805126
409 => 0.05260326476551
410 => 0.052131852691522
411 => 0.05240039043335
412 => 0.047962059736153
413 => 0.053301667980802
414 => 0.053347845134633
415 => 0.052952448308563
416 => 0.055795624856929
417 => 0.061795614182985
418 => 0.059538176849511
419 => 0.058664028882585
420 => 0.057002272958461
421 => 0.059216464062053
422 => 0.059046448732059
423 => 0.058277574933428
424 => 0.057812557660983
425 => 0.05866936624367
426 => 0.057706389595707
427 => 0.057533412528905
428 => 0.056485359704985
429 => 0.056111252530211
430 => 0.055834278471643
501 => 0.05552935724807
502 => 0.056201937485638
503 => 0.05467778218201
504 => 0.05283980030062
505 => 0.052686991994422
506 => 0.053108909162878
507 => 0.052922242223876
508 => 0.052686098304934
509 => 0.052235235253705
510 => 0.052101473817571
511 => 0.052536133593185
512 => 0.052045428048756
513 => 0.052769490809676
514 => 0.052572585802925
515 => 0.05147269044155
516 => 0.050101813587858
517 => 0.050089609908349
518 => 0.04979425673891
519 => 0.049418080070983
520 => 0.049313436327722
521 => 0.050839864365241
522 => 0.05399952472076
523 => 0.053379207788708
524 => 0.053827450344752
525 => 0.056032360078526
526 => 0.056733234578944
527 => 0.05623577045967
528 => 0.055554810890957
529 => 0.055584769656052
530 => 0.057911814642825
531 => 0.058056949584238
601 => 0.058423658758884
602 => 0.058894983680303
603 => 0.056316039131854
604 => 0.05546330159974
605 => 0.055059227248948
606 => 0.05381483464496
607 => 0.055156805382202
608 => 0.054374896502528
609 => 0.054480402724207
610 => 0.054411691658928
611 => 0.054449212546792
612 => 0.052457144437499
613 => 0.053182949356508
614 => 0.051976157906477
615 => 0.050360399623582
616 => 0.05035498303526
617 => 0.050750437585955
618 => 0.050515205745064
619 => 0.049882202909588
620 => 0.049972117974678
621 => 0.04918436739141
622 => 0.050067765158172
623 => 0.050093097845173
624 => 0.049752941585968
625 => 0.051113937731064
626 => 0.051671538962177
627 => 0.051447640825516
628 => 0.051655829672043
629 => 0.053404984757797
630 => 0.053690173357762
701 => 0.053816835295365
702 => 0.053647125078468
703 => 0.051687801016041
704 => 0.051774705369899
705 => 0.051137058883234
706 => 0.050598314795534
707 => 0.050619861733702
708 => 0.050896846226609
709 => 0.052106453752059
710 => 0.054652001479111
711 => 0.054748603154582
712 => 0.054865687203322
713 => 0.054389447535368
714 => 0.054245809094514
715 => 0.054435305274228
716 => 0.055391279161968
717 => 0.057850303545613
718 => 0.056981120095717
719 => 0.056274460421304
720 => 0.056894391469844
721 => 0.056798957944102
722 => 0.055993402945929
723 => 0.055970793700114
724 => 0.054424676107108
725 => 0.053853111636368
726 => 0.053375469583759
727 => 0.052853896931471
728 => 0.052544691179921
729 => 0.053019771745802
730 => 0.053128428292207
731 => 0.05208965633192
801 => 0.051948075552127
802 => 0.052796359158348
803 => 0.052423061170451
804 => 0.052807007408348
805 => 0.05289608622897
806 => 0.05288174248719
807 => 0.052491976514825
808 => 0.052740401722622
809 => 0.052152802047063
810 => 0.051513875654509
811 => 0.051106280422581
812 => 0.050750599523062
813 => 0.05094795195841
814 => 0.050244426561524
815 => 0.050019354627891
816 => 0.052656240851964
817 => 0.054604137056991
818 => 0.054575813874719
819 => 0.054403403786765
820 => 0.054147237368175
821 => 0.055372538992886
822 => 0.054945668407516
823 => 0.055256252424604
824 => 0.055335309092123
825 => 0.055574589814357
826 => 0.055660112105683
827 => 0.055401604342246
828 => 0.054534020714086
829 => 0.052372084800086
830 => 0.051365697796084
831 => 0.051033573322063
901 => 0.051045645415899
902 => 0.050712643175688
903 => 0.050810727259544
904 => 0.050678533534107
905 => 0.050428190599228
906 => 0.050932493987629
907 => 0.050990610255231
908 => 0.050872899818402
909 => 0.050900624887455
910 => 0.049926032745291
911 => 0.050000128869157
912 => 0.049587552235792
913 => 0.049510199090721
914 => 0.048467241288731
915 => 0.046619490363354
916 => 0.047643323741535
917 => 0.046406676993451
918 => 0.045938340131696
919 => 0.04815537399392
920 => 0.0479328452851
921 => 0.047551972866505
922 => 0.046988583178635
923 => 0.046779616463101
924 => 0.045510000850343
925 => 0.045434985186805
926 => 0.046064240966993
927 => 0.045773861075806
928 => 0.045366057733114
929 => 0.043889035364245
930 => 0.042228373196337
1001 => 0.042278498148636
1002 => 0.04280672388653
1003 => 0.044342611460401
1004 => 0.043742513614165
1005 => 0.043307135741391
1006 => 0.043225602553231
1007 => 0.044246161104342
1008 => 0.04569046526779
1009 => 0.046368100466796
1010 => 0.045696584564668
1011 => 0.044925183253288
1012 => 0.044972134876782
1013 => 0.045284482993191
1014 => 0.045317306363861
1015 => 0.044815203411489
1016 => 0.044956542451497
1017 => 0.044741835525412
1018 => 0.043424179516347
1019 => 0.043400347297475
1020 => 0.043076973262778
1021 => 0.043067181625524
1022 => 0.042517041723069
1023 => 0.042440073347778
1024 => 0.04134773718035
1025 => 0.04206671615365
1026 => 0.041584462806451
1027 => 0.040857593260157
1028 => 0.040732280676402
1029 => 0.040728513628815
1030 => 0.041474846127802
1031 => 0.042057994823863
1101 => 0.041592851809896
1102 => 0.041486947762034
1103 => 0.042617725925616
1104 => 0.042473824097029
1105 => 0.042349206041539
1106 => 0.04556114367122
1107 => 0.043018644406709
1108 => 0.041909969606597
1109 => 0.040537774009825
1110 => 0.040984567815345
1111 => 0.041078713834935
1112 => 0.037778830781545
1113 => 0.036440068637759
1114 => 0.035980655920198
1115 => 0.0357162574061
1116 => 0.035836747129082
1117 => 0.034631704178537
1118 => 0.035441512970874
1119 => 0.034398047635447
1120 => 0.034223107276233
1121 => 0.036088952556527
1122 => 0.03634857402717
1123 => 0.035240948175339
1124 => 0.035952223280551
1125 => 0.035694305039938
1126 => 0.034415934853696
1127 => 0.034367110515636
1128 => 0.033725669293065
1129 => 0.032721937987237
1130 => 0.032263205846767
1201 => 0.032024294165115
1202 => 0.03212287378126
1203 => 0.032073028910751
1204 => 0.031747757414309
1205 => 0.032091673092178
1206 => 0.031213110650993
1207 => 0.030863260007855
1208 => 0.030705240588823
1209 => 0.029925465854104
1210 => 0.03116643422444
1211 => 0.031410920626704
1212 => 0.031655888742706
1213 => 0.033788168945667
1214 => 0.033681646252488
1215 => 0.034644559520167
1216 => 0.034607142481269
1217 => 0.034332504019166
1218 => 0.033173849523389
1219 => 0.033635668554375
1220 => 0.032214261359611
1221 => 0.033279276276222
1222 => 0.032793247944367
1223 => 0.033114949608322
1224 => 0.032536501009862
1225 => 0.032856638347807
1226 => 0.031468897422528
1227 => 0.030173044472544
1228 => 0.030694533527924
1229 => 0.031261451770628
1230 => 0.032490674968893
1231 => 0.031758559772878
]
'min_raw' => 0.029925465854104
'max_raw' => 0.089328244380858
'avg_raw' => 0.059626855117481
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.029925'
'max' => '$0.089328'
'avg' => '$0.059626'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.056689534145896
'max_diff' => 0.0027132443808585
'year' => 2026
]
1 => [
'items' => [
101 => 0.032021856081706
102 => 0.031139857522402
103 => 0.029320042564127
104 => 0.029330342519159
105 => 0.029050403634653
106 => 0.028808495566692
107 => 0.031842652010051
108 => 0.031465306693404
109 => 0.030864056317061
110 => 0.031668853838536
111 => 0.031881655077068
112 => 0.031887713229166
113 => 0.032474872726003
114 => 0.032788239854719
115 => 0.032843472169366
116 => 0.033767380324061
117 => 0.034077062150871
118 => 0.03535259776769
119 => 0.032761652843222
120 => 0.032708294037521
121 => 0.031680178990097
122 => 0.031028132173164
123 => 0.031724825193502
124 => 0.032342000101441
125 => 0.031699356334855
126 => 0.031783272043821
127 => 0.030920575293103
128 => 0.03122894878783
129 => 0.031494561583884
130 => 0.031347905809901
131 => 0.03112835501803
201 => 0.03229139879716
202 => 0.032225775309136
203 => 0.033308828414523
204 => 0.034153145760043
205 => 0.035666313382993
206 => 0.034087244085232
207 => 0.03402969652379
208 => 0.034592233167808
209 => 0.034076976029442
210 => 0.034402600754818
211 => 0.035613850205596
212 => 0.035639441997829
213 => 0.035210746504763
214 => 0.035184660345051
215 => 0.035266996003909
216 => 0.035749238529548
217 => 0.035580728173273
218 => 0.035775732623714
219 => 0.036019588675005
220 => 0.037028280695966
221 => 0.037271472927309
222 => 0.036680641885861
223 => 0.036733987313649
224 => 0.036513000285473
225 => 0.036299529585214
226 => 0.036779380544504
227 => 0.0376563176041
228 => 0.037650862224166
301 => 0.037854294576772
302 => 0.03798103124712
303 => 0.03743698468107
304 => 0.037082830371718
305 => 0.037218635669348
306 => 0.037435791297713
307 => 0.03714821502582
308 => 0.03537316105741
309 => 0.035911599040539
310 => 0.035821976631874
311 => 0.035694343423478
312 => 0.036235746979132
313 => 0.036183527285427
314 => 0.034619344721339
315 => 0.034719478614114
316 => 0.034625434195012
317 => 0.034929310952807
318 => 0.034060565687282
319 => 0.034327785879869
320 => 0.034495383879626
321 => 0.034594100389031
322 => 0.034950732111547
323 => 0.034908885495138
324 => 0.034948130867116
325 => 0.035476921564322
326 => 0.038151363451741
327 => 0.038296927422849
328 => 0.037580117191589
329 => 0.037866468740521
330 => 0.037316736384771
331 => 0.037685775398072
401 => 0.037938262518399
402 => 0.036797321772126
403 => 0.036729762665775
404 => 0.036177761369043
405 => 0.036474375598955
406 => 0.036002441031847
407 => 0.036118237267045
408 => 0.035794460898497
409 => 0.036377193898651
410 => 0.037028779940378
411 => 0.037193396306431
412 => 0.036760361519148
413 => 0.036446815794772
414 => 0.03589633279115
415 => 0.036811798294487
416 => 0.037079508305968
417 => 0.036810392127764
418 => 0.03674803202897
419 => 0.036629859754436
420 => 0.036773102835648
421 => 0.037078050299752
422 => 0.036934242707176
423 => 0.037029230155636
424 => 0.036667235952738
425 => 0.037437164783121
426 => 0.038659997059234
427 => 0.038663928664955
428 => 0.038520120297203
429 => 0.038461277011513
430 => 0.038608833123848
501 => 0.038688876261722
502 => 0.039166045671851
503 => 0.039678067460188
504 => 0.042067449733748
505 => 0.0413965207526
506 => 0.04351652285069
507 => 0.04519316926246
508 => 0.045695922210488
509 => 0.045233413154656
510 => 0.043651194658904
511 => 0.043573563471131
512 => 0.045938065899202
513 => 0.0452699856622
514 => 0.045190519643822
515 => 0.04434513546824
516 => 0.044844862218876
517 => 0.044735564647963
518 => 0.044563033085256
519 => 0.045516476914203
520 => 0.047301238647472
521 => 0.047023066793953
522 => 0.046815424409321
523 => 0.045905595923656
524 => 0.046453515889576
525 => 0.046258412084427
526 => 0.047096701847279
527 => 0.046600117562157
528 => 0.04526492429733
529 => 0.045477558225608
530 => 0.045445419035109
531 => 0.046106841298175
601 => 0.045908298752312
602 => 0.045406650416535
603 => 0.047295138525896
604 => 0.047172510612397
605 => 0.047346368957095
606 => 0.047422906777179
607 => 0.048572396210454
608 => 0.049043305251708
609 => 0.049150209848495
610 => 0.049597537016274
611 => 0.049139079941055
612 => 0.050973235116285
613 => 0.052192841281891
614 => 0.053609476603602
615 => 0.055679561564299
616 => 0.056457932658877
617 => 0.056317326887571
618 => 0.057886841679219
619 => 0.060707224871456
620 => 0.056887406968564
621 => 0.060909684495551
622 => 0.059636277869934
623 => 0.056617053668203
624 => 0.056422651223927
625 => 0.058467304907253
626 => 0.063002149986246
627 => 0.061866222727745
628 => 0.063004007956306
629 => 0.061676721050169
630 => 0.061610810068027
701 => 0.062939544593835
702 => 0.066044205238933
703 => 0.064569297342911
704 => 0.06245465521171
705 => 0.064016074053913
706 => 0.062663428550305
707 => 0.059615539649037
708 => 0.061865354105579
709 => 0.060360967249516
710 => 0.060800027311719
711 => 0.063962024722506
712 => 0.063581564828433
713 => 0.064073915161001
714 => 0.06320492971107
715 => 0.062393160274406
716 => 0.060877932338082
717 => 0.060429348045971
718 => 0.060553320605939
719 => 0.060429286611327
720 => 0.059581530506618
721 => 0.059398457656522
722 => 0.059093328219089
723 => 0.059187900590637
724 => 0.058614167979498
725 => 0.059696919955924
726 => 0.059897888263926
727 => 0.060685824858348
728 => 0.06076763104946
729 => 0.062962023249349
730 => 0.061753388900913
731 => 0.062564245170313
801 => 0.062491714553502
802 => 0.056682489411743
803 => 0.05748294938105
804 => 0.058728213895116
805 => 0.058167223919446
806 => 0.057374115345285
807 => 0.056733637647859
808 => 0.055763248444052
809 => 0.057129052613737
810 => 0.058924939859791
811 => 0.060813177713685
812 => 0.063081771772894
813 => 0.062575447988225
814 => 0.060770767925749
815 => 0.060851724555033
816 => 0.061352166582001
817 => 0.060704048687124
818 => 0.060512906067161
819 => 0.061325906521212
820 => 0.061331505208522
821 => 0.060585767242803
822 => 0.059757015962513
823 => 0.059753543464388
824 => 0.059606075178848
825 => 0.061702955330564
826 => 0.062856027395512
827 => 0.06298822524949
828 => 0.062847129426642
829 => 0.062901431608964
830 => 0.062230484380579
831 => 0.063764070781446
901 => 0.065171441318856
902 => 0.064794235950744
903 => 0.064228751481041
904 => 0.063778315863501
905 => 0.064688127634302
906 => 0.064647615148324
907 => 0.065159149164975
908 => 0.065135943027216
909 => 0.064963933377184
910 => 0.064794242093751
911 => 0.065467048851532
912 => 0.065273291310237
913 => 0.065079232809963
914 => 0.064690018778793
915 => 0.06474291942979
916 => 0.064177532598954
917 => 0.063915958780667
918 => 0.059982516156992
919 => 0.058931371759001
920 => 0.059262083184626
921 => 0.05937096197286
922 => 0.058913502583776
923 => 0.059569381836048
924 => 0.059467163749329
925 => 0.05986483452917
926 => 0.059616387090784
927 => 0.059626583460317
928 => 0.060357214402033
929 => 0.060569319672739
930 => 0.060461441220159
1001 => 0.060536995590489
1002 => 0.06227811416525
1003 => 0.062030582781757
1004 => 0.061899086667759
1005 => 0.061935511989997
1006 => 0.062380405115852
1007 => 0.062504950900827
1008 => 0.06197724165821
1009 => 0.062226112387679
1010 => 0.06328577236736
1011 => 0.063656593388687
1012 => 0.064840076084577
1013 => 0.064337311600635
1014 => 0.065260157570047
1015 => 0.068096671458644
1016 => 0.070362675024686
1017 => 0.068278764498796
1018 => 0.072439991474019
1019 => 0.075680103566787
1020 => 0.075555742667977
1021 => 0.07499075417946
1022 => 0.07130197270468
1023 => 0.067907500994955
1024 => 0.070747120717022
1025 => 0.070754359491667
1026 => 0.070510433639207
1027 => 0.068995431118965
1028 => 0.070457714835461
1029 => 0.070573785606642
1030 => 0.07050881684049
1031 => 0.069347267960332
1101 => 0.067573797510446
1102 => 0.067920329391265
1103 => 0.068487955681106
1104 => 0.067413320695188
1105 => 0.067069909702758
1106 => 0.067708376074301
1107 => 0.069765647753164
1108 => 0.069376732459238
1109 => 0.069366576309184
1110 => 0.071030520862349
1111 => 0.069839495663992
1112 => 0.067924700268031
1113 => 0.067441189177503
1114 => 0.065725050538224
1115 => 0.06691039360905
1116 => 0.066953051995943
1117 => 0.066303851709965
1118 => 0.067977379293291
1119 => 0.067961957441992
1120 => 0.069550722810652
1121 => 0.072587845482507
1122 => 0.07168961886071
1123 => 0.070645079026337
1124 => 0.070758649468282
1125 => 0.072004236900674
1126 => 0.071251126305054
1127 => 0.071521950126113
