Polkastarter Geleceği Fiyat Tahmini - POLS
$0.08689
1.3103%
Add to portfolio
Add to favorites
Sentiment
Boğa 39.39%
Ayı 60.61%
SMA 50
$0.1007062
SMA 200
$0.158534
RSI (14)
45.42
Momentum (10)
0.01
MACD (12, 26)
0
Hull Moving Average (9)
0.084728
2026 yılına kadar Polkastarter fiyat tahmini $0.089614 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.030021 | $0.089614 |
| 2027 | $0.02890095 | $0.075923 |
| 2028 | $0.052157 | $0.12775 |
| 2029 | $0.114575 | $0.3769016 |
| 2030 | $0.097441 | $0.281732 |
| 2031 | $0.1152061 | $0.257189 |
| 2032 | $0.175853 | $0.477073 |
| 2033 | $0.408645 | $1.27 |
| 2034 | $0.328531 | $0.73595 |
| 2035 | $0.388425 | $0.867132 |
Yatırım Kârı Hesaplayıcı
Bugün Polkastarter’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.52 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
$
≈ $3,954.52
(39.55% ROI)
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' => 0.08689
'ticker' => 'POLS'
'marketcap' => '$8.63M'
'low24h' => '$0.08514'
'high24h' => '$0.08758'
'volume24h' => '$257.4K'
'current_supply' => '99.21M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08689'
'change_24h_pct' => '1.3103%'
'ath_price' => '$7.51'
'ath_days' => 1785
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '16 Şub 2021'
'ath_pct' => '-98.84%'
'fdv' => '$8.7M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.28'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.087636'
'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' => '$0.076797'
'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' => '$0.030021'
'current_year_max_price_prediction' => '$0.089614'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.097441'
'grand_prediction_max_price' => '$0.281732'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.088539576644282
107 => 0.088870151283605
108 => 0.089614952825561
109 => 0.083250705196395
110 => 0.086108065537397
111 => 0.087786497039278
112 => 0.080203282451919
113 => 0.08763660126878
114 => 0.083139917804344
115 => 0.081613675898596
116 => 0.083668559557605
117 => 0.082867769397249
118 => 0.082179297041352
119 => 0.081795117637304
120 => 0.083303997407247
121 => 0.083233606362478
122 => 0.080764786197908
123 => 0.07754431093521
124 => 0.078625208141868
125 => 0.078232508053224
126 => 0.076809312272658
127 => 0.077768374391446
128 => 0.073545150190534
129 => 0.066279312456958
130 => 0.071079347422387
131 => 0.070894551297652
201 => 0.070801368711723
202 => 0.07440846232502
203 => 0.07406172350391
204 => 0.07343238914832
205 => 0.076797754053687
206 => 0.075569350592682
207 => 0.079355000611244
208 => 0.08184847455396
209 => 0.081216048906655
210 => 0.083561173201785
211 => 0.078650109830404
212 => 0.080281368084714
213 => 0.0806175681501
214 => 0.076756225973147
215 => 0.074118454263235
216 => 0.073942544962983
217 => 0.069369012325329
218 => 0.071812156544098
219 => 0.073962022352438
220 => 0.07293240346657
221 => 0.072606456886293
222 => 0.074271647275739
223 => 0.07440104683039
224 => 0.071450723271194
225 => 0.072064188963747
226 => 0.074622442881879
227 => 0.071999727528813
228 => 0.066904220015927
301 => 0.065640463701829
302 => 0.065471855313878
303 => 0.062044447960265
304 => 0.065724913941623
305 => 0.064118291910404
306 => 0.069193591656737
307 => 0.06629460766101
308 => 0.06616963825508
309 => 0.065980728668991
310 => 0.063030617575322
311 => 0.063676504415494
312 => 0.065823530643572
313 => 0.066589613789732
314 => 0.066509705041254
315 => 0.065813009043749
316 => 0.066131952903746
317 => 0.065104523603288
318 => 0.064741716933205
319 => 0.063596599284586
320 => 0.06191359268794
321 => 0.062147625077683
322 => 0.058813148627097
323 => 0.056996348882758
324 => 0.056493482658561
325 => 0.055821028927338
326 => 0.056569438096834
327 => 0.058803702474268
328 => 0.056108705609453
329 => 0.051488322516777
330 => 0.051766015413396
331 => 0.052389908904339
401 => 0.051227287511435
402 => 0.050126963934469
403 => 0.051083606012568
404 => 0.049125888786767
405 => 0.052626489677973
406 => 0.052531808234186
407 => 0.053836615770721
408 => 0.054652538700662
409 => 0.052772100505333
410 => 0.052299175384453
411 => 0.052568575026555
412 => 0.048115999037737
413 => 0.053472745319584
414 => 0.053519070683874
415 => 0.053122404789886
416 => 0.055974706813983
417 => 0.061993953740138
418 => 0.059729270922872
419 => 0.058852317285626
420 => 0.057185227780172
421 => 0.059406525564209
422 => 0.059235964552038
423 => 0.05846462297166
424 => 0.057998113177115
425 => 0.058857671777535
426 => 0.057891604354209
427 => 0.057718072099222
428 => 0.056666655438957
429 => 0.056291347527652
430 => 0.056013484491561
501 => 0.055707584591082
502 => 0.056382323546032
503 => 0.054853276304813
504 => 0.053009395226252
505 => 0.052856096465639
506 => 0.053279367821855
507 => 0.053092101755576
508 => 0.05285519990776
509 => 0.0524028897639
510 => 0.052268699006294
511 => 0.052704753868413
512 => 0.052212473352659
513 => 0.052938860069562
514 => 0.052741323075375
515 => 0.05163789748355
516 => 0.050262620655658
517 => 0.050250377807149
518 => 0.049954076670485
519 => 0.049576692623771
520 => 0.049471713015352
521 => 0.051003040285042
522 => 0.054172841904532
523 => 0.053550533999702
524 => 0.054000215237621
525 => 0.056212201862303
526 => 0.056915325893531
527 => 0.056416265110571
528 => 0.055733119930126
529 => 0.055763174851046
530 => 0.058097688734734
531 => 0.058243289502086
601 => 0.058611175668599
602 => 0.059084013357185
603 => 0.056496791413545
604 => 0.055641316930165
605 => 0.055235945660022
606 => 0.053987559046407
607 => 0.055333836980612
608 => 0.05454941848172
609 => 0.054655263336772
610 => 0.054586331736065
611 => 0.054623973051185
612 => 0.052625511188681
613 => 0.053353645655314
614 => 0.052142980880534
615 => 0.050522036650602
616 => 0.050516602677167
617 => 0.050913326481053
618 => 0.050677339638698
619 => 0.050042305113696
620 => 0.050132508770695
621 => 0.049342229818644
622 => 0.050228462943936
623 => 0.050253876938875
624 => 0.049912628912193
625 => 0.05127799331831
626 => 0.051837384229527
627 => 0.051612767468124
628 => 0.051821624518765
629 => 0.053576393702699
630 => 0.053862497645628
701 => 0.053989566118111
702 => 0.05381931119833
703 => 0.051853698478172
704 => 0.051940881760741
705 => 0.051301188680262
706 => 0.050760715436453
707 => 0.050782331531796
708 => 0.051060205035718
709 => 0.052273694924409
710 => 0.054827412856023
711 => 0.054924324584784
712 => 0.055041784427157
713 => 0.054564016217638
714 => 0.054419916754022
715 => 0.05461002114176
716 => 0.055569063328764
717 => 0.058035980211153
718 => 0.057164007025078
719 => 0.056455079251728
720 => 0.057077000034511
721 => 0.056981260204778
722 => 0.05617311969267
723 => 0.05615043788009
724 => 0.054599357859204
725 => 0.054025958891866
726 => 0.053546783796589
727 => 0.053023537101729
728 => 0.052713338921629
729 => 0.053189944308815
730 => 0.053298949599894
731 => 0.052256843591174
801 => 0.052114808392899
802 => 0.052965814655041
803 => 0.052591318527784
804 => 0.052976497081724
805 => 0.053065861810239
806 => 0.053051472030704
807 => 0.052660455063241
808 => 0.052909677618008
809 => 0.052320191979165
810 => 0.051679214884804
811 => 0.051270311432885
812 => 0.050913488937914
813 => 0.051111474796769
814 => 0.05040569136074
815 => 0.05017989703494
816 => 0.052825246624138
817 => 0.05477939480798
818 => 0.054750980719459
819 => 0.0545780172631
820 => 0.054321028651306
821 => 0.055550263011128
822 => 0.055122022339483
823 => 0.05543360320881
824 => 0.055512913617062
825 => 0.055752962336073
826 => 0.055838759120235
827 => 0.0555794216488
828 => 0.054709053419258
829 => 0.052540178543368
830 => 0.051530561433876
831 => 0.051197370971241
901 => 0.051209481811739
902 => 0.05087541076563
903 => 0.050973809660723
904 => 0.050841191645549
905 => 0.050590045208552
906 => 0.051095967211997
907 => 0.051154270009904
908 => 0.051036181768982
909 => 0.051063995824576
910 => 0.050086275625891
911 => 0.050160609569101
912 => 0.04974670872741
913 => 0.049669107309243
914 => 0.048622802023918
915 => 0.04676912054659
916 => 0.047796240026245
917 => 0.046555624129677
918 => 0.046085784091248
919 => 0.048309933758053
920 => 0.048086690819814
921 => 0.047704595950923
922 => 0.047139398004285
923 => 0.046929760587984
924 => 0.045656070009685
925 => 0.045580813575444
926 => 0.046212089018588
927 => 0.045920777122438
928 => 0.045511664891802
929 => 0.044029901863481
930 => 0.042363909624768
1001 => 0.042414195458401
1002 => 0.042944116592648
1003 => 0.044484933760072