1128 => 0.072003826976385
1129 => 0.072294555244484
1130 => 0.070716818144556
1201 => 0.070348972154674
1202 => 0.069596488355774
1203 => 0.069400179378416
1204 => 0.070013061731531
1205 => 0.069851588884938
1206 => 0.066949466723706
1207 => 0.066646178810602
1208 => 0.066655480217902
1209 => 0.065892848339848
1210 => 0.064729651673192
1211 => 0.067786463062299
1212 => 0.067540958327705
1213 => 0.067269940101272
1214 => 0.067303138287601
1215 => 0.068629996506662
1216 => 0.067860351731661
1217 => 0.069906578508299
1218 => 0.06948593579823
1219 => 0.069054505189877
1220 => 0.068994868338105
1221 => 0.068828804361819
1222 => 0.06825930919745
1223 => 0.067571609565121
1224 => 0.067117530700336
1225 => 0.06191237425181
1226 => 0.062878421011654
1227 => 0.063989769750922
1228 => 0.064373402882267
1229 => 0.063717171864497
1230 => 0.068285221197807
1231 => 0.069119847829821
]
'min_raw' => 0.028808495566692
'max_raw' => 0.075680103566787
'avg_raw' => 0.05224429956674
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0288084'
'max' => '$0.07568'
'avg' => '$0.052244'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011169702874112
'max_diff' => -0.013648140814072
'year' => 2027
]
2 => [
'items' => [
101 => 0.066591709320102
102 => 0.066118797828148
103 => 0.068316225196488
104 => 0.066990907868809
105 => 0.067587698180312
106 => 0.066297763953689
107 => 0.06891881071489
108 => 0.068898842730024
109 => 0.06787919634089
110 => 0.068740994486749
111 => 0.068591235851095
112 => 0.067440057589042
113 => 0.068955305119116
114 => 0.068956056662987
115 => 0.06797466918247
116 => 0.066828623458571
117 => 0.06662373755153
118 => 0.066469383543123
119 => 0.067549736556317
120 => 0.068518377689771
121 => 0.070320778692626
122 => 0.070773945128736
123 => 0.072542683897869
124 => 0.071489486079178
125 => 0.071956355031009
126 => 0.072463207320866
127 => 0.0727062109475
128 => 0.072310249578194
129 => 0.07505782892858
130 => 0.075289808809409
131 => 0.075367589656833
201 => 0.074441121358963
202 => 0.075264042050076
203 => 0.074879024710973
204 => 0.075880732866422
205 => 0.076037813495648
206 => 0.075904771790999
207 => 0.075954631662064
208 => 0.073610057392721
209 => 0.073488478848241
210 => 0.071830746767436
211 => 0.072506284843701
212 => 0.071243398789507
213 => 0.07164387296646
214 => 0.071820398167802
215 => 0.071728191420338
216 => 0.072544478752964
217 => 0.071850467763747
218 => 0.070018858657233
219 => 0.068186750530043
220 => 0.068163749904909
221 => 0.067681388174415
222 => 0.067332728992225
223 => 0.067399893120064
224 => 0.067636588266922
225 => 0.067318971840001
226 => 0.067386751408246
227 => 0.068512343854018
228 => 0.068738073391659
229 => 0.06797095622453
301 => 0.064890870104026
302 => 0.064135009244244
303 => 0.064678307040883
304 => 0.064418645686949
305 => 0.051990874738524
306 => 0.054910595179124
307 => 0.053175796437657
308 => 0.053975271511977
309 => 0.052204491220896
310 => 0.053049600390347
311 => 0.052893539585195
312 => 0.057588363652871
313 => 0.057515060432574
314 => 0.05755014680501
315 => 0.05587538283157
316 => 0.058543327316057
317 => 0.059857652705297
318 => 0.059614406055386
319 => 0.059675625996625
320 => 0.058623664574767
321 => 0.057560332091047
322 => 0.056380932720906
323 => 0.058572110972461
324 => 0.058328489355548
325 => 0.058887269692455
326 => 0.060308405417244
327 => 0.060517673051089
328 => 0.060798930873159
329 => 0.060698119965242
330 => 0.063099844784558
331 => 0.062808980061848
401 => 0.063509880356086
402 => 0.062068075273404
403 => 0.060436535964955
404 => 0.060746638248453
405 => 0.060716772904867
406 => 0.060336552803173
407 => 0.059993307096153
408 => 0.059421899702843
409 => 0.061229917247658
410 => 0.061156515037167
411 => 0.062344811504293
412 => 0.062134768561232
413 => 0.060732050381247
414 => 0.060782148735463
415 => 0.061119084244012
416 => 0.062285221886165
417 => 0.062631410935061
418 => 0.062471042374364
419 => 0.062850622862348
420 => 0.063150627803308
421 => 0.062888298863975
422 => 0.066602323442145
423 => 0.065060001496399
424 => 0.065811718481349
425 => 0.065990998552886
426 => 0.065531776419498
427 => 0.065631365256718
428 => 0.065782215208772
429 => 0.066698146578199
430 => 0.069101815518453
501 => 0.070166384129763
502 => 0.073369191321781
503 => 0.070077986526105
504 => 0.069882700053889
505 => 0.070459622344682
506 => 0.072340009217969
507 => 0.07386388616301
508 => 0.07436944406025
509 => 0.074436261882221
510 => 0.075384722106297
511 => 0.075928361819002
512 => 0.075269554088114
513 => 0.074711283516232
514 => 0.072711627622843
515 => 0.072943093237385
516 => 0.074537661788173
517 => 0.076790083785782
518 => 0.078722896184296
519 => 0.078046092647649
520 => 0.08320962588343
521 => 0.083721569112616
522 => 0.083650835111449
523 => 0.084817117974901
524 => 0.082502284000323
525 => 0.081512647628394
526 => 0.074831987950513
527 => 0.07670898081943
528 => 0.079437300186328
529 => 0.079076196887447
530 => 0.07709481843502
531 => 0.078721393131065
601 => 0.078183596668859
602 => 0.077759414285921
603 => 0.07970267601396
604 => 0.07756597991919
605 => 0.079415985008296
606 => 0.077043334345665
607 => 0.078049184229195
608 => 0.077478215187819
609 => 0.077847702132923
610 => 0.075687689001702
611 => 0.076853179655954
612 => 0.075639200758707
613 => 0.075638625174645
614 => 0.075611826523204
615 => 0.077040067312208
616 => 0.077086642193062
617 => 0.076031170092036
618 => 0.075879060072705
619 => 0.07644149053826
620 => 0.075783031763867
621 => 0.076091120480115
622 => 0.075792363457228
623 => 0.07572510695859
624 => 0.075189195734695
625 => 0.074958310444255
626 => 0.075048846515817
627 => 0.07473980022903
628 => 0.074553588662549
629 => 0.075574784355754
630 => 0.075029200691791
701 => 0.07549116583448
702 => 0.074964698249737
703 => 0.073139732230009
704 => 0.072090174973398
705 => 0.068642983336572
706 => 0.069620602608548
707 => 0.070268765197288
708 => 0.070054547465576
709 => 0.070514770044551
710 => 0.070543023973127
711 => 0.070393400921289
712 => 0.070220156595159
713 => 0.070135830838212
714 => 0.070764325943702
715 => 0.071129188506612
716 => 0.070333816984365
717 => 0.070147472565133
718 => 0.070951637087789
719 => 0.071442176982059
720 => 0.075064047950791
721 => 0.074795728050938
722 => 0.075469158344447
723 => 0.075393340428028
724 => 0.076099202661485
725 => 0.07725298909355
726 => 0.074907018673402
727 => 0.075314198020786
728 => 0.075214367047952
729 => 0.076304295432269
730 => 0.076307698069716
731 => 0.075654231557357
801 => 0.07600848635499
802 => 0.075810751045423
803 => 0.07616808547534
804 => 0.074792144475089
805 => 0.076467892089742
806 => 0.07741793300446
807 => 0.077431124323482
808 => 0.077881436177067
809 => 0.078338979100614
810 => 0.079217192898771
811 => 0.078314486194435
812 => 0.07669060471006
813 => 0.076807843708127
814 => 0.075855762587993
815 => 0.07587176724363
816 => 0.075786333137533
817 => 0.076042727321111
818 => 0.074848408580088
819 => 0.075128712801436
820 => 0.07473628525009
821 => 0.075313344959929
822 => 0.074692524103529
823 => 0.075214318906434
824 => 0.075439508245596
825 => 0.076270461755084
826 => 0.07456979159455
827 => 0.071102010011974
828 => 0.071830979743419
829 => 0.070752776251275
830 => 0.070852568089483
831 => 0.071054163484417
901 => 0.070400726851528
902 => 0.070525381968928
903 => 0.07052092841095
904 => 0.070482550054301
905 => 0.070312565949167
906 => 0.070066055366392
907 => 0.071048077656212
908 => 0.071214942379213
909 => 0.071585861988278
910 => 0.072689467147681
911 => 0.072579190967455
912 => 0.072759055992718
913 => 0.072366411652467
914 => 0.070870781734296
915 => 0.070952001634545
916 => 0.069939188176976
917 => 0.071559962071053
918 => 0.071176141419765
919 => 0.070928689748979
920 => 0.070861170267982
921 => 0.071967511051113
922 => 0.072298545553194
923 => 0.072092267066396
924 => 0.07166918387187
925 => 0.072481628678678
926 => 0.072699004634686
927 => 0.072747667094719
928 => 0.074187163521543
929 => 0.072828118954168
930 => 0.073155254489276
1001 => 0.075707472549235
1002 => 0.07339296295087
1003 => 0.074619010304847
1004 => 0.074559001666912
1005 => 0.075186206006027
1006 => 0.074507552604382
1007 => 0.074515965326654
1008 => 0.075072880289286
1009 => 0.074290793664413
1010 => 0.074097138017585
1011 => 0.073829604128481
1012 => 0.074413754587809
1013 => 0.074763926369323
1014 => 0.077586053755492
1015 => 0.079409276751602
1016 => 0.079330125832932
1017 => 0.080053417065262
1018 => 0.079727567740509
1019 => 0.078675314316173
1020 => 0.08047138260288
1021 => 0.079903031446277
1022 => 0.079949885625081
1023 => 0.079948141710206
1024 => 0.080326045543226
1025 => 0.080058266043154
1026 => 0.079530445161508
1027 => 0.079880837295114
1028 => 0.080921376664441
1029 => 0.08415124279448
1030 => 0.085958718670885
1031 => 0.084042430477187
1101 => 0.085364260413079
1102 => 0.084571633467708
1103 => 0.084427589573125
1104 => 0.085257796455329
1105 => 0.08608945650478
1106 => 0.086036483354995
1107 => 0.08543274086531
1108 => 0.085091702052286
1109 => 0.087674162200892
1110 => 0.089576874847325
1111 => 0.089447122600785
1112 => 0.090019806819319
1113 => 0.091701225397388
1114 => 0.091854953239943
1115 => 0.091835587065175
1116 => 0.091454556567561
1117 => 0.093110131517464
1118 => 0.094491241267743
1119 => 0.091366359016393
1120 => 0.092556273269995
1121 => 0.093090464115079
1122 => 0.093874814762945
1123 => 0.095198145778328
1124 => 0.096635634257249
1125 => 0.096838910889427
1126 => 0.096694676391214
1127 => 0.095746614097601
1128 => 0.097319531144041
1129 => 0.098240909060402
1130 => 0.098789568524236
1201 => 0.10018087763629
1202 => 0.093093763095878
1203 => 0.088077151171727
1204 => 0.087293734779017
1205 => 0.088886842819922
1206 => 0.08930693270551
1207 => 0.089137594999377
1208 => 0.083490942188343
1209 => 0.087264006320568
1210 => 0.0913235060786
1211 => 0.091479447997139
1212 => 0.093511718456146
1213 => 0.09417350902318
1214 => 0.095809753118459
1215 => 0.095707405604798
1216 => 0.096105805003669
1217 => 0.096014219881184
1218 => 0.099045017515845
1219 => 0.10238843738468
1220 => 0.10227266538605
1221 => 0.10179200922235
1222 => 0.10250586558949
1223 => 0.10595663319678
1224 => 0.10563894181292
1225 => 0.10594755193145
1226 => 0.11001620141718
1227 => 0.11530602450727
1228 => 0.11284837059237
1229 => 0.11818077241684
1230 => 0.12153723670687
1231 => 0.12734189463159
]
'min_raw' => 0.051990874738524
'max_raw' => 0.12734189463159
'avg_raw' => 0.089666384685057
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.05199'
'max' => '$0.127341'
'avg' => '$0.089666'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.023182379171831
'max_diff' => 0.051661791064804
'year' => 2028
]
3 => [
'items' => [
101 => 0.12661512287087
102 => 0.12887483360442
103 => 0.12531404973734
104 => 0.11713777022539
105 => 0.11584384269508
106 => 0.11843431837822
107 => 0.1248027500703
108 => 0.11823375380091
109 => 0.11956265319073
110 => 0.11917993007706
111 => 0.1191595363888
112 => 0.11993788052252
113 => 0.11880885176086
114 => 0.11420898547749
115 => 0.11631707708798
116 => 0.1155030416783
117 => 0.1164062746557
118 => 0.12128065051313
119 => 0.11912557275595
120 => 0.11685537340307
121 => 0.11970270718915
122 => 0.12332834154888
123 => 0.12310145586654
124 => 0.12266120281194
125 => 0.12514288622981
126 => 0.12924190017111
127 => 0.13034984716828
128 => 0.1311677109906
129 => 0.13128048059378
130 => 0.13244207759241
131 => 0.12619587777062
201 => 0.13610875730159
202 => 0.13782043775882
203 => 0.13749871277475
204 => 0.13940117356443
205 => 0.13884142133933
206 => 0.1380304281876
207 => 0.14104623320426
208 => 0.13758885611557
209 => 0.13268154460985
210 => 0.1299892964622
211 => 0.13353466600049
212 => 0.13569969946118
213 => 0.13713064885671
214 => 0.13756365327919
215 => 0.12668075248214
216 => 0.12081547254587
217 => 0.12457504973945
218 => 0.12916199338777
219 => 0.12617039706706
220 => 0.12628766197899
221 => 0.12202243180334
222 => 0.12953937161624
223 => 0.12844421671291
224 => 0.13412588228866
225 => 0.13276990720079
226 => 0.13740308491682
227 => 0.1361830139495
228 => 0.14124746032162
301 => 0.14326780509387
302 => 0.14666027840803
303 => 0.14915579558778
304 => 0.15062121100736
305 => 0.1505332329622
306 => 0.15633993892166
307 => 0.15291592728822
308 => 0.14861456169904
309 => 0.14853676356617
310 => 0.15076450175563
311 => 0.15543322985061
312 => 0.1566437631184
313 => 0.15732028607112
314 => 0.1562841676191
315 => 0.15256764839213
316 => 0.1509628742331
317 => 0.15233018831138
318 => 0.15065808068829
319 => 0.15354460755628
320 => 0.1575084254749
321 => 0.15668991274934
322 => 0.1594260780726
323 => 0.16225772132919
324 => 0.16630709836318
325 => 0.16736575546786
326 => 0.16911567540477
327 => 0.1709169178386
328 => 0.17149542836351
329 => 0.17259998445682
330 => 0.17259416290099
331 => 0.17592281703339
401 => 0.17959442562127
402 => 0.18098037286526
403 => 0.18416728213124
404 => 0.17870981169587
405 => 0.182849365712
406 => 0.1865833470543
407 => 0.18213154056402
408 => 0.18826731867299
409 => 0.18850555703299
410 => 0.19210267341937
411 => 0.18845630683766
412 => 0.18629110600105
413 => 0.19254195968731
414 => 0.19556655088605
415 => 0.19465551940205
416 => 0.18772252482565
417 => 0.18368722461206
418 => 0.17312606560181
419 => 0.18563621465757
420 => 0.19172954333657
421 => 0.18770674457641
422 => 0.18973561027881
423 => 0.20080444368917
424 => 0.20501873879794
425 => 0.20414219487546
426 => 0.20429031636922
427 => 0.20656427351505
428 => 0.21664825179073
429 => 0.21060569826316
430 => 0.21522500402482
501 => 0.21767506714466
502 => 0.21995082231388
503 => 0.2143622868781
504 => 0.20709168438805
505 => 0.20478877938032
506 => 0.18730675652041
507 => 0.18639674130998
508 => 0.18588592219608
509 => 0.18266527993973
510 => 0.1801347373344
511 => 0.17812235590162
512 => 0.17284126607404
513 => 0.17462347886283
514 => 0.16620652392678
515 => 0.1715913934163
516 => 0.15815773010388
517 => 0.16934568409393
518 => 0.16325658939099
519 => 0.16734525271833
520 => 0.16733098775716
521 => 0.15980246225963
522 => 0.15546016586898
523 => 0.15822724613381
524 => 0.16119377582881
525 => 0.16167508529122
526 => 0.16552126847514
527 => 0.16659465552834
528 => 0.16334224264549
529 => 0.1578793472909
530 => 0.15914825328639
531 => 0.15543445152948
601 => 0.14892615679981
602 => 0.15360052769858
603 => 0.155196563441
604 => 0.15590146374901
605 => 0.14950130336508
606 => 0.1474902340182
607 => 0.14641955757243
608 => 0.15705316695511
609 => 0.1576357000811
610 => 0.15465537824661
611 => 0.16812671554423
612 => 0.16507773701983
613 => 0.16848419304946
614 => 0.15903311336735
615 => 0.15939415733877
616 => 0.15491986475698
617 => 0.15742516963044
618 => 0.15565450089563
619 => 0.15722276575457
620 => 0.15816277724483
621 => 0.16263633563923
622 => 0.16939676494481
623 => 0.16196813519513
624 => 0.15873137483326
625 => 0.16073944275753
626 => 0.16608719225997
627 => 0.17418930650244
628 => 0.16939269180065
629 => 0.1715213479535
630 => 0.17198636462558
701 => 0.16844951852482
702 => 0.17431971506308
703 => 0.17746560107732
704 => 0.18069262917855
705 => 0.18349456725957
706 => 0.17940368319105
707 => 0.18378151554956
708 => 0.18025375546004
709 => 0.17708898996661
710 => 0.1770937896095
711 => 0.17510848598562
712 => 0.17126171005
713 => 0.17055230554734
714 => 0.17424271735809
715 => 0.17720207814701
716 => 0.17744582527597
717 => 0.17908427946616
718 => 0.1800538997785
719 => 0.18955749697429
720 => 0.19337992238432
721 => 0.19805391182089
722 => 0.19987469411804
723 => 0.2053545960459
724 => 0.20092913018328
725 => 0.19997165280642
726 => 0.1866792031917
727 => 0.18885584107145
728 => 0.19234084833126
729 => 0.18673666967781
730 => 0.19029123112931
731 => 0.19099297685574
801 => 0.18654624183163
802 => 0.18892143514008
803 => 0.18261362590856
804 => 0.16953425794881
805 => 0.17433427613855
806 => 0.17786870519485
807 => 0.17282463913955
808 => 0.18186593231137
809 => 0.17658419549057
810 => 0.17491013848645
811 => 0.16837904526898
812 => 0.1714614698628
813 => 0.175630493262
814 => 0.17305452150228
815 => 0.1784000496878
816 => 0.18597074319878
817 => 0.1913660702373
818 => 0.19178025645327
819 => 0.18831142262634
820 => 0.1938702509718
821 => 0.19391074096758
822 => 0.18764035988543
823 => 0.18379978638624
824 => 0.18292720000658
825 => 0.18510709186359
826 => 0.18775388300824
827 => 0.19192713494107
828 => 0.1944489436814
829 => 0.20102448341219
830 => 0.20280363592784
831 => 0.2047583851372
901 => 0.20737053290324
902 => 0.21050708603732
903 => 0.20364448634404
904 => 0.20391715022334
905 => 0.19752679240812
906 => 0.19069777861254
907 => 0.1958801488348
908 => 0.20265540851857
909 => 0.20110115646112
910 => 0.20092627135417
911 => 0.20122037959498
912 => 0.20004852430078
913 => 0.19474826623612
914 => 0.19208650981742
915 => 0.19552085468403
916 => 0.19734605613553
917 => 0.20017678441251
918 => 0.19982783740295
919 => 0.20711948944642
920 => 0.2099528049424
921 => 0.20922792159412
922 => 0.2093613175755
923 => 0.21449089994419
924 => 0.22019605051724
925 => 0.22553967688983
926 => 0.23097544315013
927 => 0.22442241476178
928 => 0.22109519108077
929 => 0.22452803661985
930 => 0.22270652045602
1001 => 0.23317349263019
1002 => 0.23389820307366
1003 => 0.24436441836661
1004 => 0.25429810297335
1005 => 0.24805893365231
1006 => 0.2539421893037
1007 => 0.26030540995955
1008 => 0.27258109500003
1009 => 0.2684470761422
1010 => 0.26528048248544
1011 => 0.26228806678067
1012 => 0.26851480882968
1013 => 0.2765254130011
1014 => 0.27825082041501
1015 => 0.28104663958191
1016 => 0.27810717758442
1017 => 0.28164743578928
1018 => 0.29414610292071
1019 => 0.29076885273301
1020 => 0.28597261454642
1021 => 0.29583911186193
1022 => 0.29940975888538
1023 => 0.32447042965829
1024 => 0.35611056171378
1025 => 0.3430113392825
1026 => 0.33488022921014
1027 => 0.33679123294965
1028 => 0.34834513809025
1029 => 0.35205588571879
1030 => 0.341968794493
1031 => 0.34553172564263
1101 => 0.36516382657675
1102 => 0.3756958188547
1103 => 0.36139195870597
1104 => 0.32192817585495
1105 => 0.28554076577449
1106 => 0.29519234547426
1107 => 0.29409815585969
1108 => 0.31519039915894
1109 => 0.29068830643296
1110 => 0.29110085883535
1111 => 0.31262926738895
1112 => 0.30688585707721
1113 => 0.2975822679326
1114 => 0.28560869227122
1115 => 0.26347443023945
1116 => 0.24386949709834
1117 => 0.2823192857345
1118 => 0.28066126093211
1119 => 0.27826019531273
1120 => 0.28360350702622
1121 => 0.30954911198142
1122 => 0.30895098180947
1123 => 0.30514598282425
1124 => 0.30803204101882
1125 => 0.29707632797721
1126 => 0.29989986468498
1127 => 0.28553500182283
1128 => 0.29202851976619
1129 => 0.29756230660875
1130 => 0.29867329624651
1201 => 0.30117641262892
1202 => 0.27978755720247
1203 => 0.28939052534515
1204 => 0.29503136945253
1205 => 0.26954583055969
1206 => 0.29452760229088
1207 => 0.27941522481541
1208 => 0.27428585691994
1209 => 0.28119187504835
1210 => 0.27850059306739
1211 => 0.27618678685753
1212 => 0.2748956432362
1213 => 0.2799666607603
1214 => 0.27973009173162
1215 => 0.27143292282011
1216 => 0.26060960421091
1217 => 0.26424226519948
1218 => 0.26292248540595
1219 => 0.25813943317923
1220 => 0.26136263287211
1221 => 0.2471692926487
1222 => 0.22275038849995
1223 => 0.23888226455188
1224 => 0.23826120487198
1225 => 0.23794803841857
1226 => 0.25007069741928
1227 => 0.24890538347369
1228 => 0.24679032725166
1229 => 0.25810058851307
1230 => 0.25397219100817
1231 => 0.26669493934547
]
'min_raw' => 0.11420898547749
'max_raw' => 0.3756958188547
'avg_raw' => 0.2449524021661
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.1142089'
'max' => '$0.375695'
'avg' => '$0.244952'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.062218110738969
'max_diff' => 0.24835392422311
'year' => 2029
]
4 => [
'items' => [
101 => 0.27507496425619
102 => 0.27294951887343
103 => 0.28083097280613
104 => 0.26432595437171
105 => 0.26980825942922
106 => 0.27093815490343
107 => 0.25796102164475
108 => 0.24909604324687
109 => 0.24850485025589
110 => 0.23313419938324
111 => 0.24134507701185
112 => 0.24857030953582
113 => 0.24510998385753
114 => 0.24401454812208
115 => 0.2496108917235
116 => 0.25004577555077
117 => 0.24013037820204
118 => 0.24219210329064
119 => 0.25078983964338
120 => 0.24197546239407
121 => 0.22485056721902
122 => 0.22060335644541
123 => 0.22003670023659
124 => 0.20851792776802
125 => 0.22088717537813
126 => 0.21548766732109
127 => 0.23254464857725
128 => 0.22280179236216
129 => 0.22238179730352
130 => 0.22174691317252
131 => 0.21183222987433
201 => 0.21400291540564
202 => 0.22121860471645
203 => 0.22379324395311
204 => 0.22352468798733
205 => 0.22118324390232
206 => 0.22225514501431
207 => 0.21880217805751
208 => 0.21758286355777
209 => 0.21373437159772
210 => 0.20807815158949
211 => 0.20886468367325
212 => 0.19765823180647
213 => 0.19155236205804
214 => 0.18986233778574
215 => 0.18760236669785
216 => 0.19011760753367
217 => 0.19762648533635
218 => 0.18856918560903
219 => 0.17304108052223
220 => 0.17397434609655
221 => 0.17607111675301
222 => 0.17216379850622
223 => 0.168465849702
224 => 0.1716809161632
225 => 0.16510145333454
226 => 0.1768662134021
227 => 0.17654800961263
228 => 0.18093318463794
301 => 0.18367532457412
302 => 0.17735557979958
303 => 0.17576618107919
304 => 0.17667157482447
305 => 0.16170743300452
306 => 0.17971029500089
307 => 0.17986598449902
308 => 0.1785328764942
309 => 0.18811884473126
310 => 0.20834822764994
311 => 0.20073712007089
312 => 0.19778986916934
313 => 0.19218714305106
314 => 0.19965244294671
315 => 0.19907922439154
316 => 0.1964869126984
317 => 0.19491907449788
318 => 0.19780786445488
319 => 0.19456112145339
320 => 0.19397791719579
321 => 0.19044433392723
322 => 0.18918300546815
323 => 0.18824916809198
324 => 0.18722110489779
325 => 0.1894887561268
326 => 0.18434996010749
327 => 0.17815307587059
328 => 0.17763787199751
329 => 0.17906039518827
330 => 0.17843103457076
331 => 0.177634858861
401 => 0.17611474260553
402 => 0.17566375658468
403 => 0.17712924236514
404 => 0.17547479436213
405 => 0.17791602251302
406 => 0.17725214353529
407 => 0.17354376953217
408 => 0.16892176250838
409 => 0.16888061695089
410 => 0.16788481311922
411 => 0.16661650721949
412 => 0.16626369353309
413 => 0.17141015223339
414 => 0.18206316772246
415 => 0.1799717258769
416 => 0.1814830069499
417 => 0.1889170140592
418 => 0.19128006137086
419 => 0.18960282636089
420 => 0.18730692363189
421 => 0.18740793170007
422 => 0.19525372634206
423 => 0.19574305893004
424 => 0.19697944451517
425 => 0.19856854939459
426 => 0.18987345779334
427 => 0.18699839366758
428 => 0.18563602878232
429 => 0.18144047223726
430 => 0.18596502027127
501 => 0.18332875989231
502 => 0.18368448148491
503 => 0.18345281733107
504 => 0.18357932162413
505 => 0.1768629249119
506 => 0.17931002687042
507 => 0.17524124524115
508 => 0.16979360338173
509 => 0.16977534097603
510 => 0.17110864360345
511 => 0.17031554302852
512 => 0.16818132977387
513 => 0.16848448469349
514 => 0.16582852860301
515 => 0.16880696585051
516 => 0.16889237677341
517 => 0.16774551619655
518 => 0.17233420972145
519 => 0.17421420120263
520 => 0.1734593130028
521 => 0.17416123623415
522 => 0.18005863472788
523 => 0.18102016800389
524 => 0.18144721756978
525 => 0.18087502772472
526 => 0.17426902985261
527 => 0.17456203394911
528 => 0.17241216430026
529 => 0.17059575099467
530 => 0.17066839800106
531 => 0.17160227055734
601 => 0.17568054678149
602 => 0.18426303866772
603 => 0.18458873796108
604 => 0.18498349500595
605 => 0.18337781971546
606 => 0.1828935326836
607 => 0.18353243228371
608 => 0.18675556499019
609 => 0.19504633738325
610 => 0.19211582469747
611 => 0.18973327226779
612 => 0.19182341308014
613 => 0.19150165228515
614 => 0.18878566736675
615 => 0.18870943871596
616 => 0.18349659530466
617 => 0.1815695257862
618 => 0.17995912225793
619 => 0.1782006036457
620 => 0.17715809486629
621 => 0.17875986216322
622 => 0.17912620529559
623 => 0.17562391310674
624 => 0.17514656362281
625 => 0.17800661102645
626 => 0.17674801079742
627 => 0.17804251234477
628 => 0.17834284780778
629 => 0.17829448688092
630 => 0.1769803636925
701 => 0.17781794662508
702 => 0.17583681329403
703 => 0.17368262835312
704 => 0.17230839257129
705 => 0.17110918958571
706 => 0.17177457710019
707 => 0.16940259210602
708 => 0.16864374636775
709 => 0.17753419237373
710 => 0.18410166042675
711 => 0.18400616684026
712 => 0.18342487419143
713 => 0.18256119122619
714 => 0.18669238120173
715 => 0.18525315722
716 => 0.1863003129179
717 => 0.186566857992
718 => 0.18737360965306
719 => 0.18766195402924
720 => 0.18679037705638
721 => 0.18386525828128
722 => 0.17657614040568
723 => 0.173183036358
724 => 0.17206325550564
725 => 0.17210395741286
726 => 0.17098121711051
727 => 0.17131191444724
728 => 0.17086621407246
729 => 0.17002216538913
730 => 0.17172245947247
731 => 0.17191840252623
801 => 0.17152153357018
802 => 0.1716150105762
803 => 0.16832910512504
804 => 0.16857892537988
805 => 0.16718789445531
806 => 0.16692709292608
807 => 0.16341068787968
808 => 0.15718086662892
809 => 0.16063279234523
810 => 0.15646335149414
811 => 0.1548843210665
812 => 0.16235920552135
813 => 0.1616089344431
814 => 0.16032479649215
815 => 0.15842528882488
816 => 0.15772074295387
817 => 0.15344014527372
818 => 0.15318722472668
819 => 0.15530880452282
820 => 0.154329768446
821 => 0.1529548310042
822 => 0.14797494696515
823 => 0.14237590852232
824 => 0.1425449082986
825 => 0.14432585825346
826 => 0.14950421044101
827 => 0.14748093865493
828 => 0.14601303175976
829 => 0.14573813692342
830 => 0.14917902133161
831 => 0.15404859365677
901 => 0.1563332880412
902 => 0.15406922529343
903 => 0.15146839191459
904 => 0.15162669259126
905 => 0.15267979607318
906 => 0.15279046235905
907 => 0.15109758719942
908 => 0.15157412164078
909 => 0.15085022224913
910 => 0.14640765301876
911 => 0.14632730102892
912 => 0.14523702289369
913 => 0.14520400970505
914 => 0.14334917461439
915 => 0.14308967036333
916 => 0.13940678271037
917 => 0.14183087051636
918 => 0.14020491968643
919 => 0.13775422826269
920 => 0.13733172813751
921 => 0.13731902727356
922 => 0.13983533940117
923 => 0.14180146594408
924 => 0.14023320379724
925 => 0.13987614090589
926 => 0.14368863843282
927 => 0.14320346337083
928 => 0.14278330489619
929 => 0.15361257686499
930 => 0.14504036308306
1001 => 0.14130238858928
1002 => 0.13667593533113
1003 => 0.13818233184058
1004 => 0.13849975171869
1005 => 0.12737396561371
1006 => 0.12286023557655
1007 => 0.12131129352412
1008 => 0.12041985547413
1009 => 0.12082609498749
1010 => 0.11676320854631
1011 => 0.11949353542872
1012 => 0.1159754191979
1013 => 0.11538559556287
1014 => 0.12167642319454
1015 => 0.122551755109
1016 => 0.11881731721758
1017 => 0.12121543089445
1018 => 0.12034584153895
1019 => 0.11603572720308
1020 => 0.1158711125385
1021 => 0.11370844867261
1022 => 0.11032429849672
1023 => 0.10877765105747
1024 => 0.1079721436425
1025 => 0.10830451170095
1026 => 0.10813645623997
1027 => 0.10703978067998
1028 => 0.10819931639934
1029 => 0.10523718178962
1030 => 0.10405763592049
1031 => 0.10352486241665
1101 => 0.10089579745642
1102 => 0.10507980895865
1103 => 0.10590411193338
1104 => 0.10673003903961
1105 => 0.11391917061494
1106 => 0.11356002191771
1107 => 0.11680655122815
1108 => 0.11668039706913
1109 => 0.1157544343195
1110 => 0.11184794979232
1111 => 0.11340500489846
1112 => 0.10861263130183
1113 => 0.11220340345016
1114 => 0.11056472499589
1115 => 0.11164936461641
1116 => 0.10969908478071
1117 => 0.11077845016686
1118 => 0.10609958474831
1119 => 0.10173052605388
1120 => 0.10348876281329
1121 => 0.10540016724954
1122 => 0.10954457908411
1123 => 0.10707620158609
1124 => 0.10796392347407
1125 => 0.1049902037522
1126 => 0.098854570564955
1127 => 0.098889297582467
1128 => 0.097945464088644
1129 => 0.097129854148034
1130 => 0.10735972443485
1201 => 0.10608747835437
1202 => 0.10406032073257
1203 => 0.10677375176539
1204 => 0.10749122599841
1205 => 0.10751165148117
1206 => 0.10949130071893
1207 => 0.11054783987199
1208 => 0.11073405947702
1209 => 0.11384908032578
1210 => 0.11489319422616
1211 => 0.11919375161332
1212 => 0.11045819990648
1213 => 0.11027829696767
1214 => 0.10681193530458
1215 => 0.10461351393683
1216 => 0.10696246309646
1217 => 0.10904331138835
1218 => 0.10687659306135
1219 => 0.10715952073293
1220 => 0.10425087840633
1221 => 0.10529058117375
1222 => 0.10618611326014
1223 => 0.10569165307897
1224 => 0.10495142225563
1225 => 0.10887270555809
1226 => 0.10865145138654
1227 => 0.1123030405477
1228 => 0.11514971542647
1229 => 0.12025146571324
1230 => 0.11492752332874
1231 => 0.1147334977075
]
'min_raw' => 0.097129854148034
'max_raw' => 0.28083097280613
'avg_raw' => 0.18898041347708
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.097129'
'max' => '$0.28083'
'avg' => '$0.18898'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.017079131329459
'max_diff' => -0.094864846048571
'year' => 2030
]
5 => [
'items' => [
101 => 0.11663012927786
102 => 0.11489290386175
103 => 0.11599077035775
104 => 0.12007458244779
105 => 0.12016086696206
106 => 0.11871549017663
107 => 0.11862753886788
108 => 0.11890513929021
109 => 0.1205310536345
110 => 0.1199629092033
111 => 0.12062038032274
112 => 0.12144255802515
113 => 0.12484343359845
114 => 0.12566337318556
115 => 0.12367134507882
116 => 0.12385120291306
117 => 0.12310612971874
118 => 0.12238639834877
119 => 0.12400424936014
120 => 0.12696090388236
121 => 0.12694251068803
122 => 0.12762839706803
123 => 0.12805569860059
124 => 0.12622140761903
125 => 0.12502735163879
126 => 0.12548522868137
127 => 0.12621738404372
128 => 0.1252478005651
129 => 0.1192630821803
130 => 0.12107846343296
131 => 0.12077629522491
201 => 0.12034597095173
202 => 0.12217135083921
203 => 0.12199528849602
204 => 0.11672153777346
205 => 0.11705914618407
206 => 0.1167420688591
207 => 0.117766610564
208 => 0.11483757524743
209 => 0.11573852678345
210 => 0.11630359514095
211 => 0.11663642474458
212 => 0.11783883349627
213 => 0.11769774470741
214 => 0.11783006321906
215 => 0.11961291797368
216 => 0.12862998552068
217 => 0.12912076461222
218 => 0.12670398887144
219 => 0.12766944311109
220 => 0.12581598209259
221 => 0.12706022289142
222 => 0.12791150084568
223 => 0.12406473946169
224 => 0.1238369592178
225 => 0.12197584830637
226 => 0.12297590389146
227 => 0.12138474354903
228 => 0.12177515864064
301 => 0.12068352400874
302 => 0.12264824900388
303 => 0.12484511683584
304 => 0.12540013240714
305 => 0.12394012538829
306 => 0.12288298408749
307 => 0.12102699220728
308 => 0.12411354806755
309 => 0.12501615106217
310 => 0.12410880707826
311 => 0.12389855565134
312 => 0.12350012957722
313 => 0.12398308362644
314 => 0.12501123529242