1004 => 0.043882909836352
1005 => 0.043446134572264
1006 => 0.043364339694717
1007 => 0.044388173836398
1008 => 0.04583711364676
1009 => 0.046516923787581
1010 => 0.045843252584168
1011 => 0.045069375378721
1012 => 0.045116477698415
1013 => 0.045429828329127
1014 => 0.045462757049876
1015 => 0.044959042544992
1016 => 0.045100835227592
1017 => 0.044885439176928
1018 => 0.043563554011591
1019 => 0.043539645300693
1020 => 0.043215233362842
1021 => 0.043205410298293
1022 => 0.042653504663657
1023 => 0.042576289250228
1024 => 0.041480447114381
1025 => 0.042201733726711
1026 => 0.041717932536407
1027 => 0.040988730025455
1028 => 0.040863015237714
1029 => 0.04085923609939
1030 => 0.041607964031439
1031 => 0.042192984404895
1101 => 0.041726348465246
1102 => 0.041620104507145
1103 => 0.042754512022797
1104 => 0.042610148326076
1105 => 0.042485130295762
1106 => 0.045707376978853
1107 => 0.043156717294142
1108 => 0.042044484085044
1109 => 0.040667884281426
1110 => 0.041116112118903
1111 => 0.041210560310096
1112 => 0.037900085933161
1113 => 0.036557026890732
1114 => 0.036096139639483
1115 => 0.0358308925104
1116 => 0.035951768957887
1117 => 0.034742858294587
1118 => 0.035555266253861
1119 => 0.034508451806118
1120 => 0.034332949957325
1121 => 0.036204783865315
1122 => 0.036465238618517
1123 => 0.035354057724409
1124 => 0.036067615742273
1125 => 0.035808869685797
1126 => 0.034526396435285
1127 => 0.03447741539035
1128 => 0.033833915394358
1129 => 0.032826962506783
1130 => 0.032366758017008
1201 => 0.032127079523054
1202 => 0.0322259755409
1203 => 0.032175970688009
1204 => 0.03184965519831
1205 => 0.032194674709907
1206 => 0.03131329242968
1207 => 0.030962318903914
1208 => 0.03080379230485
1209 => 0.030021514800677
1210 => 0.031266466190201
1211 => 0.031511737297421
1212 => 0.031757491664491
1213 => 0.033896615646202
1214 => 0.033789751057178
1215 => 0.034755754896795
1216 => 0.034718217763955
1217 => 0.034442697820671
1218 => 0.033280324500789
1219 => 0.033743625788782
1220 => 0.032317656437345
1221 => 0.033386089631932
1222 => 0.03289850134076
1223 => 0.033221235540217
1224 => 0.032640930349823
1225 => 0.032962095202401
1226 => 0.031569900175902
1227 => 0.030269888048869
1228 => 0.030793050878507
1229 => 0.03136178870525
1230 => 0.032594957225331
1231 => 0.03186049222819
]
'min_raw' => 0.030021514800677
'max_raw' => 0.089614952825561
'avg_raw' => 0.059818233813119
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.030021'
'max' => '$0.089614'
'avg' => '$0.059818'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.056871485199323
'max_diff' => 0.0027219528255607
'year' => 2026
]
1 => [
'items' => [
101 => 0.032124633614358
102 => 0.031239804187428
103 => 0.029414148340642
104 => 0.029424481354469
105 => 0.029143643976515
106 => 0.028900959479035
107 => 0.031944854368289
108 => 0.031566297921953
109 => 0.030963117768959
110 => 0.031770498373168
111 => 0.031983982619773
112 => 0.031990060216151
113 => 0.032579104263472
114 => 0.032893477177119
115 => 0.032948886765719
116 => 0.033875760301318
117 => 0.034186436084692
118 => 0.035466065667932
119 => 0.032866804831797
120 => 0.032813274765368
121 => 0.031781859874
122 => 0.03112772024387
123 => 0.031826649374116
124 => 0.032445805170173
125 => 0.031801098770473
126 => 0.031885283815779
127 => 0.031019818148631
128 => 0.031329181400692
129 => 0.031595646709097
130 => 0.031448520227902
131 => 0.031228264764552
201 => 0.032395041455656
202 => 0.032329207342109
203 => 0.033415736620945
204 => 0.034262763892252
205 => 0.03578078818667
206 => 0.034196650699049
207 => 0.034138918432623
208 => 0.034703260597476
209 => 0.034186349686847
210 => 0.034513019539206
211 => 0.035728156623158
212 => 0.035753830554954
213 => 0.035323759118379
214 => 0.035297589232379
215 => 0.035380189156239
216 => 0.03586397949025
217 => 0.035694928282171
218 => 0.035890558620013
219 => 0.036135197353082
220 => 0.03714712687773
221 => 0.037391099660251
222 => 0.036798372284109
223 => 0.036851888929688
224 => 0.03663019262028
225 => 0.036416036763239
226 => 0.036897427854916
227 => 0.037777179536721
228 => 0.037771706647168
301 => 0.037975791937418
302 => 0.038102935382509
303 => 0.037557142641485
304 => 0.037201851636434
305 => 0.037338092815525
306 => 0.037555945427838
307 => 0.037267446149496
308 => 0.035486694957704
309 => 0.036026861114467
310 => 0.035936951053206
311 => 0.035808908192534
312 => 0.03635204944014
313 => 0.036299662141807
314 => 0.034730459168404
315 => 0.034830914451495
316 => 0.034736568186887
317 => 0.035041420269264
318 => 0.03416988667396
319 => 0.034437964538007
320 => 0.034606100461263
321 => 0.034705133811743
322 => 0.035062910181477
323 => 0.035020929253928
324 => 0.035060300588077
325 => 0.035590788494934
326 => 0.038273814286349
327 => 0.038419845460413
328 => 0.037700734550929
329 => 0.037988005175432
330 => 0.037436508395566
331 => 0.037806731878597
401 => 0.038060029383031
402 => 0.036915426666805
403 => 0.03684765072236
404 => 0.036293877719105
405 => 0.036591443963748
406 => 0.03611799467275
407 => 0.036234162568208
408 => 0.035909347005173
409 => 0.036493950348502
410 => 0.03714762772452
411 => 0.037312772444204
412 => 0.036878347785988
413 => 0.036563795703459
414 => 0.036011545866436
415 => 0.036929949653095
416 => 0.037198518908163
417 => 0.036928538973132
418 => 0.036865978723007
419 => 0.036747427162065
420 => 0.03689112999709
421 => 0.037197056222321
422 => 0.037052787064073
423 => 0.037148079384791
424 => 0.036784923323226
425 => 0.037557323321593
426 => 0.038784080407182
427 => 0.038788024631807
428 => 0.038643754695894
429 => 0.038584722546457
430 => 0.038732752255736
501 => 0.038813052300523
502 => 0.039291753236324
503 => 0.039805418412724
504 => 0.042202469661312
505 => 0.041529387262664
506 => 0.043656193731628
507 => 0.045338221517323
508 => 0.045842588104092
509 => 0.045378594576546
510 => 0.04379129778325
511 => 0.043713417429972
512 => 0.046085508978576
513 => 0.04541528446742
514 => 0.045335563394454
515 => 0.044487465868981
516 => 0.044988796545458
517 => 0.044879148172435
518 => 0.044706062851437
519 => 0.045662566859156
520 => 0.047453056973905
521 => 0.047173992298412
522 => 0.046965683463594
523 => 0.04605293478721
524 => 0.04660261336019
525 => 0.046406883348752
526 => 0.047247863691227
527 => 0.04674968556634
528 => 0.045410206857564
529 => 0.045623523256916
530 => 0.045591280912287
531 => 0.046254826080036
601 => 0.046055646290881
602 => 0.045552387861733
603 => 0.047446937273344
604 => 0.047323915772592
605 => 0.047498332134029
606 => 0.047575115610338
607 => 0.048728294451481
608 => 0.04920071492509
609 => 0.049307962643484
610 => 0.049756725555101
611 => 0.049296797013429
612 => 0.051136839103612
613 => 0.052360359724151
614 => 0.053781541886703
615 => 0.055858271003944
616 => 0.056639140362845
617 => 0.05649808330245
618 => 0.058072635617761
619 => 0.060902071128042
620 => 0.057069993115735
621 => 0.061105180567707
622 => 0.059827686808892
623 => 0.056798772087874
624 => 0.056603745688399
625 => 0.058654961903896
626 => 0.063204362047623
627 => 0.062064788910489
628 => 0.063206225981034
629 => 0.061874679007243
630 => 0.061808556476835
701 => 0.063141555716586
702 => 0.06625618109827
703 => 0.064776539329418
704 => 0.062655110030724
705 => 0.064221540411784
706 => 0.062864553449421
707 => 0.059806882026482
708 => 0.062063917500387
709 => 0.060554702155657
710 => 0.06099517142755
711 => 0.064167317603334
712 => 0.063785636583006
713 => 0.064279567166021
714 => 0.063407792615413
715 => 0.062593417718916
716 => 0.061073326498331
717 => 0.060623302427508
718 => 0.060747672890514
719 => 0.060623240795683
720 => 0.059772763728125
721 => 0.059589103286361
722 => 0.059282994503738
723 => 0.059377870415312
724 => 0.058802296348698
725 => 0.059888523532069
726 => 0.060090136869103
727 => 0.06088060242933
728 => 0.060962671186062
729 => 0.063164106519721
730 => 0.06195159293156
731 => 0.062765051729885
801 => 0.062692288318392
802 => 0.056864417854351
803 => 0.057667446984559
804 => 0.05891670830674
805 => 0.058353917774432
806 => 0.05755826363445
807 => 0.056915730256139
808 => 0.055942226485586
809 => 0.057312414348155
810 => 0.059114065684198
811 => 0.061008364037121
812 => 0.063284239388813
813 => 0.062776290504425
814 => 0.060965818130487
815 => 0.061047034598631
816 => 0.061549082847195
817 => 0.060898884749412
818 => 0.060707128637001
819 => 0.061522738501965
820 => 0.061528355158854
821 => 0.060780223668289
822 => 0.059948812423144
823 => 0.059945328779669
824 => 0.059797387179076