315 => 0.12452637795372
316 => 0.12484663476802
317 => 0.12362614603932
318 => 0.12622201484567
319 => 0.13034487924001
320 => 0.13035813492319
321 => 0.12987327497094
322 => 0.12967488072492
323 => 0.1301723764597
324 => 0.13044224748748
325 => 0.13205105746863
326 => 0.13377737467623
327 => 0.14183334383288
328 => 0.13957125993017
329 => 0.1467189950177
330 => 0.1523719254547
331 => 0.15406699212007
401 => 0.15250761054698
402 => 0.14717305042158
403 => 0.14691131145197
404 => 0.1548833964725
405 => 0.15263091730957
406 => 0.15236299208047
407 => 0.14951272030966
408 => 0.15119758393924
409 => 0.15082907954799
410 => 0.15024737733856
411 => 0.15346197977517
412 => 0.15947942856697
413 => 0.1585415527415
414 => 0.15784147194458
415 => 0.15477392168296
416 => 0.15662127210261
417 => 0.15596346600184
418 => 0.15878981846482
419 => 0.15711554987712
420 => 0.15261385256454
421 => 0.15333076269936
422 => 0.1532224031747
423 => 0.15545243451366
424 => 0.15478303445848
425 => 0.15309169207044
426 => 0.15945886158118
427 => 0.15904541300922
428 => 0.15963158855677
429 => 0.15988964116088
430 => 0.16376522503996
501 => 0.16535292775036
502 => 0.16571336406227
503 => 0.16722155883982
504 => 0.16567583880227
505 => 0.17185982103218
506 => 0.17597180836971
507 => 0.18074809326317
508 => 0.18772752923688
509 => 0.19035186172639
510 => 0.18987779955165
511 => 0.19516952825171
512 => 0.2046786470972
513 => 0.19179986434643
514 => 0.20536125385512
515 => 0.20106787451044
516 => 0.1908883493188
517 => 0.19023290790518
518 => 0.19712660055168
519 => 0.21241614734827
520 => 0.20858628928833
521 => 0.21242241162405
522 => 0.2079473711518
523 => 0.20772514767375
524 => 0.21220506889679
525 => 0.22267264902222
526 => 0.217699894076
527 => 0.21057023049106
528 => 0.21583466313233
529 => 0.21127412437822
530 => 0.20099795415079
531 => 0.20858336066805
601 => 0.2035112153499
602 => 0.20499153700381
603 => 0.21565243203789
604 => 0.21436968494216
605 => 0.21602967846322
606 => 0.21309983334815
607 => 0.2103628960165
608 => 0.20525419923935
609 => 0.20374176597934
610 => 0.20415974812076
611 => 0.20374155884815
612 => 0.20088328995268
613 => 0.20026604705684
614 => 0.19923728185508
615 => 0.19955613920859
616 => 0.1976217596534
617 => 0.20127233353725
618 => 0.20194991221884
619 => 0.20460649545891
620 => 0.20488231074377
621 => 0.21228085725327
622 => 0.20820586216336
623 => 0.21093972068782
624 => 0.21069517864932
625 => 0.19110897049673
626 => 0.19380777716958
627 => 0.19800627342034
628 => 0.1961148565503
629 => 0.19344083561944
630 => 0.19128142034585
701 => 0.1880096853948
702 => 0.19261458951029
703 => 0.19866954874521
704 => 0.20503587450217
705 => 0.21268459776097
706 => 0.21097749177056
707 => 0.20489288694119
708 => 0.20516583786903
709 => 0.2068531131027
710 => 0.20466793836998
711 => 0.20402348768162
712 => 0.20676457547433
713 => 0.20678345183948
714 => 0.2042691442223
715 => 0.20147495141923
716 => 0.20146324364936
717 => 0.20096604402876
718 => 0.20803582185977
719 => 0.21192348483166
720 => 0.21236919912611
721 => 0.21189348470838
722 => 0.21207656830733
723 => 0.2098144228828
724 => 0.2149850165049
725 => 0.21973006453125
726 => 0.21845829029703
727 => 0.21655171992656
728 => 0.21503304479361
729 => 0.21810053869989
730 => 0.21796394802493
731 => 0.21968862067623
801 => 0.21961037956258
802 => 0.21903043701816
803 => 0.2184583110086
804 => 0.22072672596633
805 => 0.22007345888813
806 => 0.21941917710573
807 => 0.21810691482558
808 => 0.21828527306382
809 => 0.21637903188961
810 => 0.21549711749876
811 => 0.20223524106884
812 => 0.19869123434246
813 => 0.19980625100349
814 => 0.20017334343969
815 => 0.1986309871706
816 => 0.20084232986166
817 => 0.20049769444565
818 => 0.20183846924437
819 => 0.20100081135981
820 => 0.20103518913158
821 => 0.20349856236259
822 => 0.2042136900915
823 => 0.20384997035679
824 => 0.2041047071914
825 => 0.20997501002722
826 => 0.20914044068568
827 => 0.20869709235657
828 => 0.20881990287363
829 => 0.2103198911089
830 => 0.21073980591845
831 => 0.20896059736349
901 => 0.20979968240349
902 => 0.21337240000808
903 => 0.21462264897138
904 => 0.2186128435087
905 => 0.21691773794919
906 => 0.22002917756611
907 => 0.22959268218059
908 => 0.23723267141082
909 => 0.2302066215788
910 => 0.24423648885335
911 => 0.25516075299152
912 => 0.25474146153858
913 => 0.25283656340331
914 => 0.24039957911859
915 => 0.22895488075481
916 => 0.23852885690368
917 => 0.23855326293778
918 => 0.23773084989586
919 => 0.23262291312476
920 => 0.23755310476832
921 => 0.23794444547716
922 => 0.2377253987461
923 => 0.23380915559989
924 => 0.22782977615835
925 => 0.22899813258862
926 => 0.23091192425522
927 => 0.22728871737158
928 => 0.22613088323441
929 => 0.22828351718236
930 => 0.23521975228177
1001 => 0.2339084972151
1002 => 0.23387425504611
1003 => 0.23948436028001
1004 => 0.23546873566902
1005 => 0.2290128693048
1006 => 0.22738267790541
1007 => 0.22159659666611
1008 => 0.22559306358741
1009 => 0.22573688931714
1010 => 0.22354806522724
1011 => 0.22919048031639
1012 => 0.22913848446802
1013 => 0.23449511783251
1014 => 0.24473498896581
1015 => 0.24170655519824
1016 => 0.23818481621921
1017 => 0.23856772689346
1018 => 0.24276731188591
1019 => 0.24022814693227
1020 => 0.24114124835329
1021 => 0.24276592979755
1022 => 0.24374614045144
1023 => 0.23842668966495
1024 => 0.23718647122787
1025 => 0.23464941956314
1026 => 0.23398755014012
1027 => 0.23605392578373
1028 => 0.23550950880777
1029 => 0.22572480132148
1030 => 0.22470224494756
1031 => 0.22473360529167
1101 => 0.22216233866956
1102 => 0.21824053989613
1103 => 0.22854679291426
1104 => 0.22771905656098
1105 => 0.22680529968867
1106 => 0.22691722969171
1107 => 0.23139082481555
1108 => 0.22879591372175
1109 => 0.23569491016218
1110 => 0.23427668389685
1111 => 0.23282208547926
1112 => 0.2326210156698
1113 => 0.23206111937954
1114 => 0.23014102667198
1115 => 0.22782239934793
1116 => 0.22629144075253
1117 => 0.20874189237391
1118 => 0.21199898647196
1119 => 0.21574597633829
1120 => 0.21703942222503
1121 => 0.21482689353203
1122 => 0.2302283907903
1123 => 0.23304239275191
1124 => 0.2245185972574
1125 => 0.22292414314465
1126 => 0.23033292293649
1127 => 0.22586452303552
1128 => 0.22787664323732
1129 => 0.22352753993193
1130 => 0.23236458208296
1201 => 0.23229725862786
1202 => 0.22885944963746
1203 => 0.23176506225505
1204 => 0.23126014055913
1205 => 0.22737886267591
1206 => 0.23248762551476
1207 => 0.23249015939739
1208 => 0.22918134298855
1209 => 0.22531736981606
1210 => 0.2246265826758
1211 => 0.2241061673598
1212 => 0.22774865297162
1213 => 0.23101449418143
1214 => 0.23709141500217
1215 => 0.23861929728059
1216 => 0.24458272353012
1217 => 0.24103179355248
1218 => 0.24260587481932
1219 => 0.24431476270188
1220 => 0.24513406639504
1221 => 0.24379905499329
1222 => 0.25306271060298
1223 => 0.25384484696751
1224 => 0.25410709052508
1225 => 0.25098343797487
1226 => 0.25375797253944
1227 => 0.2524598596996
1228 => 0.25583718868273
1229 => 0.25636679699118
1230 => 0.25591823759529
1231 => 0.25608634363169
]
'min_raw' => 0.11483757524743
'max_raw' => 0.25636679699118
'avg_raw' => 0.18560218611931
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.114837'
'max' => '$0.256366'
'avg' => '$0.1856021'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.017707721099395
'max_diff' => -0.024464175814948
'year' => 2031
]
6 => [
'items' => [
101 => 0.24818144778965
102 => 0.24777153723859
103 => 0.242182377789
104 => 0.24446000157769
105 => 0.24020209307408
106 => 0.2415523197219
107 => 0.24214748676282
108 => 0.24183660527607
109 => 0.24458877500938
110 => 0.24224886850494
111 => 0.23607347052346
112 => 0.22989639005894
113 => 0.22981884184545
114 => 0.22819252559366
115 => 0.2270169968183
116 => 0.22724344536456
117 => 0.22804147957772
118 => 0.22697061361909
119 => 0.22719913716564
120 => 0.23099415068292
121 => 0.23175521357901
122 => 0.22916882449162
123 => 0.2187840990916
124 => 0.21623566143032
125 => 0.21806742788353
126 => 0.21719196149976
127 => 0.17529086406789
128 => 0.18513490538175
129 => 0.17928591030511
130 => 0.18198139633575
131 => 0.17601108695243
201 => 0.17886043152088
202 => 0.17833426162049
203 => 0.19416318874681
204 => 0.19391604182171
205 => 0.19403433797603
206 => 0.18838775431129
207 => 0.19738291541067
208 => 0.20181425522376
209 => 0.20099413216065
210 => 0.20120053946678
211 => 0.19765377808738
212 => 0.19406867837902
213 => 0.19009225105955
214 => 0.19747996151785
215 => 0.19665857422731
216 => 0.19854254114599
217 => 0.20333399946264
218 => 0.20403955990075
219 => 0.20498784028466
220 => 0.20464794927022
221 => 0.21274553218161
222 => 0.21176486146147
223 => 0.21412799573879
224 => 0.20926684923891
225 => 0.20376600055004
226 => 0.2048115320495
227 => 0.20471083895847
228 => 0.20342890033949
229 => 0.20227162347362
301 => 0.20034508355269
302 => 0.20644094093679
303 => 0.20619346025934
304 => 0.21019988476246
305 => 0.2094917103152
306 => 0.20476234803673
307 => 0.20493125813572
308 => 0.20606725972688
309 => 0.20999897420453
310 => 0.21116617475303
311 => 0.21062548095406
312 => 0.21190526307077
313 => 0.21291675067489
314 => 0.21203229034071
315 => 0.22455438351092
316 => 0.21935433738936
317 => 0.22188880368732
318 => 0.22249325896544
319 => 0.22094495948086
320 => 0.22128073019862
321 => 0.22178933134398
322 => 0.22487745790429
323 => 0.23298159555516
324 => 0.236570862954
325 => 0.24736935101474
326 => 0.23627282426154
327 => 0.235614402286
328 => 0.23755953606883
329 => 0.24389939169654
330 => 0.24903724921044
331 => 0.25074177295791
401 => 0.25096705390975
402 => 0.2541648537746
403 => 0.2559977730217
404 => 0.25377655676053
405 => 0.25189430855022
406 => 0.24515232909414
407 => 0.24593273157398
408 => 0.25130893077219
409 => 0.2589031287962
410 => 0.26541974074245
411 => 0.26313785036573
412 => 0.28054706317654
413 => 0.28227311551648
414 => 0.28203463089305
415 => 0.28596683499445
416 => 0.27816221063261
417 => 0.27482558251045
418 => 0.25230127197771
419 => 0.25862968448272
420 => 0.2678284037134
421 => 0.26661091872979
422 => 0.25993056294201
423 => 0.26541467309354
424 => 0.26360145477346
425 => 0.26217129425392
426 => 0.2687231368442
427 => 0.26151911678133
428 => 0.26775653810248
429 => 0.25975698074024
430 => 0.26314827384876
501 => 0.26122321186197
502 => 0.26246896289415
503 => 0.25518632781493
504 => 0.2591158609277
505 => 0.25502284631834
506 => 0.25502090569649
507 => 0.25493055217213
508 => 0.25974596570884
509 => 0.2599029961714
510 => 0.25634439829208
511 => 0.25583154874192
512 => 0.25772782232418
513 => 0.25550778259419
514 => 0.25654652521109
515 => 0.25553924504988
516 => 0.25531248506902
517 => 0.25350562296153
518 => 0.25272717708492
519 => 0.25303242577122
520 => 0.25199045463839
521 => 0.25136262934112
522 => 0.25480566191837
523 => 0.25296618850388
524 => 0.25452373623584
525 => 0.25274871401708
526 => 0.24659571366651
527 => 0.2430570580981
528 => 0.23143461081931
529 => 0.23473072244997
530 => 0.23691604787118
531 => 0.2361937978325
601 => 0.23774547038923
602 => 0.23784073048205
603 => 0.23733626591643
604 => 0.23675216057535
605 => 0.23646785039837
606 => 0.23858686552666
607 => 0.2398170251314
608 => 0.23713537451308
609 => 0.23650710129348
610 => 0.23921839812659
611 => 0.24087228762853
612 => 0.25308367847056
613 => 0.25217901919471
614 => 0.25444953644668
615 => 0.25419391104803
616 => 0.25657377484986
617 => 0.26046384636036
618 => 0.25255424329841
619 => 0.25392707689647
620 => 0.25359048980158
621 => 0.25726525944568
622 => 0.25727673167539
623 => 0.2550735237054
624 => 0.2562679184889
625 => 0.25560124008726
626 => 0.25680601806602
627 => 0.25216693691854
628 => 0.2578168369983
629 => 0.26101996627201
630 => 0.26106444172508
701 => 0.26258269957922
702 => 0.26412533749058
703 => 0.26708629662599
704 => 0.26404275794736
705 => 0.258567728147
706 => 0.25896300761435
707 => 0.25575299964564
708 => 0.25580696045953
709 => 0.255518913406
710 => 0.2563833642968
711 => 0.25235663527678
712 => 0.25330170052927
713 => 0.25197860364149
714 => 0.25392420074223
715 => 0.25183105988055
716 => 0.25359032748909
717 => 0.2543495690683
718 => 0.25715118684086
719 => 0.25141725865762
720 => 0.23972539093918
721 => 0.24218316328379
722 => 0.23854792493226
723 => 0.23888438008203
724 => 0.23956407303099
725 => 0.23736096580171
726 => 0.23778124923317
727 => 0.23776623375151
728 => 0.23763683844258
729 => 0.23706372516421
730 => 0.23623259752356
731 => 0.2395435542363
801 => 0.24010615030002
802 => 0.24135673165876
803 => 0.24507761350494
804 => 0.24470580966407
805 => 0.24531223715452
806 => 0.24398840934781
807 => 0.23894578865715
808 => 0.23921962722143
809 => 0.23580485593686
810 => 0.24126940827956
811 => 0.23997533015624
812 => 0.23914102957166
813 => 0.23891338292742
814 => 0.24264348812
815 => 0.24375959405585
816 => 0.24306411173571
817 => 0.24163765720664
818 => 0.24437687159588
819 => 0.24510976980826
820 => 0.24527383868977
821 => 0.25012720139523
822 => 0.24554508775087
823 => 0.24664804804736
824 => 0.25525302942669
825 => 0.2474494987219
826 => 0.25158320297572
827 => 0.25138087966326
828 => 0.25349554288259
829 => 0.25120741555688
830 => 0.25123577963738
831 => 0.25311345731645
901 => 0.25047659765715
902 => 0.24982367412326
903 => 0.24892166493753
904 => 0.25089116899523
905 => 0.25207179760482
906 => 0.26158679712193
907 => 0.26773392074668
908 => 0.26746705789825
909 => 0.26990568478663
910 => 0.26880706103815
911 => 0.26525931515201
912 => 0.27131488477813
913 => 0.26939864917263
914 => 0.26955662130772
915 => 0.26955074157696
916 => 0.2708248707344
917 => 0.26992203345413
918 => 0.26814244850039
919 => 0.26932382004244
920 => 0.27283207117426
921 => 0.28372179033374
922 => 0.28981582144498
923 => 0.28335492200896
924 => 0.28781156392503
925 => 0.28513916683927
926 => 0.28465351279186
927 => 0.2874526132584
928 => 0.29025661317978
929 => 0.29007801050681
930 => 0.28804245055088
1001 => 0.2868926143822
1002 => 0.29559955907484
1003 => 0.30201468760544
1004 => 0.30157721884722
1005 => 0.30350806367354
1006 => 0.3091770838024
1007 => 0.30969538795651
1008 => 0.30963009354618
1009 => 0.30834542262077
1010 => 0.31392730915292
1011 => 0.31858381710199
1012 => 0.30804805841925
1013 => 0.31205993740243
1014 => 0.31386099913264
1015 => 0.31650549210354
1016 => 0.32096719501392
1017 => 0.32581378778284
1018 => 0.32649914914056
1019 => 0.3260128524597
1020 => 0.32281639424519
1021 => 0.32811959388482
1022 => 0.33122608385838
1023 => 0.33307592754688
1024 => 0.33776682335627
1025 => 0.31387212187674
1026 => 0.2969582645258
1027 => 0.29431692146139
1028 => 0.29968819644855
1029 => 0.30110455882755
1030 => 0.30053362492855
1031 => 0.28149554073944
1101 => 0.29421668988816
1102 => 0.30790357674758
1103 => 0.30842934581345
1104 => 0.31528128755459
1105 => 0.31751256065609
1106 => 0.32302927186224
1107 => 0.32268420007425
1108 => 0.3240274314629
1109 => 0.32371864582818
1110 => 0.33393719165697
1111 => 0.34520976517487
1112 => 0.34481943179853
1113 => 0.3431988659843
1114 => 0.34560568256597
1115 => 0.35724018647883
1116 => 0.35616906779766
1117 => 0.35720956835874
1118 => 0.37092730416392
1119 => 0.3887623120358
1120 => 0.3804761602738
1121 => 0.39845472532141
1122 => 0.4097712790161
1123 => 0.42934208847758
1124 => 0.42689172674473
1125 => 0.43451049925085
1126 => 0.42250506783701
1127 => 0.39493817061284
1128 => 0.39057560360527
1129 => 0.39930957323222
1130 => 0.42078118531177
1201 => 0.39863335575685
1202 => 0.40311383283042
1203 => 0.40182345513181
1204 => 0.401754696388
1205 => 0.40437893797708
1206 => 0.40057233868089
1207 => 0.3850635683541
1208 => 0.39217114640111
1209 => 0.38942656918323
1210 => 0.39247188222825
1211 => 0.40890618074963
1212 => 0.40164018562858
1213 => 0.39398605001008
1214 => 0.40358603466435
1215 => 0.41581011404188
1216 => 0.41504515312322
1217 => 0.41356080921215
1218 => 0.4219279781211
1219 => 0.43574808980823
1220 => 0.43948361046355
1221 => 0.44224109544195
1222 => 0.44262130603238
1223 => 0.44653771141339
1224 => 0.42547821261848
1225 => 0.45890017805229
1226 => 0.46467122821954
1227 => 0.46358650997362
1228 => 0.47000078935161
1229 => 0.46811354564404
1230 => 0.46537922561125
1231 => 0.47554722278171
]
'min_raw' => 0.17529086406789
'max_raw' => 0.47554722278171
'avg_raw' => 0.3254190434248
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.17529'
'max' => '$0.475547'
'avg' => '$0.325419'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.060453288820462
'max_diff' => 0.21918042579052
'year' => 2032
]
7 => [
'items' => [
101 => 0.46389043454083
102 => 0.44734509118174
103 => 0.43826798858516
104 => 0.45022144951332
105 => 0.45752101098385
106 => 0.46234555677657
107 => 0.46380546141837
108 => 0.42711300156123
109 => 0.40733780075535
110 => 0.42001347774878
111 => 0.43547867850926
112 => 0.4253923026474
113 => 0.42578766948515
114 => 0.41140714815909
115 => 0.43675103555426
116 => 0.43305864433643
117 => 0.45221477650627
118 => 0.44764301182637
119 => 0.46326409397411
120 => 0.45915053952514
121 => 0.47622567405709
122 => 0.4830374075127
123 => 0.49447536814632
124 => 0.50288917854928
125 => 0.50782992894845
126 => 0.50753330482677
127 => 0.52711101938035
128 => 0.51556672510136
129 => 0.50106437070568
130 => 0.500802068869
131 => 0.50831304371048
201 => 0.52405398644288
202 => 0.528135383872
203 => 0.53041632824039
204 => 0.52692298253995
205 => 0.51439247848712
206 => 0.50898187036821
207 => 0.51359186524593
208 => 0.50795423765185
209 => 0.51768636451816
210 => 0.53105065337572
211 => 0.52829098057476
212 => 0.5375161529951
213 => 0.54706323593372
214 => 0.56071599332226
215 => 0.56428532966377
216 => 0.57018530690658
217 => 0.57625832153099
218 => 0.57820881015602
219 => 0.58193289814227
220 => 0.58191327036032
221 => 0.59313606016693
222 => 0.60551514486449
223 => 0.61018796276135
224 => 0.62093284985449
225 => 0.60253260725323
226 => 0.61648940263304
227 => 0.62907878142687
228 => 0.6140692050297
301 => 0.63475640931043
302 => 0.63555964657444
303 => 0.64768757561375
304 => 0.63539359610234
305 => 0.62809347031223
306 => 0.64916865993612
307 => 0.65936628033287
308 => 0.65629467407838
309 => 0.63291959881782
310 => 0.61931430241204
311 => 0.58370661745242
312 => 0.62588545842461
313 => 0.6464295414885
314 => 0.63286639460577
315 => 0.63970685697228
316 => 0.67702620161658
317 => 0.69123499180851
318 => 0.68827966277553
319 => 0.68877906473325
320 => 0.69644587001302
321 => 0.73044470681035
322 => 0.71007181571452
323 => 0.72564612759962
324 => 0.73390668646611
325 => 0.74157955390726
326 => 0.72273741650646
327 => 0.69822407259399
328 => 0.69045966757674
329 => 0.6315178069487
330 => 0.62844962713148
331 => 0.62672736482471
401 => 0.61586874459939
402 => 0.60733684352868
403 => 0.60055195902808
404 => 0.58274639596048
405 => 0.58875525080801
406 => 0.56037689958808
407 => 0.57853236303158
408 => 0.53323982926533
409 => 0.57096079726077
410 => 0.55043098934281
411 => 0.5642162032123
412 => 0.56416810789976
413 => 0.53878515855998
414 => 0.52414480310943
415 => 0.53347420741368
416 => 0.54347606939687
417 => 0.54509883785334
418 => 0.55806651298985
419 => 0.5616855123812
420 => 0.55071977527047
421 => 0.53230124217529
422 => 0.53657944733129
423 => 0.52405810541849
424 => 0.50211493534278
425 => 0.51787490318215
426 => 0.52325604911938
427 => 0.52563266972239
428 => 0.50405408214303
429 => 0.49727362143167
430 => 0.49366376104252
501 => 0.5295157174911
502 => 0.53147976859657
503 => 0.52143140545215
504 => 0.56685095968982
505 => 0.55657111572192
506 => 0.56805622005698
507 => 0.53619124505541
508 => 0.53740853001235
509 => 0.52232314018773
510 => 0.5307699504834
511 => 0.52480001721982
512 => 0.53008753168452
513 => 0.53325684605342
514 => 0.54833976051401
515 => 0.57113301991589
516 => 0.54608687606447
517 => 0.53517391252102
518 => 0.54194425372654
519 => 0.55997456454197
520 => 0.58729140838198
521 => 0.57111928702598
522 => 0.57829619986334
523 => 0.57986403603967
524 => 0.56793931247623
525 => 0.58773108994901
526 => 0.59833766428478
527 => 0.60921781483198
528 => 0.61866474469722
529 => 0.60487204344379
530 => 0.61963221089102
531 => 0.60773812144885
601 => 0.59706789363086
602 => 0.59708407596199
603 => 0.59039048618461
604 => 0.57742081254435
605 => 0.57502900573459
606 => 0.58747148681085
607 => 0.59744917832667
608 => 0.59827098878983
609 => 0.60379515148529
610 => 0.60706429406506
611 => 0.63910633553063
612 => 0.65199390967376
613 => 0.66775259138668
614 => 0.67389148602449
615 => 0.69236735796879
616 => 0.67744659083682
617 => 0.67421838901179
618 => 0.62940196708658
619 => 0.63674065366617
620 => 0.64849059895802
621 => 0.62959571935667
622 => 0.64158017146196
623 => 0.64394615617294
624 => 0.62895367857803
625 => 0.63696180864819
626 => 0.61569458942693
627 => 0.57159658717831
628 => 0.58778018363159
629 => 0.59969675796088
630 => 0.58269033708997
701 => 0.61317368826169
702 => 0.59536594381127
703 => 0.58972174374297
704 => 0.56770170697391
705 => 0.57809431669996
706 => 0.59215047016228
707 => 0.5834654015258
708 => 0.60148822301612
709 => 0.62701334475734
710 => 0.64520406655741
711 => 0.64660052430212
712 => 0.63490510886839
713 => 0.65364708674009
714 => 0.65378360158781
715 => 0.63264257398529
716 => 0.61969381229249
717 => 0.61675182639145
718 => 0.62410148398255
719 => 0.63302532511977
720 => 0.64709573537846
721 => 0.65559818961357
722 => 0.67776808090543
723 => 0.68376661782842
724 => 0.69035719126402
725 => 0.69916422983155
726 => 0.70973933771022
727 => 0.68660160371292
728 => 0.68752090901877
729 => 0.66597537148421
730 => 0.64295087468592
731 => 0.66042359771178
801 => 0.68326685876916
802 => 0.67802658944304
803 => 0.67743695209486
804 => 0.67842855856273
805 => 0.67447756662203
806 => 0.65660737650484
807 => 0.64763307890129
808 => 0.65921221239736
809 => 0.66536600652258
810 => 0.67491000454355
811 => 0.67373350533811
812 => 0.69831781928958
813 => 0.70787054030005
814 => 0.70542654548159
815 => 0.70587629934621
816 => 0.72317104443824
817 => 0.74240635791619
818 => 0.76042276731147
819 => 0.77874983277112
820 => 0.75665584004197
821 => 0.74543787310213
822 => 0.75701195151074
823 => 0.75087058259018
824 => 0.78616071005607
825 => 0.78860412191391
826 => 0.8238916975019
827 => 0.85738380870125
828 => 0.83634801373044
829 => 0.85618382091489
830 => 0.87763786362198
831 => 0.91902619279692
901 => 0.90508805958978
902 => 0.8944116679915
903 => 0.88432252951907
904 => 0.90531642507456
905 => 0.93232473632102
906 => 0.93814206788112
907 => 0.94756836740018
908 => 0.93765776604896
909 => 0.94959399375957
910 => 0.99173412262226
911 => 0.98034748782236
912 => 0.9641766359136
913 => 0.9974422204697
914 => 1.0094809062039
915 => 1.0939747073949
916 => 1.2006516216634
917 => 1.1564866786779
918 => 1.129072073373
919 => 1.1355151559027
920 => 1.1744699537522
921 => 1.1869809984579
922 => 1.152971666132
923 => 1.1649843372588
924 => 1.2311753362278
925 => 1.2666846835131
926 => 1.218458220358
927 => 1.0854033212024
928 => 0.96272062762834
929 => 0.99526160243789
930 => 0.9915724657585
1001 => 1.0626864366553
1002 => 0.98007592034819
1003 => 0.98146686957632
1004 => 1.0540514020803
1005 => 1.0346870932221
1006 => 1.0033193928653
1007 => 0.96294964655453
1008 => 0.88832243674958
1009 => 0.82222303589164
1010 => 0.95185918275695
1011 => 0.94626903637608
1012 => 0.93817367600331
1013 => 0.95618902450344
1014 => 1.0436664430742
1015 => 1.0416498054394
1016 => 1.0288209857042
1017 => 1.0385515324053
1018 => 1.001613580982
1019 => 1.0111333321253
1020 => 0.96270119406288
1021 => 0.98459454317186
1022 => 1.0032520918682
1023 => 1.0069978709988
1024 => 1.0154373026441
1025 => 0.94332328325158
1026 => 0.97570036080243
1027 => 0.99471886054165
1028 => 0.90879258682092
1029 => 0.99302037438422
1030 => 0.94206793861317
1031 => 0.92477391663257
1101 => 0.94805803891531
1102 => 0.93898419381717
1103 => 0.93118303463586
1104 => 0.92682985377176
1105 => 0.9439271434014
1106 => 0.9431295344045
1107 => 0.91515505012949
1108 => 0.8786634757786
1109 => 0.89091124592585
1110 => 0.8864615162079
1111 => 0.87033512168347
1112 => 0.88120236448464
1113 => 0.83334852697403
1114 => 0.75101848676307
1115 => 0.80540823316377
1116 => 0.803314287092
1117 => 0.80225842452972
1118 => 0.84313081572766
1119 => 0.83920187840048
1120 => 0.83207081867939
1121 => 0.87020415417945
1122 => 0.85628497375618
1123 => 0.89918060804932
1124 => 0.92743444711046
1125 => 0.92026835960861
1126 => 0.94684123180827
1127 => 0.89119340981303
1128 => 0.90967738407674
1129 => 0.91348690555481
1130 => 0.86973359473866
1201 => 0.8398447011372
1202 => 0.83785145269231
1203 => 0.78602823013062
1204 => 0.81371177732064
1205 => 0.83807215322484
1206 => 0.82640542360826
1207 => 0.82271208554529
1208 => 0.84158054872173
1209 => 0.843046789908
1210 => 0.80961633547581
1211 => 0.81656758555707
1212 => 0.8455554539451
1213 => 0.8158371656489
1214 => 0.75809938594423
1215 => 0.74377961829021
1216 => 0.74186909731948
1217 => 0.70303275172669
1218 => 0.74473653363748
1219 => 0.72653171524155
1220 => 0.78404051842708
1221 => 0.75119179847341
1222 => 0.74977575581011
1223 => 0.74763519963624
1224 => 0.71420715267529
1225 => 0.72152577049653
1226 => 0.74585397079128
1227 => 0.75453454673324
1228 => 0.75362909154464
1229 => 0.74573474933764
1230 => 0.74934873877443
1231 => 0.73770681960113
]
'min_raw' => 0.40733780075535
'max_raw' => 1.2666846835131
'avg_raw' => 0.83701124213421
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.407337'
'max' => '$1.26'
'avg' => '$0.837011'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.23204693668745
'max_diff' => 0.79113746073137
'year' => 2033
]
8 => [
'items' => [
101 => 0.73359581563545
102 => 0.72062035629902
103 => 0.7015500156366
104 => 0.70420186347091
105 => 0.66641852859259
106 => 0.64583216243752
107 => 0.64013412760974
108 => 0.63251447730077
109 => 0.64099478738726
110 => 0.6663114931521
111 => 0.63577417476095
112 => 0.58342008432315
113 => 0.58656665436549
114 => 0.5936360630256
115 => 0.5804622667563
116 => 0.56799437418032
117 => 0.57883419522304
118 => 0.55665107693276
119 => 0.59631678688988
120 => 0.5952439405974
121 => 0.61002886435837
122 => 0.61927418060328
123 => 0.59796671986544
124 => 0.59260795111138
125 => 0.59566054933615
126 => 0.54520790042717
127 => 0.60590580656763
128 => 0.60643072458047
129 => 0.60193605786758
130 => 0.63425581904977
131 => 0.7024605959305
201 => 0.67679921533718
202 => 0.66686235315211
203 => 0.64797237087449
204 => 0.67314215068325
205 => 0.67120950430367
206 => 0.66246934444082
207 => 0.65718326848481
208 => 0.6669230255137
209 => 0.65597640480382
210 => 0.6540100909313
211 => 0.64209636823446
212 => 0.63784371127153
213 => 0.63469521335933
214 => 0.63122902652301
215 => 0.63887457096398
216 => 0.6215487614056
217 => 0.60065553354824
218 => 0.59891848771976
219 => 0.60371462397483
220 => 0.60159269071231
221 => 0.59890832871967
222 => 0.59378315063322
223 => 0.59226261977708
224 => 0.59720360740285
225 => 0.59162552045083
226 => 0.59985629160266
227 => 0.5976179772787
228 => 0.58511493541678
301 => 0.56953151603786
302 => 0.56939279091806
303 => 0.5660353687748
304 => 0.56175918688356
305 => 0.56056965090721
306 => 0.57792129572954
307 => 0.61383868122074
308 => 0.60678723901863
309 => 0.61188262867052
310 => 0.63694690266533
311 => 0.64491408165927
312 => 0.63925916672235
313 => 0.63151837037673
314 => 0.63185892613073
315 => 0.65831157054211
316 => 0.65996138952658
317 => 0.66412994984854
318 => 0.66948772789727
319 => 0.64017161949173
320 => 0.63047814006118
321 => 0.62588483173323
322 => 0.61173921991715
323 => 0.62699404950769
324 => 0.61810571358221
325 => 0.61930505376735
326 => 0.6185239818984
327 => 0.6189504999547
328 => 0.59630569951555
329 => 0.60455627461991
330 => 0.59083809328356
331 => 0.57247098841232
401 => 0.57240941543646
402 => 0.57690473833303
403 => 0.57423074437215
404 => 0.56703509537807
405 => 0.56805720335517
406 => 0.5591024619632
407 => 0.56914447109099
408 => 0.56943243998074
409 => 0.5655657194746
410 => 0.58103682006618
411 => 0.58737534260177
412 => 0.58483018433145
413 => 0.58719676751265
414 => 0.60708025827748
415 => 0.61032213484967
416 => 0.61176196227669
417 => 0.60983278426506
418 => 0.58756020122319
419 => 0.58854808499143
420 => 0.58129964937125
421 => 0.57517548509351
422 => 0.57542041954761
423 => 0.578569036072
424 => 0.59231922909789
425 => 0.62125569970275
426 => 0.62235381760991
427 => 0.62368476854776
428 => 0.61827112220119
429 => 0.61663831466144
430 => 0.61879240926975
501 => 0.62965942622159
502 => 0.65761234418803
503 => 0.64773191606607
504 => 0.63969897420489
505 => 0.64674602988272
506 => 0.64566119089777
507 => 0.63650405812139
508 => 0.63624704790314
509 => 0.61867158239283
510 => 0.61217433296765
511 => 0.60674474503728
512 => 0.60081577676031
513 => 0.5973008856249
514 => 0.60270135589834
515 => 0.60393650734636
516 => 0.59212828470942
517 => 0.59051886759688
518 => 0.6001617171004
519 => 0.59591825855557
520 => 0.60028276090164
521 => 0.60129536288393
522 => 0.60113231064258
523 => 0.59670165256366
524 => 0.59952562189904
525 => 0.5928460925551
526 => 0.58558310762643
527 => 0.58094977574189
528 => 0.57690657915034
529 => 0.5791499796113
530 => 0.57115266659673
531 => 0.56859416520925
601 => 0.59856892462954
602 => 0.62071160169626
603 => 0.62038963840225
604 => 0.61842976965219
605 => 0.61551780223445
606 => 0.62944639766745
607 => 0.62459395352965
608 => 0.62812451207518
609 => 0.62902318740209
610 => 0.63174320695296
611 => 0.63271538014882
612 => 0.62977679753324
613 => 0.61991455535773
614 => 0.5953387855302
615 => 0.58389869833446
616 => 0.58012327901015
617 => 0.58026050833204
618 => 0.57647511101546
619 => 0.5775900801748
620 => 0.57608737024343
621 => 0.57324160117797
622 => 0.57897426139068
623 => 0.57963489707676
624 => 0.57829682568293
625 => 0.57861198993507
626 => 0.5675333302919
627 => 0.56837561672299
628 => 0.56368565884212
629 => 0.56280634827774
630 => 0.55095054315625
701 => 0.52994626585709
702 => 0.54158467441535
703 => 0.52752711348486
704 => 0.52220330215367
705 => 0.54740539697297
706 => 0.54487580565042
707 => 0.54054624489311
708 => 0.53414192217354
709 => 0.5317664965796
710 => 0.5173341626392
711 => 0.51648142335649
712 => 0.52363447776315
713 => 0.52033358927605
714 => 0.51569789169594
715 => 0.49890786497388
716 => 0.48003031595149
717 => 0.48060011049643
718 => 0.48660470761117
719 => 0.50406388355252
720 => 0.49724228146542
721 => 0.49229313088237
722 => 0.49136630374908
723 => 0.50296748576618
724 => 0.51938558884315
725 => 0.52708859547251
726 => 0.5194551498466
727 => 0.51068625852546
728 => 0.51121998030905
729 => 0.51477059222369
730 => 0.51514371133297
731 => 0.5094360645395