825 => 0.061900997489335
826 => 0.063057770460986
827 => 0.063190392617953
828 => 0.063048843933144
829 => 0.06310332040406
830 => 0.06243021969961
831 => 0.06396872830817
901 => 0.065380615950117
902 => 0.065002199901495
903 => 0.0644349004496
904 => 0.063983019111322
905 => 0.064895751019193
906 => 0.064855108504108
907 => 0.065368284343269
908 => 0.065345003722957
909 => 0.065172441989767
910 => 0.065002206064218
911 => 0.065677172266422
912 => 0.065482792839813
913 => 0.065288111488265
914 => 0.064897648233513
915 => 0.064950718674742
916 => 0.064383517175095
917 => 0.064121103807984
918 => 0.060175036384339
919 => 0.059120518227268
920 => 0.059452291106179
921 => 0.059561519352396
922 => 0.059102591699037
923 => 0.059760576065112
924 => 0.059658029898637
925 => 0.060056977044891
926 => 0.059807732188183
927 => 0.059817961284042
928 => 0.060550937263013
929 => 0.06076372330801
930 => 0.060655498608131
1001 => 0.060731295478201
1002 => 0.06247800235711
1003 => 0.062229676495471
1004 => 0.062097758330793
1005 => 0.062134300563953
1006 => 0.062580621621333
1007 => 0.062705567149172
1008 => 0.062176164167948
1009 => 0.062425833674336
1010 => 0.063488894744755
1011 => 0.063860905955356
1012 => 0.065048187164084
1013 => 0.064543809004376
1014 => 0.065469616945496
1015 => 0.068315234925312
1016 => 0.070588511469377
1017 => 0.068497912412329
1018 => 0.072672495285481
1019 => 0.075923006860576
1020 => 0.075798246812314
1021 => 0.075231444933508
1022 => 0.071530823924584
1023 => 0.06812545729902
1024 => 0.070974191080809
1025 => 0.070981453089066
1026 => 0.070736744330793
1027 => 0.069216879249786
1028 => 0.070683856320473
1029 => 0.070800299633066
1030 => 0.07073512234279
1031 => 0.069569845348694
1101 => 0.067790682757896
1102 => 0.068138326869425
1103 => 0.068707775015856
1104 => 0.067629690875334
1105 => 0.067285177669015
1106 => 0.06792569326588
1107 => 0.069989567975705
1108 => 0.069599404417024
1109 => 0.069589215669733
1110 => 0.071258500828864
1111 => 0.07006365290921
1112 => 0.068142711774982
1113 => 0.067657648804488
1114 => 0.065936002036806
1115 => 0.067125149591539
1116 => 0.067167944895036
1117 => 0.066516660932102
1118 => 0.068195559879143
1119 => 0.068180088529782
1120 => 0.069773953208867
1121 => 0.072820823847042
1122 => 0.071919714271935
1123 => 0.070871821876529
1124 => 0.070985756834814
1125 => 0.072235342111762
1126 => 0.071479814328062
1127 => 0.071751507386808
1128 => 0.072234930871778
1129 => 0.07252659226299
1130 => 0.070943791249032
1201 => 0.070574764618555
1202 => 0.069819865643344
1203 => 0.069622926591568
1204 => 0.070237776055393
1205 => 0.070075784944628
1206 => 0.067164348115488
1207 => 0.066860086767762
1208 => 0.066869418028911
1209 => 0.066104338403214
1210 => 0.064937408333876
1211 => 0.068004030882322
1212 => 0.067757738174327
1213 => 0.067485850086242
1214 => 0.06751915482566
1215 => 0.068850271736459
1216 => 0.06807815670518
1217 => 0.070130951062999
1218 => 0.069708958255678
1219 => 0.069276142925174
1220 => 0.069216314662621
1221 => 0.069049717686446
1222 => 0.068478394667137
1223 => 0.06778848779013
1224 => 0.067332951511219
1225 => 0.062111088562749
1226 => 0.063080235951806
1227 => 0.064195151682352
1228 => 0.064580016124792
1229 => 0.063921678864189
1230 => 0.068504389834798
1231 => 0.06934169528923
]
'min_raw' => 0.028900959479035
'max_raw' => 0.075923006860576
'avg_raw' => 0.052411983169806
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.02890095'
'max' => '$0.075923'
'avg' => '$0.052411'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.001120555321642
'max_diff' => -0.013691945964985
'year' => 2027
]
2 => [
'items' => [
101 => 0.066805442451672
102 => 0.066331013100286
103 => 0.068535493344091
104 => 0.067205922270327
105 => 0.067804628043432
106 => 0.066510553636528
107 => 0.069140012924423
108 => 0.069119980850198
109 => 0.068097061798176
110 => 0.068961625976298
111 => 0.06881138667447
112 => 0.067656513584075
113 => 0.069176624461298
114 => 0.069177378417328
115 => 0.068192841069935
116 => 0.067043116991117
117 => 0.066837573481095
118 => 0.066682724057179
119 => 0.067766544577591
120 => 0.068738294667174
121 => 0.07054648066661
122 => 0.071001101588307
123 => 0.072775517311523
124 => 0.071718939143082
125 => 0.072187306560174
126 => 0.072695785646043
127 => 0.072939569218508
128 => 0.072542336969324
129 => 0.075298734966127
130 => 0.07553145941091
131 => 0.075609489904187
201 => 0.074680048008363
202 => 0.075505609950439
203 => 0.07511935685748
204 => 0.07612428010116
205 => 0.076281864897273
206 => 0.076148396181207
207 => 0.0761984160828
208 => 0.073846316654456
209 => 0.073724347890784
210 => 0.072061295143599
211 => 0.072739001430742
212 => 0.071472062010236
213 => 0.071873821551401
214 => 0.072050913329041
215 => 0.071958410634271
216 => 0.072777317927395
217 => 0.072081079436533
218 => 0.070243591586942
219 => 0.068405603115015
220 => 0.068382528666943
221 => 0.067898618745476
222 => 0.067548840504778
223 => 0.067616220202987
224 => 0.067853675047944
225 => 0.06753503919752
226 => 0.067603036311456
227 => 0.068732241465187
228 => 0.068958695505645
229 => 0.068189116194863
301 => 0.065099144212309
302 => 0.064340857337183
303 => 0.064885898905541
304 => 0.064625404141038
305 => 0.05215774494781
306 => 0.055086836539856
307 => 0.053346469778414
308 => 0.054148510852511
309 => 0.052372047054867
310 => 0.053219868691548
311 => 0.053063306992742
312 => 0.057773199594631
313 => 0.057699661099898
314 => 0.057734860085756
315 => 0.056054720780276
316 => 0.058731228314659
317 => 0.060049772170194
318 => 0.059805744794443
319 => 0.059867161227556
320 => 0.058811823424294
321 => 0.057745078062546
322 => 0.056561893285432
323 => 0.058760104355251
324 => 0.058515700809001
325 => 0.059076274610477
326 => 0.060501971620627
327 => 0.060711910921068
328 => 0.060994071469854
329 => 0.06089293699867
330 => 0.063302370407719
331 => 0.063010572123929
401 => 0.063713722031766
402 => 0.062267289323234
403 => 0.060630513416878
404 => 0.06094161100644
405 => 0.060911649806877
406 => 0.060530209348567
407 => 0.06018586195816
408 => 0.059612620572408
409 => 0.061426441140689
410 => 0.061352803338042
411 => 0.062544913768314
412 => 0.06233419667022
413 => 0.060926976317932
414 => 0.060977235468112
415 => 0.0613152524068
416 => 0.062485132891007
417 => 0.062832433070257
418 => 0.062671549789709
419 => 0.063052348581401
420 => 0.063353316419937
421 => 0.063090145508139
422 => 0.066816090640863
423 => 0.065268818449767
424 => 0.066022948149857
425 => 0.066202803639738
426 => 0.065742107584361
427 => 0.065842016062483
428 => 0.065993350183408
429 => 0.066912221331403
430 => 0.069323605101252
501 => 0.070391590558074
502 => 0.073604677498396
503 => 0.07030290923296
504 => 0.070106995968164
505 => 0.070685769952046
506 => 0.072572192125809
507 => 0.07410096011502
508 => 0.074608140653782
509 => 0.074675172934617
510 => 0.07562667734206
511 => 0.076172061923899
512 => 0.075511139679946
513 => 0.074951077279639
514 => 0.072945003279243
515 => 0.073177211807147
516 => 0.074776898294288
517 => 0.077036549678438
518 => 0.078975565642695
519 => 0.078296589833541
520 => 0.083476695975165
521 => 0.083990282340271
522 => 0.083919321310848
523 => 0.085089347482458
524 => 0.082767083803499
525 => 0.081774271089004
526 => 0.075072169127564
527 => 0.076955186403542
528 => 0.079692262599903
529 => 0.079330000301806
530 => 0.077342262405752
531 => 0.078974057765256
601 => 0.078434535188445
602 => 0.078008991347302
603 => 0.079958490179311
604 => 0.077814936132519
605 => 0.079670879008553
606 => 0.077290613072769
607 => 0.078299691337845
608 => 0.077726889710964
609 => 0.078097562563483
610 => 0.075930616641747
611 => 0.077099848061477
612 => 0.07588197277061
613 => 0.07588139533915
614 => 0.075854510674603
615 => 0.077287335553423
616 => 0.077334059921281
617 => 0.076275200170955
618 => 0.076122601938435
619 => 0.076686837584033
620 => 0.076026265416588
621 => 0.076335342976144
622 => 0.076035627061004
623 => 0.075968154695523
624 => 0.075430523407895
625 => 0.075198897066705
626 => 0.075289723723361
627 => 0.074979685519842
628 => 0.074792876287651
629 => 0.0758173496164
630 => 0.075270014843985
701 => 0.075733462712642
702 => 0.075205305374524
703 => 0.073374481933409
704 => 0.072321556011817
705 => 0.068863300248972
706 => 0.069844057293362
707 => 0.070494300228459
708 => 0.070279394942288
709 => 0.070741094654288
710 => 0.070769439266836
711 => 0.070619335983993
712 => 0.070445535611882
713 => 0.070360939202503
714 => 0.070991451529482