801 => 0.51104273367913
802 => 0.50860205633912
803 => 0.49362362400867
804 => 0.49335271166493
805 => 0.48967676281119
806 => 0.48956545654081
807 => 0.48331175053218
808 => 0.48243681383174
809 => 0.47001970097878
810 => 0.47819268226108
811 => 0.47271067551769
812 => 0.46444799828073
813 => 0.46302350961069
814 => 0.46298068776115
815 => 0.47146460978268
816 => 0.47809354269268
817 => 0.47280603737204
818 => 0.47160217490451
819 => 0.48445627649663
820 => 0.4828204749013
821 => 0.48140388126953
822 => 0.51791552778794
823 => 0.48901371052931
824 => 0.47641086854649
825 => 0.46081245837797
826 => 0.46589137938285
827 => 0.46696158266345
828 => 0.42945021803293
829 => 0.41423186207407
830 => 0.40900949580063
831 => 0.40600395017685
901 => 0.40737361505887
902 => 0.39367530976078
903 => 0.40288079747016
904 => 0.39101922297093
905 => 0.38903059140523
906 => 0.41024055597696
907 => 0.4131917986403
908 => 0.40060088055927
909 => 0.40868628825177
910 => 0.40575440702689
911 => 0.39122255562094
912 => 0.39066754578629
913 => 0.38337597357006
914 => 0.37196607497825
915 => 0.36675144515335
916 => 0.36403562066504
917 => 0.36515622277928
918 => 0.36458961205933
919 => 0.3608920938414
920 => 0.36480154947542
921 => 0.3548145058291
922 => 0.35083758457805
923 => 0.34904130151283
924 => 0.34017722544393
925 => 0.35428391234207
926 => 0.35706310737236
927 => 0.3598477782754
928 => 0.38408643731077
929 => 0.3828755424031
930 => 0.39382144263868
1001 => 0.39339610508375
1002 => 0.39027415702473
1003 => 0.37710317169928
1004 => 0.38235289169976
1005 => 0.36619506952589
1006 => 0.37830160852367
1007 => 0.37277668970624
1008 => 0.37643362791392
1009 => 0.36985812328368
1010 => 0.37349727904199
1011 => 0.35772215761538
1012 => 0.34299157118916
1013 => 0.34891958917969
1014 => 0.35536402268649
1015 => 0.36933719654036
1016 => 0.36101488946918
1017 => 0.36400790579324
1018 => 0.3539818021325
1019 => 0.33329508646546
1020 => 0.33341217102957
1021 => 0.33022997050879
1022 => 0.32748008464996
1023 => 0.36197080654871
1024 => 0.35768134006297
1025 => 0.35084663660945
1026 => 0.35999515878231
1027 => 0.36241417325138
1028 => 0.36248303919258
1029 => 0.36915756481237
1030 => 0.37271976033212
1031 => 0.37334761273192
1101 => 0.38385012300732
1102 => 0.38737042592017
1103 => 0.40187005540631
1104 => 0.37241753292995
1105 => 0.37181097761132
1106 => 0.36012389725056
1107 => 0.35271176612033
1108 => 0.3606314122104
1109 => 0.3676471375067
1110 => 0.36034189539177
1111 => 0.3612958057899
1112 => 0.35148911511083
1113 => 0.35499454558091
1114 => 0.35801389453423
1115 => 0.35634678751134
1116 => 0.35385104760917
1117 => 0.36707192803868
1118 => 0.3663259541518
1119 => 0.37863754195448
1120 => 0.38823530505676
1121 => 0.40543621234142
1122 => 0.3874861688863
1123 => 0.38683199795784
1124 => 0.3932266237159
1125 => 0.38736944693629
1126 => 0.39107098047813
1127 => 0.40483983806234
1128 => 0.40513075232642
1129 => 0.40025756358134
1130 => 0.39996102960333
1201 => 0.40089697880866
1202 => 0.40637886253815
1203 => 0.4044633239218
1204 => 0.40668003370415
1205 => 0.40945206323044
1206 => 0.42091835266737
1207 => 0.42368283623167
1208 => 0.41696657439081
1209 => 0.41757297763624
1210 => 0.41506091134225
1211 => 0.41263428677835
1212 => 0.41808898441794
1213 => 0.42805755156663
1214 => 0.42799553762777
1215 => 0.43030805144501
1216 => 0.43174872839525
1217 => 0.42556428828483
1218 => 0.42153844518111
1219 => 0.42308220959813
1220 => 0.42555072251975
1221 => 0.42228170412743
1222 => 0.40210380825337
1223 => 0.40822449289258
1224 => 0.40720571168243
1225 => 0.40575484335114
1226 => 0.41190923908572
1227 => 0.41131563260337
1228 => 0.39353481384074
1229 => 0.3946730841682
1230 => 0.39360403582942
1231 => 0.39705834971872
]
'min_raw' => 0.32748008464996
'max_raw' => 0.73359581563545
'avg_raw' => 0.5305379501427
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.32748'
'max' => '$0.733595'
'avg' => '$0.530537'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.079857716105388
'max_diff' => -0.53308886787763
'year' => 2034
]
9 => [
'items' => [
101 => 0.38718290265018
102 => 0.39022052365631
103 => 0.39212569107543
104 => 0.39324784932147
105 => 0.39730185437731
106 => 0.39682616367516
107 => 0.39727228477536
108 => 0.40328330405551
109 => 0.43368497684177
110 => 0.43533967281402
111 => 0.42719134467006
112 => 0.43044644104491
113 => 0.42419736781653
114 => 0.42839241253989
115 => 0.43126255559703
116 => 0.41829293101857
117 => 0.41752495402321
118 => 0.41125008864669
119 => 0.41462184587349
120 => 0.40925713768773
121 => 0.41057344942699
122 => 0.40689292705003
123 => 0.41351713454387
124 => 0.42092402781975
125 => 0.42279530156832
126 => 0.41787278596984
127 => 0.41430856026695
128 => 0.40805095406162
129 => 0.41845749264094
130 => 0.42150068165505
131 => 0.41844150806457
201 => 0.4177326306994
202 => 0.4163893093733
203 => 0.41801762266902
204 => 0.42148410779412
205 => 0.41984937742505
206 => 0.42092914563406
207 => 0.41681418267345
208 => 0.42556633559184
209 => 0.43946686074655
210 => 0.43951155320788
211 => 0.43787681402701
212 => 0.43720791397514
213 => 0.43888525557899
214 => 0.43979514459092
215 => 0.44521935976591
216 => 0.45103975875895
217 => 0.4782010212204
218 => 0.47057424740877
219 => 0.4946733352953
220 => 0.51373258493864
221 => 0.51944762054669
222 => 0.51419005670049
223 => 0.49620421479063
224 => 0.49532174358054
225 => 0.52220018482046
226 => 0.51460579405958
227 => 0.51370246544372
228 => 0.50409257516881
301 => 0.50977321052935
302 => 0.50853077224611
303 => 0.50656952263385
304 => 0.51740777918527
305 => 0.53769602791169
306 => 0.53453391408569
307 => 0.53217354280081
308 => 0.52183108292425
309 => 0.52805955384198
310 => 0.52584171464668
311 => 0.53537095930524
312 => 0.52972604586812
313 => 0.51454825908028
314 => 0.51696537165288
315 => 0.51660002995009
316 => 0.52411873630519
317 => 0.52186180728315
318 => 0.51615932833612
319 => 0.53762668488316
320 => 0.53623271415671
321 => 0.53820904594074
322 => 0.53907908831217
323 => 0.5521458899451
324 => 0.5574989404831
325 => 0.55871417667356
326 => 0.56379916066487
327 => 0.55858765763954
328 => 0.57943738547954
329 => 0.59330123787779
330 => 0.60940481586568
331 => 0.63293647153969
401 => 0.6417845917531
402 => 0.640186258033
403 => 0.65802769080197
404 => 0.69008834889502
405 => 0.64666663368291
406 => 0.69238980523742
407 => 0.67791437702267
408 => 0.6435933971273
409 => 0.64138353063981
410 => 0.66462609669972
411 => 0.71617587120652
412 => 0.70326323736527
413 => 0.71619699164966
414 => 0.70110908026011
415 => 0.70035983828872
416 => 0.71546420547032
417 => 0.75075638268632
418 => 0.73399039219848
419 => 0.70995223364463
420 => 0.72770163584562
421 => 0.7123254610295
422 => 0.67767863564842
423 => 0.70325336331753
424 => 0.6861522712515
425 => 0.69114327906042
426 => 0.72708723098774
427 => 0.72276235959595
428 => 0.72835914364924
429 => 0.71848096628852
430 => 0.70925319098802
501 => 0.69202886312603
502 => 0.6869295887952
503 => 0.68833884476757
504 => 0.68692889043793
505 => 0.6772920372989
506 => 0.67521095978105
507 => 0.67174240607722
508 => 0.67281745590648
509 => 0.6662955601821
510 => 0.67860372490643
511 => 0.68088822873844
512 => 0.68984508460905
513 => 0.69077501509876
514 => 0.71571973120555
515 => 0.70198060075286
516 => 0.71119799563997
517 => 0.71037350508379
518 => 0.64433723683195
519 => 0.65343645195412
520 => 0.66759197519322
521 => 0.66121493116137
522 => 0.65219928289881
523 => 0.64491866353832
524 => 0.63388778072563
525 => 0.64941353645516
526 => 0.66982825425943
527 => 0.69129276603169
528 => 0.71708097051555
529 => 0.71132534348254
530 => 0.69081067348677
531 => 0.6917309465968
601 => 0.69741971284892
602 => 0.69005224367351
603 => 0.68787943318361
604 => 0.69712120205338
605 => 0.6971848450364
606 => 0.6887076813617
607 => 0.67928686524186
608 => 0.67924739167833
609 => 0.6775710484441
610 => 0.70140729799747
611 => 0.71451482513517
612 => 0.71601758199767
613 => 0.71441367762498
614 => 0.71503095676134
615 => 0.70740397552456
616 => 0.72483699292081
617 => 0.74083525363033
618 => 0.73654737800719
619 => 0.73011924289067
620 => 0.72499892364942
621 => 0.73534119352004
622 => 0.73488066852294
623 => 0.74069552277961
624 => 0.7404317274023
625 => 0.73847641062352
626 => 0.73654744783771
627 => 0.74419556724336
628 => 0.74199303167958
629 => 0.7397870749697
630 => 0.73536269107297
701 => 0.73596403832577
702 => 0.7295370131174
703 => 0.72656357717535
704 => 0.68185023487725
705 => 0.66990136876458
706 => 0.67366072528523
707 => 0.67489840306347
708 => 0.66969824121835
709 => 0.67715393749228
710 => 0.67599197512552
711 => 0.68051249096932
712 => 0.6776882689281
713 => 0.6778041759858
714 => 0.6861096108214
715 => 0.68852071388802
716 => 0.68729440740835
717 => 0.68815327043139
718 => 0.70794540629382
719 => 0.70513159749106
720 => 0.70363681764588
721 => 0.7040508818785
722 => 0.70910819693953
723 => 0.71052396903746
724 => 0.70452524317402
725 => 0.70735427696944
726 => 0.71939994381249
727 => 0.72361524548186
728 => 0.73706846495091
729 => 0.73135329820855
730 => 0.74184373411077
731 => 0.77408775762105
801 => 0.79984651471779
802 => 0.77615769716597
803 => 0.82346037421619
804 => 0.86029229346579
805 => 0.85887862305822
806 => 0.85245612599941
807 => 0.81052396516097
808 => 0.77193736558414
809 => 0.80421669460372
810 => 0.80429898125169
811 => 0.80152615826179
812 => 0.78430439281329
813 => 0.80092687815453
814 => 0.80224631067691
815 => 0.8015077793298
816 => 0.788303892139
817 => 0.7681439968849
818 => 0.77208319216158
819 => 0.77853567438219
820 => 0.76631977940977
821 => 0.76241606077891
822 => 0.76967381642654
823 => 0.79305981733666
824 => 0.78863882933048
825 => 0.78852337946703
826 => 0.80743824094815
827 => 0.79389928221025
828 => 0.77213287802907
829 => 0.76663657390972
830 => 0.74712839704013
831 => 0.76060276428969
901 => 0.76108768277905
902 => 0.75370790954116
903 => 0.77273170595507
904 => 0.77255639832204
905 => 0.79061666169863
906 => 0.8251411021495
907 => 0.81493052626364
908 => 0.80305673741588
909 => 0.80434774748809
910 => 0.81850694149579
911 => 0.80994596957577
912 => 0.81302455476743
913 => 0.81850228168839
914 => 0.82180713034411
915 => 0.80387223062526
916 => 0.79969074757538
917 => 0.79113690075643
918 => 0.78890536178648
919 => 0.79587229153865
920 => 0.79403675169421
921 => 0.76104692725772
922 => 0.75759930705046
923 => 0.75770504064015
924 => 0.74903583570358
925 => 0.73581321732772
926 => 0.77056146893795
927 => 0.76777069803218
928 => 0.76468990294072
929 => 0.76506728276065
930 => 0.78015032105713
1001 => 0.77140139713348
1002 => 0.79466184530494
1003 => 0.78988019643396
1004 => 0.78497591631225
1005 => 0.78429799541141
1006 => 0.78241026597807
1007 => 0.77593653935796
1008 => 0.76811912545353
1009 => 0.76295739166103
1010 => 0.70378786403217
1011 => 0.71476938418678
1012 => 0.7274026221276
1013 => 0.73176356524024
1014 => 0.72430387027798
1015 => 0.77623109358245
1016 => 0.78571869766335
1017 => 0.7569801260412
1018 => 0.75160431267885
1019 => 0.77658353101151
1020 => 0.76151800877167
1021 => 0.76830201251379
1022 => 0.75363870707496
1023 => 0.78343341166974
1024 => 0.78320642594051
1025 => 0.77161561290922
1026 => 0.78141208871281
1027 => 0.7797097099625
1028 => 0.76662371059709
1029 => 0.7838482611907
1030 => 0.7838568043529
1031 => 0.77270089881629
1101 => 0.75967324349127
1102 => 0.75734420641864
1103 => 0.75558958984652
1104 => 0.767870484397
1105 => 0.77888149604961
1106 => 0.79937025887382
1107 => 0.80452162064883
1108 => 0.82462772860224
1109 => 0.81265552026461
1110 => 0.81796264515463
1111 => 0.82372427996139
1112 => 0.82648661956486
1113 => 0.82198553541633
1114 => 0.85321859707218
1115 => 0.85585562443222
1116 => 0.85673979689584
1117 => 0.84620818423633
1118 => 0.85556272123261
1119 => 0.85118604316175
1120 => 0.86257294362594
1121 => 0.86435855501396
1122 => 0.86284620569327
1123 => 0.86341298693179
1124 => 0.83676107869816
1125 => 0.83537903665622
1126 => 0.81653479534928
1127 => 0.82421396297146
1128 => 0.80985812717387
1129 => 0.81441051058678
1130 => 0.81641715781849
1201 => 0.81536899918087
1202 => 0.82464813158709
1203 => 0.81675897344029
1204 => 0.79593818799323
1205 => 0.7751117299371
1206 => 0.77485027072107
1207 => 0.7693670319324
1208 => 0.76540365459348
1209 => 0.76616714167732
1210 => 0.76885776974397
1211 => 0.76524727039895
1212 => 0.76601775349117
1213 => 0.77881290652405
1214 => 0.78137888321393
1215 => 0.77265869182989
1216 => 0.73764586510533
1217 => 0.7290536296041
1218 => 0.73522955809095
1219 => 0.73227786205497
1220 => 0.59100538662221
1221 => 0.62419525920089
1222 => 0.60447496393621
1223 => 0.61356298328133
1224 => 0.5934336683618
1225 => 0.60304043250919
1226 => 0.60126641395402
1227 => 0.65463474690081
1228 => 0.65380147378759
1229 => 0.65420031753105
1230 => 0.6351624664735
1231 => 0.66549028014217
]
'min_raw' => 0.38718290265018
'max_raw' => 0.86435855501396
'avg_raw' => 0.62577072883207
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.387182'
'max' => '$0.864358'
'avg' => '$0.62577'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.059702818000217
'max_diff' => 0.13076273937852
'year' => 2035
]
10 => [
'items' => [
101 => 0.68043085170827
102 => 0.67766574954182
103 => 0.67836166618533
104 => 0.66640351256772
105 => 0.6543160985973
106 => 0.64090929626443
107 => 0.66581747786805
108 => 0.66304811327057
109 => 0.66940003927127
110 => 0.6855547755148
111 => 0.68793362179254
112 => 0.6911308153137
113 => 0.68998484902809
114 => 0.71728641516904
115 => 0.71398001536784
116 => 0.72194748757259
117 => 0.70555779275385
118 => 0.68701129734232
119 => 0.69053637978943
120 => 0.69019688600285
121 => 0.68587474044686
122 => 0.6819729006951
123 => 0.67547743684494
124 => 0.69603004561461
125 => 0.69519564723203
126 => 0.70870358716394
127 => 0.70631592757185
128 => 0.69037055245643
129 => 0.69094004464812
130 => 0.69477015332582
131 => 0.70802620319075
201 => 0.71196150133136
202 => 0.71013851443811
203 => 0.7144533891961
204 => 0.71786369027321
205 => 0.71488167050547
206 => 0.75710078189348
207 => 0.739568463339
208 => 0.74811359341336
209 => 0.75015155658527
210 => 0.74493135677418
211 => 0.74606343119187
212 => 0.74777821546284
213 => 0.75819004976704
214 => 0.78551371566977
215 => 0.79761518129961
216 => 0.83402303772277
217 => 0.79661032303959
218 => 0.79439040737949
219 => 0.80094856173324
220 => 0.82232382761663
221 => 0.83964647293849
222 => 0.84539339375913
223 => 0.8461529442169
224 => 0.8569345497245
225 => 0.86311436493642
226 => 0.8556253792315
227 => 0.84927924797607
228 => 0.82654819352993
229 => 0.82917937497668
301 => 0.84730560592767
302 => 0.87290997477562
303 => 0.8948811869277
304 => 0.88718763420609
305 => 0.94588401067018
306 => 0.95170351664339
307 => 0.95089944908505
308 => 0.96415714975064
309 => 0.93784331381323
310 => 0.92659363914342
311 => 0.85065135358515
312 => 0.87198803818145
313 => 0.90300216230173
314 => 0.89889732667741
315 => 0.87637404073135
316 => 0.8948641009956
317 => 0.8887507088346
318 => 0.88392882279234
319 => 0.90601881752052
320 => 0.88172996090991
321 => 0.90275986237703
322 => 0.87578879621898
323 => 0.88722277770687
324 => 0.88073229681489
325 => 0.88493243339542
326 => 0.86037852076851
327 => 0.87362721600946
328 => 0.85982733148882
329 => 0.85982078854676
330 => 0.85951615533111
331 => 0.87575165827158
401 => 0.87628109743959
402 => 0.8642830362361
403 => 0.86255392817174
404 => 0.86894734694792
405 => 0.86146232800004
406 => 0.8649645212556
407 => 0.86156840586601
408 => 0.86080386875868
409 => 0.8547119070122
410 => 0.85208732238984
411 => 0.85311648964748
412 => 0.84960341122506
413 => 0.84748665440195
414 => 0.859095079121
415 => 0.85289316607613
416 => 0.85814454699891
417 => 0.85215993566029
418 => 0.83141466538957
419 => 0.81948384107963
420 => 0.78029794862582
421 => 0.79141101911577
422 => 0.79877899634792
423 => 0.79634387991665
424 => 0.80157545227598
425 => 0.80189662832977
426 => 0.80019579082618
427 => 0.79822643888781
428 => 0.7972678672762
429 => 0.80441227472613
430 => 0.80855984372052
501 => 0.79951847143398
502 => 0.79740020440949
503 => 0.80654153097902
504 => 0.81211773490566
505 => 0.85328929170166
506 => 0.85023916979184
507 => 0.8578943772293
508 => 0.85703251835058
509 => 0.86505639531522
510 => 0.878172043009
511 => 0.85150426405478
512 => 0.85613286837882
513 => 0.85499804148865
514 => 0.86738778390794
515 => 0.86742646333138
516 => 0.85999819383748
517 => 0.86402517924004
518 => 0.8617774264629
519 => 0.8658394195332
520 => 0.85019843355416
521 => 0.86924746613652
522 => 0.88004704011818
523 => 0.88019699221339
524 => 0.88531590456997
525 => 0.89051701599167
526 => 0.90050009644429
527 => 0.89023859329618
528 => 0.87177914806991
529 => 0.87311186039161
530 => 0.8622890944095
531 => 0.86247102706095
601 => 0.86149985630918
602 => 0.86441441284156
603 => 0.85083801481329
604 => 0.8540243682944
605 => 0.84956345476158
606 => 0.856123171224
607 => 0.84906600067041
608 => 0.85499749424076
609 => 0.85755733023359
610 => 0.86700318015649
611 => 0.84767084095661
612 => 0.80825089264377
613 => 0.81653744369981
614 => 0.8042809837934
615 => 0.80541536582137
616 => 0.80770699805343
617 => 0.8002790682139
618 => 0.80169608314631
619 => 0.80164545740155
620 => 0.80120919208339
621 => 0.79927690065187
622 => 0.79647469578395
623 => 0.80763781750456
624 => 0.80953464941259
625 => 0.8137510717764
626 => 0.82629628470446
627 => 0.82504272209645
628 => 0.82708733471993
629 => 0.8226239568429
630 => 0.80562240911981
701 => 0.80654567495808
702 => 0.79503253516043
703 => 0.8134566549067
704 => 0.80909358016429
705 => 0.80628067749437
706 => 0.80551315093952
707 => 0.81808946102392
708 => 0.82185249011068
709 => 0.8195076229113
710 => 0.81469823187467
711 => 0.82393368443383
712 => 0.82640470192619
713 => 0.82695787161512
714 => 0.84332132282756
715 => 0.82787240676262
716 => 0.83159111440848
717 => 0.86060340990949
718 => 0.83429326131318
719 => 0.84823033381097
720 => 0.84754818663723
721 => 0.85467792132228
722 => 0.84696334029169
723 => 0.84705897176941
724 => 0.85338969315967
725 => 0.84449933671867
726 => 0.84229795943851
727 => 0.83925677249254
728 => 0.84589709292947
729 => 0.84987766471556
730 => 0.88195814990355
731 => 0.90268360638286
801 => 0.90178385965759
802 => 0.91000586047126
803 => 0.90630177379981
804 => 0.89434030084899
805 => 0.91475707662981
806 => 0.90829635449858
807 => 0.9088289685813
808 => 0.90880914465854
809 => 0.91310496006968
810 => 0.91006098114518
811 => 0.90406098622698
812 => 0.90804406286172
813 => 0.91987237649095
814 => 0.95658782493305
815 => 0.97713427629624
816 => 0.9553509027621
817 => 0.97037678213495
818 => 0.96136660877949
819 => 0.95972919225137
820 => 0.96916655490128
821 => 0.97862043640522
822 => 0.97801826502367
823 => 0.971155232514
824 => 0.96727847959229
825 => 0.99663455152298
826 => 1.0182636052539
827 => 1.0167886487924
828 => 1.0232986269317
829 => 1.0424121240945
830 => 1.0441596227369
831 => 1.0439394780737
901 => 1.0396081203559
902 => 1.0584278405139
903 => 1.0741275821712
904 => 1.0386055361891
905 => 1.0521318662814
906 => 1.0582042716509
907 => 1.0671203643349
908 => 1.0821633072034
909 => 1.0985039331021
910 => 1.10081467677
911 => 1.0991750935584
912 => 1.0883980115186
913 => 1.1062781193612
914 => 1.1167518671952
915 => 1.122988744343
916 => 1.1388044270722
917 => 1.0582417727592
918 => 1.0012155218127
919 => 0.99231004925834
920 => 1.010419677888
921 => 1.0151950425361
922 => 1.0132700990342
923 => 0.94908186899405
924 => 0.99197211151124
925 => 1.0381184061457
926 => 1.0398910732593
927 => 1.0629928732269
928 => 1.0705157662711
929 => 1.0891157432671
930 => 1.0879523096418
1001 => 1.09248110805
1002 => 1.0914400157238
1003 => 1.1258925564217
1004 => 1.1638988250632
1005 => 1.1625827888327
1006 => 1.1571189380457
1007 => 1.1652336881894
1008 => 1.2044602304267
1009 => 1.20084887901
1010 => 1.2043569992972
1011 => 1.250607303306
1012 => 1.3107392775466
1013 => 1.2828019383603
1014 => 1.3434179256417
1015 => 1.3815724765199
1016 => 1.4475568270095
1017 => 1.4392952613485
1018 => 1.4649824847785
1019 => 1.4245053345743
1020 => 1.3315616159237
1021 => 1.316852916673
1022 => 1.3463001050565
1023 => 1.4186931442828
1024 => 1.3440201906264
1025 => 1.3591264318968
1026 => 1.3547758333947
1027 => 1.3545440084893
1028 => 1.3633918222256
1029 => 1.3505576069302
1030 => 1.2982687049857
1031 => 1.3222324006064
1101 => 1.3129788668961
1102 => 1.3232463524443
1103 => 1.3786557373152
1104 => 1.3541579274691
1105 => 1.3283514748366
1106 => 1.360718493348
1107 => 1.4019328304273
1108 => 1.3993537112822
1109 => 1.3943491421524
1110 => 1.422559636306
1111 => 1.4691551077486
1112 => 1.4817496764437
1113 => 1.4910467295698
1114 => 1.4923286361209
1115 => 1.5055330702977
1116 => 1.4345294997834
1117 => 1.5472139896906
1118 => 1.5666714882513
1119 => 1.5630142849526
1120 => 1.5846404757062
1121 => 1.578277501783
1122 => 1.5690585508883
1123 => 1.6033406632554
1124 => 1.5640389878503
1125 => 1.5082552075561
1126 => 1.4776511224087
1127 => 1.517953050492
1128 => 1.542564031629
1129 => 1.5588303246081
1130 => 1.5637524950353
1201 => 1.4400413048412
1202 => 1.3733678346637
1203 => 1.4161047646346
1204 => 1.4682467687444
1205 => 1.4342398483179
1206 => 1.435572855215
1207 => 1.3870879235482
1208 => 1.4725366093547
1209 => 1.4600874545693
1210 => 1.5246736916184
1211 => 1.5092596678097
1212 => 1.5619272368999
1213 => 1.548058100876
1214 => 1.6056281090983
1215 => 1.6285943440239
1216 => 1.6671582268731
1217 => 1.6955259760801
1218 => 1.7121840610031
1219 => 1.7111839720672
1220 => 1.777191603557
1221 => 1.7382692093985
1222 => 1.6893735090314
1223 => 1.6884891400757
1224 => 1.7138129161533
1225 => 1.7668846035731
1226 => 1.7806453199594
1227 => 1.7883356831479
1228 => 1.7765576242213
1229 => 1.7343101549553
1230 => 1.7160679119258
1231 => 1.7316108315156
]
'min_raw' => 0.64090929626443
'max_raw' => 1.7883356831479
'avg_raw' => 1.2146224897062
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.6409092'
'max' => '$1.78'
'avg' => '$1.21'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.25372639361426
'max_diff' => 0.92397712813396
'year' => 2036
]
11 => [
'items' => [
101 => 1.7126031764756
102 => 1.7454157216807
103 => 1.7904743546289
104 => 1.7811699251062
105 => 1.8122732380024
106 => 1.844461894686
107 => 1.8904931194265
108 => 1.902527386105
109 => 1.9224195713024
110 => 1.9428951641129
111 => 1.949471372691
112 => 1.9620273953442
113 => 1.961961218907
114 => 1.9997996382901
115 => 2.041536586628
116 => 2.057291318413
117 => 2.0935184554316
118 => 2.0314807528375
119 => 2.0785370628929
120 => 2.1209830324587
121 => 2.0703771977004
122 => 2.1401255512674
123 => 2.1428337217832
124 => 2.1837238812842
125 => 2.1422738710233
126 => 2.1176609872434
127 => 2.1887174604831
128 => 2.2230994496259
129 => 2.2127433146862
130 => 2.1339326164496
131 => 2.088061409726
201 => 1.9680076138355
202 => 2.1102165210058
203 => 2.1794823313978
204 => 2.133753234734
205 => 2.1568163311886
206 => 2.2826411072102
207 => 2.3305470353684
208 => 2.3205829371992
209 => 2.3222667057668
210 => 2.3481158750468
211 => 2.462745327032
212 => 2.3940567023126
213 => 2.4465665821969
214 => 2.4744176331491
215 => 2.5002872414294
216 => 2.4367596596666
217 => 2.3541112091987
218 => 2.3279329755896
219 => 2.1292063772928
220 => 2.1188617948256
221 => 2.1130550672138
222 => 2.0764444709995
223 => 2.0476785708613
224 => 2.024802859062
225 => 1.9647701600349
226 => 1.9850294336782
227 => 1.889349841227
228 => 1.9505622538007
301 => 1.797855313984
302 => 1.9250341911746
303 => 1.8558165104337
304 => 1.9022943214476
305 => 1.9021321647435
306 => 1.8165517788635
307 => 1.767190798305
308 => 1.798645536275
309 => 1.832367512259
310 => 1.8378387894081
311 => 1.881560211505
312 => 1.8937619206234
313 => 1.8567901723512
314 => 1.7946908020799
315 => 1.8091150694581
316 => 1.766898490987
317 => 1.6929155610535
318 => 1.7460513929497
319 => 1.7641943021767
320 => 1.7722072444701
321 => 1.6994535298774
322 => 1.6765927331924
323 => 1.664421836858
324 => 1.785299211128
325 => 1.7919211465558
326 => 1.7580423886601
327 => 1.9111775868644
328 => 1.8765183752108
329 => 1.9152412063409
330 => 1.8078062183816
331 => 1.811910379602
401 => 1.76104893458
402 => 1.7895279452294
403 => 1.7693998984238
404 => 1.787227122604
405 => 1.7979126872732
406 => 1.8487657864325
407 => 1.9256148518805
408 => 1.8411700292195
409 => 1.804376210714
410 => 1.8272028887785
411 => 1.8879933405289
412 => 1.9800939867366
413 => 1.9255685504834
414 => 1.9497660131906
415 => 1.9550520823219
416 => 1.9148470442702
417 => 1.9815764038374
418 => 2.0173372097378
419 => 2.0540203969356
420 => 2.0858713805398
421 => 2.0393683252882
422 => 2.0891332603585
423 => 2.0490315073855
424 => 2.0130560893256
425 => 2.0131106491848
426 => 1.9905427439188
427 => 1.946814583727
428 => 1.9387504400773
429 => 1.9807011337322
430 => 2.0143416172979
501 => 2.0171124086515
502 => 2.0357375088639
503 => 2.0467596513159
504 => 2.154791631221
505 => 2.1982429872262
506 => 2.2513744828573
507 => 2.2720721947327
508 => 2.3343648869371
509 => 2.2840584788169
510 => 2.273174370978
511 => 2.1220726754745
512 => 2.1468155696483
513 => 2.1864313305548
514 => 2.1227259247804
515 => 2.1631323417811
516 => 2.171109424422
517 => 2.1205612394694
518 => 2.1475612091107
519 => 2.0758572946764
520 => 1.927177801271
521 => 1.9817419266159
522 => 2.0219194889557
523 => 1.964581153639
524 => 2.0673579003941
525 => 2.0073178466825
526 => 1.9882880320867
527 => 1.91404594073
528 => 1.9490853500102
529 => 1.9964766527777
530 => 1.9671943374977
531 => 2.0279595384655
601 => 2.1140192685231
602 => 2.1753505571077
603 => 2.1800588118916
604 => 2.1406269022089
605 => 2.2038167891265
606 => 2.2042770584667
607 => 2.1329986078854
608 => 2.0893409537845
609 => 2.0794218429162
610 => 2.1042017266213
611 => 2.1342890800581
612 => 2.18172845061
613 => 2.210395068686
614 => 2.285142405029
615 => 2.3053668910693
616 => 2.3275874695465
617 => 2.3572810149648
618 => 2.3929357295082
619 => 2.3149252439113
620 => 2.3180247459338
621 => 2.2453824618746
622 => 2.1677537634002
623 => 2.2266642689884
624 => 2.3036819185089
625 => 2.286013984612
626 => 2.2840259811254
627 => 2.2873692515636
628 => 2.2740482063861
629 => 2.2137976127492
630 => 2.1835401418133
701 => 2.2225799988246
702 => 2.243327945362
703 => 2.2755062010304
704 => 2.2715395518187
705 => 2.354427282728
706 => 2.3866349485645
707 => 2.3783948493998
708 => 2.3799112259552
709 => 2.4382216665135
710 => 2.5030748688711
711 => 2.5638184510128
712 => 2.6256094317649
713 => 2.5511179927252
714 => 2.5132958339741
715 => 2.5523186474051
716 => 2.5316125933128
717 => 2.650595721942
718 => 2.6588338556143
719 => 2.7778083804091
720 => 2.8907293716622
721 => 2.8198057202458
722 => 2.88668352906
723 => 2.9590173319204
724 => 3.0985609733746
725 => 3.0515675841373
726 => 3.0155713844619
727 => 2.9815551497009
728 => 3.0523375343132
729 => 3.1433979413408
730 => 3.1630114808488
731 => 3.1947929078005
801 => 3.1613786234087
802 => 3.2016224484959
803 => 3.3437008350863
804 => 3.305310000869
805 => 3.2507888446458
806 => 3.3629460855056
807 => 3.4035353549725
808 => 3.688412104857
809 => 4.0480807692576
810 => 3.899175580484
811 => 3.8067453246718
812 => 3.8284686272626
813 => 3.9598074479491
814 => 4.0019893086678
815 => 3.887324470275
816 => 3.9278260296772
817 => 4.1509936040089
818 => 4.2707158475648
819 => 4.1081169599734
820 => 3.6595130778739
821 => 3.2458798110568
822 => 3.3555939795654
823 => 3.3431557976836
824 => 3.5829215155811
825 => 3.3043943921696
826 => 3.3090840746052
827 => 3.5538078936325
828 => 3.4885197743444
829 => 3.3827613825683
830 => 3.246651964356
831 => 2.9950411161932
901 => 2.7721823712878
902 => 3.209259691351
903 => 3.1904121225363
904 => 3.1631180498395
905 => 3.2238580550992
906 => 3.5187942792888
907 => 3.5119950447058
908 => 3.468741783289
909 => 3.5015490008569
910 => 3.377010118708
911 => 3.4091066243354
912 => 3.245814289434
913 => 3.3196292444997
914 => 3.382534472558
915 => 3.3951636284185
916 => 3.423617761433
917 => 3.1804803102112
918 => 3.2896418876692
919 => 3.3537640873692
920 => 3.064057656339
921 => 3.348037522705
922 => 3.1762478281174
923 => 3.1179398255798
924 => 3.1964438695015
925 => 3.1658507672375
926 => 3.1395486143982
927 => 3.1248715611855
928 => 3.1825162668664
929 => 3.1798270724461
930 => 3.0855091455968
1001 => 2.9624752549124
1002 => 3.0037694670759
1003 => 2.9887668926616
1004 => 2.9343956276136
1005 => 2.9710352954444
1006 => 2.8096927412291
1007 => 2.532111262558
1008 => 2.7154900899188
1009 => 2.7084302045432
1010 => 2.7048702901965
1011 => 2.8426744107396
1012 => 2.8294277242313
1013 => 2.805384858507
1014 => 2.9339540615299
1015 => 2.8870245729267
1016 => 3.0316501988236
1017 => 3.1269099898383
1018 => 3.1027490255055
1019 => 3.1923413193854
1020 => 3.0047208023215
1021 => 3.0670408120615
1022 => 3.0798848796971
1023 => 2.9323675375219
1024 => 2.8315950459686
1025 => 2.8248746696725
1026 => 2.6501490566239
1027 => 2.7434860687786
1028 => 2.8256187769268
1029 => 2.7862835834794
1030 => 2.7738312363395
1031 => 2.8374475772929
1101 => 2.8423911118221
1102 => 2.7296780006642
1103 => 2.7531146256339
1104 => 2.8508492477725
1105 => 2.7506519639172
1106 => 2.5559850085199
1107 => 2.5077049121001
1108 => 2.501263457259
1109 => 2.3703240066258
1110 => 2.5109312190031
1111 => 2.4495524027614
1112 => 2.6434473478379
1113 => 2.5326955950896
1114 => 2.5279213083854
1115 => 2.5207042737963
1116 => 2.4079992795958
1117 => 2.4326745105497
1118 => 2.5146987363841
1119 => 2.5439659042309
1120 => 2.5409130988457
1121 => 2.5142967729294
1122 => 2.5264815906362
1123 => 2.4872300473306
1124 => 2.4733695104392
1125 => 2.4296218433688
1126 => 2.3653248583768
1127 => 2.3742657484962
1128 => 2.2468765970058
1129 => 2.1774682262198
1130 => 2.1582569039738
1201 => 2.1325667209701
1202 => 2.1611586785031
1203 => 2.2465157195452
1204 => 2.1435570185419
1205 => 1.967041547385
1206 => 1.9776504279693
1207 => 2.0014854328372
1208 => 1.9570690589502
1209 => 1.9150326886498
1210 => 1.9515799021074
1211 => 1.8767879700159
1212 => 2.0105236805078
1213 => 2.006906504329
1214 => 2.0567549070395
1215 => 2.0879261362465
1216 => 2.0160865447295
1217 => 1.9980190817379
1218 => 2.0083111297783
1219 => 1.8382065014903
1220 => 2.0428537298353
1221 => 2.0446235275642
1222 => 2.0294694449341
1223 => 2.1384377762535
1224 => 2.3683949434123
1225 => 2.2818758071216
1226 => 2.248372982495
1227 => 2.1846840883896
1228 => 2.2695457583127
1229 => 2.2630297061109
1230 => 2.2335616469149
1231 => 2.2157392727671
]
'min_raw' => 1.664421836858
'max_raw' => 4.2707158475648
'avg_raw' => 2.9675688422114