715 => 0.071357485157363
716 => 0.070559560806124
717 => 0.070372618294777
718 => 0.07117936386849
719 => 0.071671478202414
720 => 0.075304973948947
721 => 0.075035792848008
722 => 0.075711384587243
723 => 0.075635323325206
724 => 0.076343451098129
725 => 0.077500940729733
726 => 0.075147440669491
727 => 0.07555592690204
728 => 0.075455775511144
729 => 0.076549202135845
730 => 0.076552615694416
731 => 0.075897051812196
801 => 0.076252443628057
802 => 0.076054073666108
803 => 0.076412554998658
804 => 0.075032197770293
805 => 0.076713323874086
806 => 0.077666414045564
807 => 0.07767964770352
808 => 0.078131404880609
809 => 0.078590416336543
810 => 0.079471448854735
811 => 0.078565844817792
812 => 0.076936751314106
813 => 0.077054366603132
814 => 0.076099229677983
815 => 0.076115285702254
816 => 0.076029577386361
817 => 0.076286794494179
818 => 0.075088642460886
819 => 0.075369846348267
820 => 0.074976159259205
821 => 0.075555071103194
822 => 0.074932257656618
823 => 0.075455727215111
824 => 0.075681639323265
825 => 0.076515259865896
826 => 0.074809131224676
827 => 0.071330219430473
828 => 0.072061528867343
829 => 0.070979864767096
830 => 0.07107997689776
831 => 0.071282219334427
901 => 0.07062668542758
902 => 0.070751740638759
903 => 0.070747272786615
904 => 0.070708771250574
905 => 0.070538241563482
906 => 0.070290939778928
907 => 0.071276113973114
908 => 0.071443514266085
909 => 0.071815624380851
910 => 0.072922771677694
911 => 0.072812141554408
912 => 0.072992583875487
913 => 0.072598679301712
914 => 0.071098249001191
915 => 0.071179729585298
916 => 0.070163665395855
917 => 0.071789641335104
918 => 0.071404588770856
919 => 0.07115634287777
920 => 0.07108860668586
921 => 0.072198498386705
922 => 0.072530595379018
923 => 0.072323654819608
924 => 0.071899213694839
925 => 0.072714266129151
926 => 0.072932339776271
927 => 0.072981158423615
928 => 0.074425275066414
929 => 0.073061868501813
930 => 0.073390054013008
1001 => 0.075950463686667
1002 => 0.073628525425041
1003 => 0.074858507907627
1004 => 0.074798306665624
1005 => 0.075427524083377
1006 => 0.074746692471888
1007 => 0.074755132195682
1008 => 0.075313834635767
1009 => 0.074529237821184
1010 => 0.074334960616083
1011 => 0.074066568048676
1012 => 0.074652593400663
1013 => 0.075003889095533
1014 => 0.077835074397922
1015 => 0.079664149221001
1016 => 0.079584744259089
1017 => 0.0803103569711
1018 => 0.079983461798489
1019 => 0.078927831055536
1020 => 0.080729664013301
1021 => 0.080159488673571
1022 => 0.080206493235816
1023 => 0.080204743723661
1024 => 0.080583860478988
1025 => 0.080315221512299
1026 => 0.079785706533729
1027 => 0.080137223287933
1028 => 0.081181102378379
1029 => 0.084421335105245
1030 => 0.086234612266573
1031 => 0.084312173543315
1101 => 0.085638246032138
1102 => 0.084843075066784
1103 => 0.084698568848092
1104 => 0.085531440367061
1105 => 0.086365769717369
1106 => 0.086312626544659
1107 => 0.085706946279621
1108 => 0.08536481286647
1109 => 0.087955561693957
1110 => 0.089864381297796
1111 => 0.089734212597703
1112 => 0.090308734906783
1113 => 0.09199555017555
1114 => 0.092149771423869
1115 => 0.092130343091316
1116 => 0.091748089636034
1117 => 0.093408978328777
1118 => 0.094794520896819
1119 => 0.091659609005501
1120 => 0.092853342414705
1121 => 0.093389247801785
1122 => 0.094176115905982
1123 => 0.095503694292169
1124 => 0.096945796542344
1125 => 0.097149725612365
1126 => 0.097005028178281
1127 => 0.096053922978501
1128 => 0.097631888468501
1129 => 0.098556223644698
1130 => 0.099106644089089
1201 => 0.10050241875484
1202 => 0.093392557371011
1203 => 0.088359844100501
1204 => 0.08757391325005
1205 => 0.089172134539646
1206 => 0.089593572748137
1207 => 0.089423691534733
1208 => 0.083758915194501
1209 => 0.087544089374972
1210 => 0.091616618526673
1211 => 0.091773060957287
1212 => 0.093811854203197
1213 => 0.094475768857025
1214 => 0.096117264650722
1215 => 0.096014588641895
1216 => 0.096414266745757
1217 => 0.096322387671139
1218 => 0.099362912971244
1219 => 0.10271706389964
1220 => 0.10260092031853
1221 => 0.10211872143806
1222 => 0.10283486900269
1223 => 0.10629671221345
1224 => 0.10597800116551
1225 => 0.10628760180084
1226 => 0.11036931004725
1227 => 0.11567611138383
1228 => 0.11321056936885
1229 => 0.11856008610075
1230 => 0.12192732331779
1231 => 0.12775061190582
]
'min_raw' => 0.05215774494781
'max_raw' => 0.12775061190582
'avg_raw' => 0.089954178426816
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.052157'
'max' => '$0.12775'
'avg' => '$0.089954'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.023256785468775
'max_diff' => 0.051827605045247
'year' => 2028
]
3 => [
'items' => [
101 => 0.1270215074943
102 => 0.12928847100836
103 => 0.12571625842899
104 => 0.11751373628349
105 => 0.11621565575597
106 => 0.1188144458447
107 => 0.12520331769161
108 => 0.11861323753417
109 => 0.11994640216708
110 => 0.11956245066312
111 => 0.11954199151916
112 => 0.12032283383067
113 => 0.11919018133183
114 => 0.1145755512913
115 => 0.11669040904469
116 => 0.11587376090229
117 => 0.11677989290143
118 => 0.12166991358353
119 => 0.11950791887644
120 => 0.11723043307871
121 => 0.12008690568362
122 => 0.12372417690015
123 => 0.12349656300423
124 => 0.1230548969109
125 => 0.12554454555408
126 => 0.12965671571401
127 => 0.1307682187842
128 => 0.13158870762693
129 => 0.13170183917607
130 => 0.13286716444308
131 => 0.12660091678258
201 => 0.13654561274845
202 => 0.13826278702508
203 => 0.13794002943065
204 => 0.13984859636938
205 => 0.13928704756034
206 => 0.13847345144034
207 => 0.14149893600206
208 => 0.13803046209607
209 => 0.13310740005523
210 => 0.13040651085251
211 => 0.13396325962917
212 => 0.13613524199366
213 => 0.13757078417256
214 => 0.13800517836852
215 => 0.12708734775074
216 => 0.12120324257841
217 => 0.12497488653247
218 => 0.12957655246139
219 => 0.126575354296
220 => 0.12669299558206
221 => 0.12241407569922
222 => 0.12995514192519
223 => 0.12885647200641
224 => 0.13455637348852
225 => 0.13319604625525
226 => 0.13784409464501
227 => 0.13662010773092
228 => 0.14170080897912
301 => 0.14372763826152
302 => 0.14713100007745
303 => 0.14963452688343
304 => 0.15110464570874
305 => 0.15101638528875
306 => 0.15684172848491
307 => 0.15340672712412
308 => 0.14909155584731
309 => 0.14901350801311
310 => 0.15124839636381
311 => 0.15593210923522
312 => 0.15714652783753
313 => 0.15782522216218
314 => 0.15678577817845
315 => 0.15305733039009
316 => 0.15144740553873
317 => 0.1528191081561
318 => 0.15114163372681
319 => 0.15403742520796
320 => 0.15801396541928
321 => 0.15719282559058
322 => 0.15993777292574
323 => 0.16277850464074
324 => 0.16684087857844
325 => 0.16790293355502
326 => 0.16965847004499
327 => 0.17146549375685
328 => 0.17204586107245
329 => 0.17315396235533
330 => 0.17314812211459
331 => 0.17648745991436
401 => 0.18017085291819
402 => 0.18156124850639
403 => 0.1847583864946
404 => 0.17928339973087
405 => 0.18343624008327
406 => 0.18718220603348
407 => 0.18271611099959
408 => 0.18887158253712
409 => 0.18911058554832
410 => 0.19271924726005
411 => 0.18906117727928
412 => 0.18688902700167
413 => 0.19315994346372
414 => 0.19619424240768
415 => 0.19528028687182
416 => 0.18832504011632
417 => 0.18427678818006
418 => 0.17368173201337
419 => 0.18623203371518
420 => 0.1923449195768
421 => 0.1883092092187
422 => 0.19034458678008
423 => 0.20144894678154
424 => 0.20567676811603
425 => 0.20479741083316
426 => 0.20494600773851
427 => 0.20722726339021
428 => 0.21734360726031
429 => 0.21128165951833
430 => 0.21591579143023
501 => 0.21837371828669
502 => 0.22065677773272
503 => 0.21505030530161
504 => 0.20775636704417
505 => 0.20544607061934
506 => 0.18790793735875
507 => 0.18699500135828
508 => 0.18648254271643
509 => 0.18325156346826
510 => 0.18071289881889
511 => 0.17869405843514
512 => 0.17339601839141
513 => 0.17518395138057
514 => 0.16673998133776
515 => 0.17214213413523
516 => 0.15866535406011
517 => 0.16988921697135
518 => 0.16378057867519
519 => 0.16788236499976
520 => 0.16786805425369
521 => 0.16031536515761
522 => 0.15595913170759
523 => 0.15873509320908
524 => 0.16171114429478
525 => 0.1621939985708
526 => 0.16605252648629
527 => 0.16712935868872
528 => 0.16386650684286
529 => 0.15838607774806
530 => 0.1596590564315
531 => 0.1559333348352
601 => 0.1494041510455
602 => 0.15409352483187
603 => 0.15569468321976
604 => 0.15640184597982
605 => 0.14998114360447
606 => 0.14796361951791
607 => 0.14688950662289
608 => 0.15755724569913
609 => 0.15814164852678
610 => 0.15515176103426