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.66'
'max' => '$4.27'
'avg' => '$2.96'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0235125405936
'max_diff' => 2.4823801644169
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.05224429956674
]
1 => [
'year' => 2028
'avg' => 0.089666384685057
]
2 => [
'year' => 2029
'avg' => 0.2449524021661
]
3 => [
'year' => 2030
'avg' => 0.18898041347708
]
4 => [
'year' => 2031
'avg' => 0.18560218611931
]
5 => [
'year' => 2032
'avg' => 0.3254190434248
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.05224429956674
'min' => '$0.052244'
'max_raw' => 0.3254190434248
'max' => '$0.325419'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.3254190434248
]
1 => [
'year' => 2033
'avg' => 0.83701124213421
]
2 => [
'year' => 2034
'avg' => 0.5305379501427
]
3 => [
'year' => 2035
'avg' => 0.62577072883207
]
4 => [
'year' => 2036
'avg' => 1.2146224897062
]
5 => [
'year' => 2037
'avg' => 2.9675688422114
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.3254190434248
'min' => '$0.325419'
'max_raw' => 2.9675688422114
'max' => '$2.96'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.9675688422114
]
]
]
]
'prediction_2025_max_price' => '$0.089328'
'last_price' => 0.086615
'sma_50day_nextmonth' => '$0.082479'
'sma_200day_nextmonth' => '$0.142836'
'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' => '$0.085491'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.084719'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.086749'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.087324'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.10070064'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.122481'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.158532'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.085666'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.085381'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.085894'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.089474'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.101549'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.121529'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.155434'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.13981'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.189343'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.3637019'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.452367'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.087159'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.091323'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.104516'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.131759'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.199021'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.321154'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.642488'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '45.16'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 54.49
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.095456'
'vwma_10_action' => 'SELL'
'hma_9' => '0.084644'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 24.23
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -0.95
'cci_20_action' => 'NEUTRAL'
'adx_14' => 24.48
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.011147'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -75.77
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 42.71
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.014760'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 21
'buy_signals' => 12
'sell_pct' => 63.64
'buy_pct' => 36.36
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767692725
'last_updated_date' => '6 Ocak 2026'
]
Polkastarter için 2026 fiyat tahmini
Polkastarter için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.029925 ile üst sınırda $0.089328 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, Polkastarter 3.13% artabilir ve eğer POLS tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
Polkastarter fiyat tahmini 2027-2032
POLS için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.052244 ve üst sınırda $0.325419 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Polkastarter üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Polkastarter Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.0288084 | $0.052244 | $0.07568 |
| 2028 | $0.05199 | $0.089666 | $0.127341 |
| 2029 | $0.1142089 | $0.244952 | $0.375695 |
| 2030 | $0.097129 | $0.18898 | $0.28083 |
| 2031 | $0.114837 | $0.1856021 | $0.256366 |
| 2032 | $0.17529 | $0.325419 | $0.475547 |
Polkastarter fiyat tahmini 2032-2037
Polkastarter için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.325419 ve üst sınırda $2.96 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Polkastarter üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Polkastarter Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.17529 | $0.325419 | $0.475547 |
| 2033 | $0.407337 | $0.837011 | $1.26 |
| 2034 | $0.32748 | $0.530537 | $0.733595 |
| 2035 | $0.387182 | $0.62577 | $0.864358 |
| 2036 | $0.6409092 | $1.21 | $1.78 |
| 2037 | $1.66 | $2.96 | $4.27 |
Polkastarter Potansiyel fiyat histogramı
Teknik Analize Dayalı Polkastarter Fiyat Tahmini
6 Ocak 2026 itibariyle, Polkastarter için genel fiyat tahmini duyarlılığı Ayı, 12 teknik gösterge yükseliş sinyalleri gösterirken 21 düşüş sinyalleri gösteriyor. POLS fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
Polkastarter'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, Polkastarter'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.142836 seviyesine ulaşması bekleniyor. Polkastarter için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.082479 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 45.16 seviyesinde olup, POLS piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler POLS 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 | $0.085491 | BUY |
| SMA 5 | $0.084719 | BUY |
| SMA 10 | $0.086749 | SELL |
| SMA 21 | $0.087324 | SELL |
| SMA 50 | $0.10070064 | SELL |
| SMA 100 | $0.122481 | SELL |
| SMA 200 | $0.158532 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.085666 | BUY |
| EMA 5 | $0.085381 | BUY |
| EMA 10 | $0.085894 | BUY |
| EMA 21 | $0.089474 | SELL |
| EMA 50 | $0.101549 | SELL |
| EMA 100 | $0.121529 | SELL |
| EMA 200 | $0.155434 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.13981 | SELL |
| SMA 50 | $0.189343 | SELL |
| SMA 100 | $0.3637019 | SELL |
| SMA 200 | $0.452367 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.131759 | SELL |
| EMA 50 | $0.199021 | SELL |
| EMA 100 | $0.321154 | SELL |
| EMA 200 | $0.642488 | SELL |
Polkastarter 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) | 45.16 | NEUTRAL |
| Stoch RSI (14) | 54.49 | NEUTRAL |
| Hızlı Stokastik (14) | 24.23 | NEUTRAL |
| Emtia Kanal Endeksi (20) | -0.95 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 24.48 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.011147 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -75.77 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 42.71 | NEUTRAL |
| VWMA (10) | 0.095456 | SELL |
| Hull Hareketli Ortalaması (9) | 0.084644 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.014760 | SELL |
Dünya genelinde para akışlarına göre Polkastarter fiyat tahmini
Polkastarter 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 Polkastarter fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.1217085 | $0.17102 | $0.240312 | $0.337679 | $0.474496 | $0.666746 |
| Amazon.com hisseleri | $0.180727 | $0.377098 | $0.786838 | $1.64 | $3.42 | $7.14 |
| Apple hisseleri | $0.122856 | $0.174262 | $0.247178 | $0.3506041 | $0.4973051 | $0.705389 |
| Netflix hisseleri | $0.136664 | $0.215635 | $0.340239 | $0.536844 | $0.847056 | $1.33 |
| Google hisseleri | $0.112166 | $0.145254 | $0.1881039 | $0.243593 | $0.315452 | $0.40851 |
| Tesla hisseleri | $0.196349 | $0.4451098 | $1.00 | $2.28 | $5.18 | $11.75 |
| Kodak hisseleri | $0.064952 | $0.0487071 | $0.036525 | $0.027389 | $0.020539 | $0.0154025 |
| Nokia hisseleri | $0.057378 | $0.038011 | $0.02518 | $0.016681 | $0.01105 | $0.00732 |
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.
Polkastarter öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "Polkastarter için şimdi mi yatırım yapmalıyım?", "Bugün mü POLS satın almalıyım?", "Polkastarter kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
Polkastarter öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle Polkastarter 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 Polkastarter hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
Polkastarter fiyatı bugün $0.08661 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli Polkastarter tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli Polkastarter tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre Polkastarter fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.088866 | $0.091176 | $0.093546 | $0.095977 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.091117 | $0.095854 | $0.100837 | $0.10608 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.097872 | $0.110592 | $0.124965 | $0.1412065 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.109129 | $0.137495 | $0.173234 | $0.218263 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.131643 | $0.200079 | $0.304093 | $0.462181 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.199185 | $0.458058 | $1.05 | $2.42 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.311755 | $1.12 | $4.03 | $14.53 |
Soru Kutusu
POLS iyi bir yatırım mı?
Polkastarter satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Polkastarter değeri son 24 saat içinde 1.0944% oranında yükselmiştir, ve Polkastarter son 30 günlük sürede oranında azalmıştır. Bu nedenle, Polkastarter'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
Polkastarter yükselebilir mi?
Polkastarter ortalama değeri yıl sonuna kadar $0.089328 seviyesine kadar yükselebilir gibi görünmektedir. Polkastarter'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.28083 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 Polkastarter fiyatı ne olacak?
Yeni deneysel Polkastarter tahminimize göre, Polkastarter fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.087356 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay Polkastarter fiyatı ne olacak?
Yeni deneysel Polkastarter tahminimize göre, Polkastarter fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.076552 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Polkastarter fiyatı ne kadar yükselebilir?
Son Polkastarter değer tahminimize göre, POLS fiyatı $0.029925 ve $0.089328 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu Polkastarter fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde Polkastarter nerede olacak?
Polkastarter'ın geleceği $0.28083 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Polkastarter'ın 2030 tahminine dayanarak, Polkastarter değeri yaklaşık olarak $0.28083 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.097129 seviyesinde beklenmektedir.
2026 yılında Polkastarter ne kadar olacak?
Yeni deneysel Polkastarter fiyat tahmin simülasyonumuza göre, 2026 yılında POLS'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.089328 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.089328 ve $0.029925 arasında olacaktır.
2027 yılında Polkastarter ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında POLS'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.07568 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.07568 ve $0.0288084 arasında olacaktır.
2028 yılında Polkastarter ne kadar olacak?
Yeni deneysel Polkastarter fiyat tahmin modelimize göre, POLS'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.127341 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.127341 ve $0.05199 arasında olacaktır.
2029 yılında Polkastarter ne kadar olacak?
Deneysel tahmin modelimize göre, Polkastarter değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.375695 seviyesine ulaşacaktır. Fiyat aralığı $0.375695 ve $0.1142089 arasında olacaktır.
2030 yılında Polkastarter ne kadar olacak?
Yeni deneysel simülasyona göre, POLS'ın değeri 224.23% oranında artacaktır, $0.28083 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.28083 ve $0.097129 arasında olacaktır.
2031 yılında Polkastarter ne kadar olacak?
Polkastarter'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.256366 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.256366 ve $0.114837 arasında olacaktır.
2032 yılında Polkastarter ne kadar olacak?
Polkastarter fiyatı 449.04% oranında artacaktır, 2032 yılında $0.475547 seviyesine ulaşabilir. Fiyat $0.475547 ve $0.17529 arasında olacaktır.
2033 yılında Polkastarter ne kadar olacak?
POLS'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $1.26 seviyesine ulaşacaktır. Fiyat aralığı $1.26 ve $0.407337 arasında olacaktır.
2034 yılında Polkastarter ne kadar olacak?
Yeni simülasyon sonuçlarına göre, POLS'ın değeri 746.96% oranında artacaktır, ve $0.733595 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.733595 ve $0.32748 arasında olacaktır.
2035 yılında Polkastarter ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında POLS'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.864358 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.864358 ve $0.387182 arasında olacaktır.
2036 yılında Polkastarter ne kadar olacak?
POLS'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $1.78 seviyesine ulaşacaktır. Fiyat $1.78 ve $0.6409092 arasında olacaktır.
2037 yılında Polkastarter ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Polkastarter'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $4.27 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $4.27 ve $1.66 arasında olacaktır.
İlgili Tahminler
ArbDoge AI Fiyat Tahmini
Phoenix Fiyat TahminiOpulous Fiyat Tahmini
Mainframe Fiyat Tahmini
Frontier Token Fiyat Tahmini
GamerCoin Fiyat Tahmini
BetProtocol Fiyat Tahmini
Shrapnel Fiyat Tahmini
LeverFi Fiyat Tahmini
REI Network Fiyat Tahmini
Burst Fiyat Tahmini
Kinesis Gold Fiyat Tahmini
BakeryToken Fiyat Tahmini
LTO Network Fiyat TahminiGameFi Fiyat Tahmini
HUNT Platform Fiyat Tahmini
Puff The Dragon Fiyat Tahmini
Clearpool Fiyat Tahmini
MATH Fiyat Tahmini
Stafi Fiyat Tahmini
Pangolin Fiyat Tahmini
StakeWise Staked ETH Fiyat Tahmini
BENQI Fiyat Tahmini
Velo Fiyat Tahmini
Dimitra Fiyat Tahmini
Polkastarter fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
Polkastarter 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.
Polkastarter Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, Polkastarter fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), POLS'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. POLS'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca POLS'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
Polkastarter grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, Polkastarter'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 POLS'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.
Polkastarter fiyatını ne etkiler?
Polkastarter'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 POLS'ın fiyatını etkiler. Polkastarter'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle Polkastarter'ın büyük sahipleri olan POLS "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan Polkastarter 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