611 => 0.16866633601322
612 => 0.16560757146989
613 => 0.1690249608803
614 => 0.15954354695871
615 => 0.15990574973893
616 => 0.15541709644205
617 => 0.15793044235638
618 => 0.15615409047306
619 => 0.15772738884388
620 => 0.15867041740039
621 => 0.16315833415343
622 => 0.16994046177163
623 => 0.16248798904936
624 => 0.1592408399629
625 => 0.16125535299348
626 => 0.16662026666335
627 => 0.17474838549808
628 => 0.16993637555428
629 => 0.17207186385411
630 => 0.17253837304636
701 => 0.1689901750641
702 => 0.17487921261878
703 => 0.17803519568679
704 => 0.18127258127589
705 => 0.18408351247343
706 => 0.17997949827997
707 => 0.18437138175429
708 => 0.18083229894579
709 => 0.1776573758029
710 => 0.17766219085076
711 => 0.175670515185
712 => 0.17181139261531
713 => 0.1710997112039
714 => 0.17480196778152
715 => 0.17777082695178
716 => 0.17801535641292
717 => 0.17965906939506
718 => 0.18063180180631
719 => 0.19016590180208
720 => 0.19400059569059
721 => 0.19868958679042
722 => 0.20051621308087
723 => 0.20601370333333
724 => 0.20157403347014
725 => 0.2006134829684
726 => 0.18727836983128
727 => 0.18946199386044
728 => 0.1929581866195
729 => 0.18733602076215
730 => 0.19090199095444
731 => 0.19160598900798
801 => 0.18714498171767
802 => 0.18952779846017
803 => 0.18319974364801
804 => 0.17007839607396
805 => 0.17489382042957
806 => 0.17843959360961
807 => 0.17337933809101
808 => 0.18244965024917
809 => 0.17715096113562
810 => 0.17547153106856
811 => 0.1689194756169
812 => 0.17201179357834
813 => 0.17619419789892
814 => 0.17360995828549
815 => 0.17897264350888
816 => 0.18656763596111
817 => 0.19198027987219
818 => 0.19239579546261
819 => 0.18891582804677
820 => 0.19449249803951
821 => 0.19453311799222
822 => 0.18824261145904
823 => 0.18438971123315
824 => 0.18351432419526
825 => 0.18570121264565
826 => 0.18835649894631
827 => 0.19254314537244
828 => 0.19507304812455
829 => 0.20166969274531
830 => 0.20345455563907
831 => 0.20541557882269
901 => 0.20803611055316
902 => 0.21118273078613
903 => 0.20429810485358
904 => 0.20457164387642
905 => 0.19816077553217
906 => 0.19130984329481
907 => 0.1965088468822
908 => 0.20330585247826
909 => 0.2017466118845
910 => 0.20157116546531
911 => 0.20186621767761
912 => 0.20069060118995
913 => 0.19537333138666
914 => 0.19270303177932
915 => 0.19614839953887
916 => 0.1979794591674
917 => 0.20081927296607
918 => 0.20046920597419
919 => 0.20778426134582
920 => 0.21062667066744
921 => 0.20989946072941
922 => 0.2100332848593
923 => 0.21517933116493
924 => 0.22090279302193
925 => 0.22626357032833
926 => 0.23171678325514
927 => 0.22514272222935
928 => 0.22180481947217
929 => 0.22524868309194
930 => 0.2234213205794
1001 => 0.2339218876074
1002 => 0.23464892408566
1003 => 0.24514873180315
1004 => 0.25511429962089
1005 => 0.24885510502626
1006 => 0.25475724360868
1007 => 0.26114088769399
1008 => 0.27345597284348
1009 => 0.26930868541505
1010 => 0.26613192824115
1011 => 0.2631299080618
1012 => 0.26937663549775
1013 => 0.27741295055019
1014 => 0.27914389584162
1015 => 0.28194868848572
1016 => 0.27899979197417
1017 => 0.28255141301204
1018 => 0.29509019593707
1019 => 0.29170210610783
1020 => 0.28689047388769
1021 => 0.29678863876948
1022 => 0.30037074616206
1023 => 0.3255118518074
1024 => 0.35725353621192
1025 => 0.34411227044131
1026 => 0.3359550627115
1027 => 0.33787220001956
1028 => 0.34946318864026
1029 => 0.35318584630564
1030 => 0.34306637949409
1031 => 0.34664074624794
1101 => 0.36633585848564
1102 => 0.37690165430632
1103 => 0.36255188440614
1104 => 0.32296143837169
1105 => 0.28645723905147
1106 => 0.29613979651671
1107 => 0.29504209498489
1108 => 0.31620203606902
1109 => 0.29162130128592
1110 => 0.29203517781885
1111 => 0.31363268407583
1112 => 0.30787083968146
1113 => 0.29853738968386
1114 => 0.28652538356547
1115 => 0.26432007927953
1116 => 0.24465222203275
1117 => 0.28322541933069
1118 => 0.2815620729224
1119 => 0.27915330082906
1120 => 0.28451376246642
1121 => 0.31054264258386
1122 => 0.30994259264989
1123 => 0.30612538111814
1124 => 0.30902070242162
1125 => 0.29802982586069
1126 => 0.30086242500805
1127 => 0.28645145659979
1128 => 0.29296581617553
1129 => 0.29851736429203
1130 => 0.2996319197685
1201 => 0.30214307016758
1202 => 0.28068556494827
1203 => 0.29031935483249
1204 => 0.29597830382542
1205 => 0.27041096640101
1206 => 0.2954729197698
1207 => 0.28031203752104
1208 => 0.27516620637701
1209 => 0.28209439010075
1210 => 0.27939447016573
1211 => 0.27707323755021
1212 => 0.27577794986692
1213 => 0.2808652433579
1214 => 0.28062791503592
1215 => 0.27230411548355
1216 => 0.26144605828896
1217 => 0.26509037868704
1218 => 0.26376636292073
1219 => 0.2589679589822
1220 => 0.26220150387527
1221 => 0.2479626086258
1222 => 0.22346532942246
1223 => 0.23964898243614
1224 => 0.23902592939954
1225 => 0.23871175780528
1226 => 0.25087332576175
1227 => 0.24970427161784
1228 => 0.24758242689925
1229 => 0.25892898963997
1230 => 0.2547873416068
1231 => 0.26755092495002
]
'min_raw' => 0.1145755512913
'max_raw' => 0.37690165430632
'avg_raw' => 0.24573860279881
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.114575'
'max' => '$0.3769016'
'avg' => '$0.245738'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.062417806343488
'max_diff' => 0.2491510424005
'year' => 2029
]
4 => [
'items' => [
101 => 0.27595784643668
102 => 0.27382557921225
103 => 0.28173232950463
104 => 0.26517433646852
105 => 0.27067423756374
106 => 0.27180775955693
107 => 0.25878897481703
108 => 0.24989554333372
109 => 0.24930245284633
110 => 0.23388246824463
111 => 0.24211969955309
112 => 0.24936812222474
113 => 0.24589669026534
114 => 0.24479773861308
115 => 0.25041204427097
116 => 0.25084832390387
117 => 0.24090110203902
118 => 0.24296944445227
119 => 0.25159477614884
120 => 0.24275210822384
121 => 0.22557224888717
122 => 0.22131140624154
123 => 0.2207429312897
124 => 0.20918718810306
125 => 0.22159613612114
126 => 0.21617929777211
127 => 0.23329102521299
128 => 0.22351689827079
129 => 0.22309555519362
130 => 0.22245863333487
131 => 0.21251212781239
201 => 0.21468978038841
202 => 0.22192862921696
203 => 0.22451153203045
204 => 0.22424211410591
205 => 0.22189315490856
206 => 0.22296849640049
207 => 0.21950444678117
208 => 0.21828121876263
209 => 0.21442037466075
210 => 0.20874600041639
211 => 0.20953505695803
212 => 0.19829263679917
213 => 0.19216716961622
214 => 0.19047172103234
215 => 0.18820449632831
216 => 0.19072781009552
217 => 0.19826078843539
218 => 0.189174418347
219 => 0.1735964741652
220 => 0.17453273515405
221 => 0.17663623561761
222 => 0.1727163764198
223 => 0.16900655865792
224 => 0.17223194421485
225 => 0.16563136390461
226 => 0.17743388421346
227 => 0.17711465911529
228 => 0.18151390882347
301 => 0.18426484994768
302 => 0.17792482128413
303 => 0.17633032122051
304 => 0.17723862092273
305 => 0.16222645010751
306 => 0.18028709419284
307 => 0.18044328339287
308 => 0.17910589663696
309 => 0.18872263205257
310 => 0.20901694331451
311 => 0.20138140708099
312 => 0.19842469666607
313 => 0.19280398800596
314 => 0.2002932485709
315 => 0.19971819021017
316 => 0.19711755821858
317 => 0.19554468787559
318 => 0.19844274970938
319 => 0.19518558594296
320 => 0.19460050982964
321 => 0.19105558515198
322 => 0.18979020832586
323 => 0.1888533736999
324 => 0.18782201082819
325 => 0.19009694032357
326 => 0.18494165079513
327 => 0.17872487700309
328 => 0.17820801952871
329 => 0.17963510845806
330 => 0.1790037278411
331 => 0.17820499672123
401 => 0.17668000149192
402 => 0.17622756798375
403 => 0.17769775739576
404 => 0.17603799926697
405 => 0.17848706279771
406 => 0.17782105303021
407 => 0.17410077660866
408 => 0.16946393476466
409 => 0.16942265714614
410 => 0.1684236571768
411 => 0.16715128051519
412 => 0.16679733443596
413 => 0.17196031123958
414 => 0.18264751870817
415 => 0.18054936415888
416 => 0.18206549584827
417 => 0.18952336318936
418 => 0.1918939949512
419 => 0.19021137667814
420 => 0.18790810500659
421 => 0.18800943727084
422 => 0.19588041382025
423 => 0.1963713169729
424 => 0.19761167086829
425 => 0.19920587614783
426 => 0.19048287673078
427 => 0.18759858478274
428 => 0.18623184724334
429 => 0.18202282461597
430 => 0.18656189466526
501 => 0.1839171729299
502 => 0.18427403624856
503 => 0.18404162854412
504 => 0.18416853886608
505 => 0.1774305851685
506 => 0.17988554135948
507 => 0.17580370054539
508 => 0.17033857390346
509 => 0.17032025288264
510 => 0.17165783488581
511 => 0.17086218877074
512 => 0.168721125533
513 => 0.16902525346039
514 => 0.16636077279803
515 => 0.16934876965478
516 => 0.16943445471306
517 => 0.16828391316593
518 => 0.17288733458785
519 => 0.17477336010044
520 => 0.17401604900713
521 => 0.1747202251353
522 => 0.18063655195301
523 => 0.18160117137173
524 => 0.18202959159835
525 => 0.18145556524948
526 => 0.17482836472877
527 => 0.1751223092529
528 => 0.17296553937012
529 => 0.17114329609398
530 => 0.17121617626862
531 => 0.1721530461876
601 => 0.17624441207048
602 => 0.18485445037181
603 => 0.18518119503149
604 => 0.18557721909083
605 => 0.18396639021573
606 => 0.18348054881344
607 => 0.18412149902936
608 => 0.18735497672103
609 => 0.19567235922465
610 => 0.19273244074857
611 => 0.19034224126496
612 => 0.19243909060524
613 => 0.19211629708495
614 => 0.18939159492581
615 => 0.18931512161111
616 => 0.18408554702774
617 => 0.18215229237592
618 => 0.18053672008726
619 => 0.17877255732362
620 => 0.17772670250207
621 => 0.17933361084049
622 => 0.17970112978987
623 => 0.17618759662395
624 => 0.17570871503639
625 => 0.17857794206456
626 => 0.17731530222503
627 => 0.17861395861195
628 => 0.17891525803338
629 => 0.17886674188701
630 => 0.17754840088128
701 => 0.17838867212484
702 => 0.17640118013691
703 => 0.17424008111168
704 => 0.17286143457481
705 => 0.17165838262046
706 => 0.17232590576652
707 => 0.16994630763572
708 => 0.16918502630183
709 => 0.17810400713422
710 => 0.18469255417032
711 => 0.18459675408706
712 => 0.18401359571802
713 => 0.18314714067099
714 => 0.18729159013753
715 => 0.18584774681427
716 => 0.18689826346909
717 => 0.18716566404778
718 => 0.1879750050636
719 => 0.18826427491154
720 => 0.18738990052023
721 => 0.18445539326716
722 => 0.17714288019709
723 => 0.17373888562322
724 => 0.17261551071583
725 => 0.17265634326012
726 => 0.17152999940407
727 => 0.17186175814887
728 => 0.17141462725161
729 => 0.1705678695048
730 => 0.17227362086176
731 => 0.17247019281547
801 => 0.17207205006655
802 => 0.1721658270969
803 => 0.16886937518479
804 => 0.16911999726415
805 => 0.16772450167875
806 => 0.16746286307944
807 => 0.16393517175927
808 => 0.15768535523855
809 => 0.1611483602754
810 => 0.15696553716308
811 => 0.15538143867034
812 => 0.16288031455714
813 => 0.16212763540455
814 => 0.16083937587707
815 => 0.15893377153912
816 => 0.15822696435364
817 => 0.15393262764267
818 => 0.15367889532039
819 => 0.15580728455119
820 => 0.15482510615458
821 => 0.15344575570568
822 => 0.14844988820231
823 => 0.14283287905362
824 => 0.14300242125256
825 => 0.14478908735459
826 => 0.14998406001098
827 => 0.14795429432019
828 => 0.14648167602264
829 => 0.14620589888225
830 => 0.14965782717275
831 => 0.15454302890513
901 => 0.15683505625773
902 => 0.15456372676121
903 => 0.15195454573266
904 => 0.15211335449209
905 => 0.15316983802098
906 => 0.15328085950199
907 => 0.15158255088055
908 => 0.15206061480959
909 => 0.1513343919863
910 => 0.14687756386029
911 => 0.14679695397225
912 => 0.14570317647406
913 => 0.14567005732611
914 => 0.14380926894612
915 => 0.14354893178873
916 => 0.13985422351847
917 => 0.14228609169057
918 => 0.14065492219953
919 => 0.13819636502257
920 => 0.13777250883857
921 => 0.13775976720986
922 => 0.14028415570728
923 => 0.1422565927412
924 => 0.1406832970912
925 => 0.14032508816874
926 => 0.14414982230957
927 => 0.14366309002692
928 => 0.14324158300924
929 => 0.15410561267136
930 => 0.14550588546298
1001 => 0.14175591354486
1002 => 0.13711461119584
1003 => 0.13862584264416
1004 => 0.13894428131493
1005 => 0.12778278582315
1006 => 0.12325456849222
1007 => 0.12170065494651
1008 => 0.12080635573184
1009 => 0.12121389911387
1010 => 0.1171379724091
1011 => 0.11987706256431
1012 => 0.11634765456749
1013 => 0.11575593783114
1014 => 0.1220669565392
1015 => 0.12294509792399
1016 => 0.11919867395933
1017 => 0.12160448463559
1018 => 0.12073210424111
1019 => 0.11640815613758
1020 => 0.11624301312484
1021 => 0.11407340796062
1022 => 0.11067839599695
1023 => 0.10912678442922
1024 => 0.10831869165304
1025 => 0.10865212648191
1026 => 0.10848353162916
1027 => 0.10738333617302
1028 => 0.10854659354486
1029 => 0.10557495165093
1030 => 0.10439161990462
1031 => 0.1038571364079
1101 => 0.10121963318571
1102 => 0.10541707371522
1103 => 0.1062440223775
1104 => 0.1070726003841
1105 => 0.1142848062373
1106 => 0.11392450481436
1107 => 0.11718145420386
1108 => 0.11705489513973
1109 => 0.11612596041476
1110 => 0.11220693761247
1111 => 0.1137689902516
1112 => 0.10896123502523
1113 => 0.1125635321364
1114 => 0.11091959417039
1115 => 0.11200771505644
1116 => 0.11005117559141
1117 => 0.11113400531489
1118 => 0.1064401225831
1119 => 0.10205704093286
1120 => 0.10382092093904
1121 => 0.10573846022991
1122 => 0.10989617399245
1123 => 0.10741987397588
1124 => 0.1083104451011
1125 => 0.10532718091139
1126 => 0.09917185476073
1127 => 0.099206693238277
1128 => 0.098259830411067
1129 => 0.097441602684121
1130 => 0.10770430682119
1201 => 0.10642797733241
1202 => 0.10439431333389
1203 => 0.1071164534105
1204 => 0.10783623045292
1205 => 0.10785672149343
1206 => 0.10984272462472
1207 => 0.11090265485189
1208 => 0.11108947214843
1209 => 0.11421449098595
1210 => 0.11526195608029
1211 => 0.11957631656106
1212 => 0.11081272717744
1213 => 0.11063224682112
1214 => 0.10715475950379
1215 => 0.10494928207023
1216 => 0.10730577043053
1217 => 0.10939329742501
1218 => 0.10721962478646
1219 => 0.10750346054433
1220 => 0.10458548262265
1221 => 0.10562852242603
1222 => 0.10652692881733
1223 => 0.10603088161394
1224 => 0.10528827494151
1225 => 0.10922214401731
1226 => 0.1090001797071
1227 => 0.11266348902974
1228 => 0.11551930061251
1229 => 0.12063742550621
1230 => 0.11529639536575
1231 => 0.11510174699876
]
'min_raw' => 0.097441602684121
'max_raw' => 0.28173232950463
'avg_raw' => 0.18958696609437
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.097441'
'max' => '$0.281732'
'avg' => '$0.189586'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.017133948607177
'max_diff' => -0.095169324801691
'year' => 2030
]
5 => [
'items' => [
101 => 0.11700446600867
102 => 0.11526166478392
103 => 0.11636305499851
104 => 0.12045997451522
105 => 0.12054653596876
106 => 0.11909652009372
107 => 0.11900828649595
108 => 0.11928677790618
109 => 0.12091791079447
110 => 0.12034794284365
111 => 0.12100752418616
112 => 0.12183234075483
113 => 0.12524413179784
114 => 0.12606670306775
115 => 0.12406828133618
116 => 0.12424871644316
117 => 0.12350125185766
118 => 0.12277921043376
119 => 0.124402254109
120 => 0.1273683983265
121 => 0.12734994609727
122 => 0.12803803390213
123 => 0.12846670690413
124 => 0.12662652857173
125 => 0.12542864014258
126 => 0.12588798678993
127 => 0.12662249208233
128 => 0.12564979662303
129 => 0.11964586965182
130 => 0.12146707756255
131 => 0.12116393951368
201 => 0.12073223406926
202 => 0.12256347270648
203 => 0.12238684527258
204 => 0.1170961678895
205 => 0.11743485989
206 => 0.11711676487183
207 => 0.11814459495166
208 => 0.11520615858656
209 => 0.11611000182179
210 => 0.11667688382593
211 => 0.11701078168136
212 => 0.11821704969106
213 => 0.11807550806282
214 => 0.11820825126472
215 => 0.11999682828017
216 => 0.1290428370588
217 => 0.12953519135773
218 => 0.12711065871969
219 => 0.1280792116868
220 => 0.1262198017892
221 => 0.12746803611042
222 => 0.12832204633128
223 => 0.12446293835992
224 => 0.12423442703126
225 => 0.12236734268758
226 => 0.12337060805681
227 => 0.12177434071704
228 => 0.12216600888716
301 => 0.12107087053849
302 => 0.12304190152622
303 => 0.12524582043776
304 => 0.12580261739021
305 => 0.12433792432448
306 => 0.12327739001691
307 => 0.12141544113453
308 => 0.12451190362216
309 => 0.12541740361652
310 => 0.12450714741617
311 => 0.12429622116506
312 => 0.12389651630034
313 => 0.12438102044164
314 => 0.12541247206909
315 => 0.1249260585295
316 => 0.1252473432419
317 => 0.12402293722559
318 => 0.12662713774733
319 => 0.13076323491084
320 => 0.13077653313954
321 => 0.130290116978
322 => 0.13009108596468
323 => 0.13059017846462
324 => 0.13086091567199
325 => 0.13247488929887
326 => 0.13420674730407
327 => 0.14228857294545
328 => 0.1400192286453
329 => 0.1471899051443
330 => 0.1528609792592
331 => 0.15456148642024
401 => 0.15299709984712
402 => 0.147645417887
403 => 0.14738283883849
404 => 0.15538051110876
405 => 0.15312080237581
406 => 0.15285201721236
407 => 0.14999259719295
408 => 0.15168286857048
409 => 0.15131318142543
410 => 0.15072961218125
411 => 0.15395453222426
412 => 0.15999129465416
413 => 0.15905040861706
414 => 0.15834808083681
415 => 0.15527068494831
416 => 0.15712396463444
417 => 0.15646404723545
418 => 0.15929947117547
419 => 0.15761982884573
420 => 0.15310368285967
421 => 0.15382289399337
422 => 0.15371418667736
423 => 0.15595137553767
424 => 0.15527982697225
425 => 0.15358305604199
426 => 0.15997066165646
427 => 0.15955588607758
428 => 0.16014394301753
429 => 0.16040282386876
430 => 0.16429084684404
501 => 0.16588364545416
502 => 0.16624523862452
503 => 0.16775827411267
504 => 0.16620759292323
505 => 0.17241142329792
506 => 0.17653660849355
507 => 0.18132822337836
508 => 0.18833006058974
509 => 0.19096281615183
510 => 0.19048723242442
511 => 0.19579594548722
512 => 0.20533558485502
513 => 0.19241546628938
514 => 0.20602038251149
515 => 0.20171322311188
516 => 0.1915010256579
517 => 0.19084348053576
518 => 0.19775929921765
519 => 0.2130979194312
520 => 0.2092557690369
521 => 0.21310420381283
522 => 0.20861480022506
523 => 0.20839186349726
524 => 0.21288616350111
525 => 0.22338734043166
526 => 0.21839862490269
527 => 0.21124607790867
528 => 0.2165274073031
529 => 0.21195223101769
530 => 0.20164307833545
531 => 0.2092528310169
601 => 0.20416440611209
602 => 0.20564947901486
603 => 0.21634459131869
604 => 0.21505772711054
605 => 0.2167230485563
606 => 0.21378379979357
607 => 0.2110380779722
608 => 0.20591298429261
609 => 0.20439569671816
610 => 0.20481502041745
611 => 0.20439548892215
612 => 0.20152804611047
613 => 0.2009088221083
614 => 0.19987675497585
615 => 0.20019663573575
616 => 0.19825604758486
617 => 0.20191833837156
618 => 0.20259809181356
619 => 0.20526320163841
620 => 0.20553990218159
621 => 0.21296219510833
622 => 0.20887412089085
623 => 0.21161675402328
624 => 0.21137142710125
625 => 0.19172235494282
626 => 0.19442982372102
627 => 0.19864179548939
628 => 0.19674430791693
629 => 0.19406170443319
630 => 0.19189535828796
701 => 0.18861312235768
702 => 0.19323280639979
703 => 0.19930719966654
704 => 0.20569395881911
705 => 0.21336723146388
706 => 0.21165464633631
707 => 0.20555051232443
708 => 0.20582433931713
709 => 0.20751703003906
710 => 0.205324841757
711 => 0.20467832263602
712 => 0.20742820823981
713 => 0.20744714519065
714 => 0.20492476763734
715 => 0.20212160657705
716 => 0.20210986122986
717 => 0.20161106579451
718 => 0.20870353482492
719 => 0.21260367566216
720 => 0.21305082052375
721 => 0.21257357925031
722 => 0.21275725047543
723 => 0.21048784445598
724 => 0.21567503364499
725 => 0.22043531140466
726 => 0.21915945527656
727 => 0.21724676556692
728 => 0.21572321608556
729 => 0.21880055543786
730 => 0.21866352636068
731 => 0.2203937345312
801 => 0.22031524229442
802 => 0.21973343836309
803 => 0.21915947605461
804 => 0.22143517172998
805 => 0.22077980792203
806 => 0.22012342615307
807 => 0.2188069520284
808 => 0.21898588272626
809 => 0.21707352326946
810 => 0.21618877828113
811 => 0.20288433645668
812 => 0.19932895486601
813 => 0.2004475502909
814 => 0.20081582094909
815 => 0.19926851432448
816 => 0.20148695455371
817 => 0.20114121299389
818 => 0.20248629115109
819 => 0.20164594471498
820 => 0.20168043282584
821 => 0.20415171251369
822 => 0.20486913552064
823 => 0.20450424838899
824 => 0.2047598028284
825 => 0.21064894702182
826 => 0.20981169904175
827 => 0.2093669277393
828 => 0.2094901324297
829 => 0.2109949350358
830 => 0.21141619760633
831 => 0.2096312784934
901 => 0.21047305666555
902 => 0.21405724128502
903 => 0.21531150305456
904 => 0.21931450454311
905 => 0.21761395836309
906 => 0.22073538447443
907 => 0.23032958416808
908 => 0.23799409475149
909 => 0.23094549406969
910 => 0.24502039168659
911 => 0.2559797184055
912 => 0.25555908119231
913 => 0.25364806908508
914 => 0.24117116698438
915 => 0.22968973565119
916 => 0.23929444048873
917 => 0.23931892485658
918 => 0.23849387219305
919 => 0.23336954095884
920 => 0.23831555657373
921 => 0.23870815333195
922 => 0.23848840354725
923 => 0.23455959080461
924 => 0.22856101991257
925 => 0.22973312630633
926 => 0.23165306048962
927 => 0.22801822454042
928 => 0.22685667421217
929 => 0.22901621726638
930 => 0.23597471494568
1001 => 0.23465925126724
1002 => 0.23462489919439
1003 => 0.24025301065417
1004 => 0.23622449747144
1005 => 0.22974791032156
1006 => 0.22811248665052
1007 => 0.22230783437175
1008 => 0.22631712837616
1009 => 0.22646141572977
1010 => 0.22426556637754
1011 => 0.22992609139448
1012 => 0.22987392865993
1013 => 0.23524775470554
1014 => 0.24552049178786
1015 => 0.24248233794193
1016 => 0.23894929556931
1017 => 0.23933343523585
1018 => 0.24354649924034
1019 => 0.24099918456833
1020 => 0.24191521668489
1021 => 0.24354511271602
1022 => 0.24452846945964
1023 => 0.23919194533345
1024 => 0.23794774628417
1025 => 0.23540255168389
1026 => 0.23473855792098
1027 => 0.23681156581568
1028 => 0.23626540147588
1029 => 0.22644928893641
1030 => 0.2254234505597
1031 => 0.22545491155815
1101 => 0.22287539218396
1102 => 0.21894100598273
1103 => 0.22928033800957
1104 => 0.22844994494895
1105 => 0.22753325527735
1106 => 0.22764554453157
1107 => 0.23213349813194
1108 => 0.22953025839663
1109 => 0.23645139789554
1110 => 0.23502861968307
1111 => 0.23356935257807
1112 => 0.2333676374138
1113 => 0.23280594407719
1114 => 0.23087968862909
1115 => 0.2285536194255
1116 => 0.22701774705663
1117 => 0.20941187154703
1118 => 0.21267941963295
1119 => 0.21643843585941
1120 => 0.21773603319748
1121 => 0.21551640315972
1122 => 0.23096733315179
1123 => 0.2337903669502
1124 => 0.22523921343286
1125 => 0.22363964175106
1126 => 0.23107220080495
1127 => 0.22658945910206
1128 => 0.22860803741639
1129 => 0.22424497520412
1130 => 0.23311038077624
1201 => 0.2330428412394
1202 => 0.22959399823758
1203 => 0.23250893672606
1204 => 0.23200239443057
1205 => 0.22810865917564
1206 => 0.23323381912895
1207 => 0.23323636114435
1208 => 0.22991692473941
1209 => 0.2260405497365
1210 => 0.22534754544188
1211 => 0.2248254597979
1212 => 0.2284796363524
1213 => 0.23175595962485
1214 => 0.23785238496547
1215 => 0.23938517114359
1216 => 0.24536773764016
1217 => 0.24180541057733
1218 => 0.24338454402442
1219 => 0.24509891676331
1220 => 0.2459208500983
1221 => 0.24458155383631
1222 => 0.25387494212809
1223 => 0.25465958884198
1224 => 0.25492267409798
1225 => 0.25178899585465
1226 => 0.25457243558125
1227 => 0.25327015631101
1228 => 0.25665832518858
1229 => 0.25718963333089
1230 => 0.25673963423618
1231 => 0.25690827982668
]
'min_raw' => 0.11520615858656
'max_raw' => 0.25718963333089
'avg_raw' => 0.18619789595872
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.1152061'
'max' => '$0.257189'
'avg' => '$0.186197'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.017764555902439
'max_diff' => -0.024542696173738
'year' => 2031
]
6 => [
'items' => [
101 => 0.24897801238568
102 => 0.24856678618337
103 => 0.24295968773561
104 => 0.24524462179865
105 => 0.24097304708753
106 => 0.24232760743052
107 => 0.24292468472299
108 => 0.24261280542924
109 => 0.24537380854229
110 => 0.24302639186053
111 => 0.23683117328633
112 => 0.23063426682897
113 => 0.23055646971629
114 => 0.22892493363055
115 => 0.2277456318713
116 => 0.22797280722811
117 => 0.22877340281645
118 => 0.2276990998003
119 => 0.22792835681734
120 => 0.23173555083174
121 => 0.23249905643966
122 => 0.22990436606304
123 => 0.21948630978891
124 => 0.21692969264752
125 => 0.21876733834883
126 => 0.21788906206314
127 => 0.17585347862901
128 => 0.18572911543423
129 => 0.1798613473895
130 => 0.18256548486754
131 => 0.17657601314504
201 => 0.17943450298613
202 => 0.17890664428782
203 => 0.19478637602928
204 => 0.19453843586
205 => 0.19465711169833
206 => 0.18899240472633
207 => 0.19801643674629
208 => 0.20246199941302
209 => 0.20163924407822
210 => 0.20184631387042
211 => 0.1982881687854
212 => 0.19469156232048
213 => 0.19070237223712
214 => 0.1981137943332
215 => 0.19728977071331
216 => 0.199179784423
217 => 0.20398662143171
218 => 0.20469444644064
219 => 0.20564577043069
220 => 0.20530478850011
221 => 0.21342836145999
222 => 0.21244454317349
223 => 0.21481526218012
224 => 0.2099385133166
225 => 0.20442000907227
226 => 0.20546889631562
227 => 0.20536788003947
228 => 0.20408182690295
229 => 0.20292083563463
301 => 0.20098811228013
302 => 0.207103534963
303 => 0.20685525997015
304 => 0.2108745435163
305 => 0.21016409610828
306 => 0.20541955444155
307 => 0.20558900667537
308 => 0.20672865438374
309 => 0.21067298811469
310 => 0.21184393491676
311 => 0.21130150570388
312 => 0.21258539541659
313 => 0.21360012949712
314 => 0.21271283039399
315 => 0.22527511454615
316 => 0.22005837832677
317 => 0.22260097926228
318 => 0.22320737460352
319 => 0.22165410568805
320 => 0.22199095409742
321 => 0.22250118765193
322 => 0.22559922588093
323 => 0.23372937461842
324 => 0.23733016215046
325 => 0.24816330910032
326 => 0.2370311668713
327 => 0.23637063162082
328 => 0.23832200851618
329 => 0.24468221258082
330 => 0.24983656059161
331 => 0.25154655518826
401 => 0.25177255920314
402 => 0.25498062274475
403 => 0.25681942493996
404 => 0.25459107945035
405 => 0.25270278996541
406 => 0.24593917141346
407 => 0.24672207867757
408 => 0.25211553335551
409 => 0.259734105761
410 => 0.26627163346226
411 => 0.26398241911712
412 => 0.28144750863707
413 => 0.28317910092447
414 => 0.28293985085944
415 => 0.28688467578564
416 => 0.27905500165675
417 => 0.27570766427386
418 => 0.25311105958505
419 => 0.25945978379908
420 => 0.26868802729167
421 => 0.26746663466129
422 => 0.26076483756531
423 => 0.2662665495482
424 => 0.26444751151222
425 => 0.26301276074128
426 => 0.26958563216306
427 => 0.26235849003614
428 => 0.26861593102048
429 => 0.26059069823312
430 => 0.26399287605542
501 => 0.26206163537866
502 => 0.26331138478048
503 => 0.25600537531401
504 => 0.25994752067876
505 => 0.25584136910627
506 => 0.25583942225578
507 => 0.25574877873224
508 => 0.26057964784782
509 => 0.26073718231624
510 => 0.25716716274079
511 => 0.25665266714578
512 => 0.25855502701859
513 => 0.25632786183637
514 => 0.25736993840752
515 => 0.25635942527413
516 => 0.25613193748314
517 => 0.25431927606069
518 => 0.25353833167973
519 => 0.25384456009396
520 => 0.25279924464462
521 => 0.25216940427568
522 => 0.25562348763
523 => 0.25377811023111
524 => 0.25534065707719
525 => 0.25355993773695
526 => 0.24738718868122
527 => 0.24383717542363
528 => 0.2321774246715
529 => 0.23548411552093
530 => 0.23767645497512
531 => 0.23695188679859
601 => 0.23850853961244
602 => 0.2386041054526
603 => 0.23809802175462
604 => 0.2375120416657
605 => 0.23722681896514
606 => 0.23935263529652
607 => 0.24058674322857
608 => 0.23789648556907
609 => 0.23726619584015
610 => 0.2399861948671
611 => 0.24164539270225
612 => 0.25389597729426
613 => 0.25298841441882
614 => 0.25526621913596
615 => 0.25500977328057
616 => 0.25739727550689
617 => 0.26129983261318
618 => 0.25336484284395
619 => 0.25474208269659
620 => 0.25440441528983
621 => 0.25809097949562
622 => 0.25810248854667
623 => 0.25589220914776
624 => 0.2570904374676
625 => 0.25642161929114
626 => 0.2576302641322
627 => 0.2529762933633
628 => 0.25864432739472
629 => 0.26185773745049
630 => 0.26190235565223
701 => 0.26342548651546
702 => 0.2649730756863
703 => 0.26794353833311
704 => 0.2648902310953
705 => 0.25939762860795
706 => 0.25979417676654
707 => 0.25657386593787
708 => 0.2566279999447
709 => 0.2563390283737
710 => 0.25720625381103
711 => 0.25316660057848
712 => 0.25411469911781
713 => 0.25278735561069
714 => 0.25473919731103
715 => 0.25263933829245
716 => 0.25440425245639
717 => 0.25516593090171
718 => 0.25797654076272
719 => 0.25222420893074
720 => 0.24049481492673
721 => 0.24296047575153
722 => 0.23931356971817
723 => 0.23965110475631
724 => 0.24033297925165
725 => 0.2381228009168
726 => 0.23854443329236
727 => 0.23852936961692
728 => 0.23839955900007
729 => 0.23782460625404
730 => 0.23699081102135
731 => 0.24031239459972
801 => 0.24087679637499
802 => 0.24213139160682
803 => 0.24586421601668
804 => 0.24549121883207
805 => 0.24609959271567
806 => 0.24477151594365
807 => 0.23971271042874
808 => 0.23998742790685
809 => 0.23656169655281
810 => 0.242043787954
811 => 0.24074555635013
812 => 0.23990857798961
813 => 0.2396802006894
814 => 0.24342227804896
815 => 0.24454196624482
816 => 0.24384425170064
817 => 0.24241321881494
818 => 0.24516122500237
819 => 0.24589647552906
820 => 0.24606107100698
821 => 0.25093001109318
822 => 0.24633319067062
823 => 0.2474396910348
824 => 0.25607229101164
825 => 0.24824371405001
826 => 0.25239068586468
827 => 0.25218771317416
828 => 0.25430916362867
829 => 0.25201369231639
830 => 0.2520421474344
831 => 0.2539258517185
901 => 0.25128052877934
902 => 0.25062550961834
903 => 0.24972060533876
904 => 0.25169643072797
905 => 0.2528808486899
906 => 0.26242638760395
907 => 0.26859324107189
908 => 0.26832552169892
909 => 0.27077197561813
910 => 0.26966982572058
911 => 0.26611069296893
912 => 0.272185698586
913 => 0.27026331261972
914 => 0.27042179178308
915 => 0.27041589318071
916 => 0.27169411179038
917 => 0.27078837675841
918 => 0.26900308003861
919 => 0.27018824331753
920 => 0.27370775455227
921 => 0.28463242541673
922 => 0.29074601596511
923 => 0.28426437958926
924 => 0.28873532556876
925 => 0.286054351142
926 => 0.28556713833658
927 => 0.28837522281201
928 => 0.29118822246759
929 => 0.29100904655046
930 => 0.28896695324964
1001 => 0.28781342656021
1002 => 0.29654831711239
1003 => 0.30298403567626
1004 => 0.30254516281581
1005 => 0.30448220489274
1006 => 0.31016942034107
1007 => 0.31068938804716
1008 => 0.31062388406752
1009 => 0.30933508985495
1010 => 0.31493489204208
1011 => 0.31960634554573
1012 => 0.30903677123159
1013 => 0.31306152676452
1014 => 0.31486836919278
1015 => 0.31752134994346
1016 => 0.32199737316105
1017 => 0.32685952158188
1018 => 0.32754708267933
1019 => 0.32705922517786
1020 => 0.32385250759276
1021 => 0.32917272841233
1022 => 0.3322891889939
1023 => 0.33414496995129
1024 => 0.33885092168673
1025 => 0.3148795276365
1026 => 0.29791138347215
1027 => 0.29526156273792
1028 => 0.30065007740004
1029 => 0.30207098574384
1030 => 0.30149821937212
1031 => 0.28239903043897
1101 => 0.29516100946085
1102 => 0.30889182583072
1103 => 0.309419282408
1104 => 0.31629321618058
1105 => 0.318531650789
1106 => 0.32406606846303
1107 => 0.32371988913066
1108 => 0.32506743176246
1109 => 0.3247576550476
1110 => 0.3350089983796
1111 => 0.34631775241401
1112 => 0.34592616622144
1113 => 0.34430039902988
1114 => 0.34671494054384
1115 => 0.35838678662708
1116 => 0.35731223007726
1117 => 0.35835607023491
1118 => 0.37211783456347
1119 => 0.39001008577876
1120 => 0.38169733873661
1121 => 0.39973360788955
1122 => 0.41108648325978
1123 => 0.43072010730338
1124 => 0.42826188087548
1125 => 0.43590510663747
1126 => 0.42386114252221
1127 => 0.39620576642685
1128 => 0.39182919729923
1129 => 0.40059119952511
1130 => 0.42213172701374
1201 => 0.39991281165826
1202 => 0.4044076692967
1203 => 0.40311314999444
1204 => 0.40304417056218
1205 => 0.40567683493208
1206 => 0.401858017953
1207 => 0.38629947058815
1208 => 0.39342986115836
1209 => 0.39067647492973
1210 => 0.39373156222894
1211 => 0.41021860836896
1212 => 0.40292929226837
1213 => 0.39525058989235
1214 => 0.40488138671234
1215 => 0.41714470056504
1216 => 0.41637728442343
1217 => 0.41488817635365
1218 => 0.42328220057585
1219 => 0.43714666937258
1220 => 0.44089417957639
1221 => 0.44366051499437
1222 => 0.44404194591089
1223 => 0.44797092140904
1224 => 0.4268438299262
1225 => 0.46037306669165
1226 => 0.46616263965457
1227 => 0.46507443989076
1228 => 0.47150930657657
1229 => 0.46961600556079
1230 => 0.46687290943876
1231 => 0.47707354187117
]
'min_raw' => 0.17585347862901
'max_raw' => 0.47707354187117
'avg_raw' => 0.32646351025009
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.175853'
'max' => '$0.477073'
'avg' => '$0.326463'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.060647320042445
'max_diff' => 0.21988390854028
'year' => 2032
]
7 => [
'items' => [
101 => 0.465379339936
102 => 0.44878089254812
103 => 0.43967465603106
104 => 0.45166648285587
105 => 0.45898947304069
106 => 0.46382950372321
107 => 0.46529409408332
108 => 0.4284838658969
109 => 0.40864519449327
110 => 0.42136155541217
111 => 0.43687639336957
112 => 0.42675764421799
113 => 0.4271542800274
114 => 0.41272760289774
115 => 0.43815283417903
116 => 0.4344485918412
117 => 0.45366620764255
118 => 0.44907976940056
119 => 0.46475098906301
120 => 0.46062423172612
121 => 0.47775417070765
122 => 0.48458776714196
123 => 0.49606243911953
124 => 0.50450325453655
125 => 0.50945986279649
126 => 0.50916228662833
127 => 0.52880283792665
128 => 0.51722149101463
129 => 0.50267258977924
130 => 0.50240944605708
131 => 0.50994452816642
201 => 0.52573599311876
202 => 0.52983049022443
203 => 0.53211875552494
204 => 0.52861419756213
205 => 0.51604347553174
206 => 0.51061550149402
207 => 0.5152402926377
208 => 0.50958457048181
209 => 0.51934793363824
210 => 0.53275511659385
211 => 0.52998658633126
212 => 0.53924136791784
213 => 0.54881909322852
214 => 0.56251567058537
215 => 0.56609646308923
216 => 0.57201537693279
217 => 0.57810788353971
218 => 0.5800646324642
219 => 0.58380067330458
220 => 0.58378098252519
221 => 0.59503979306223
222 => 0.60745860974092
223 => 0.61214642554086
224 => 0.62292579948515
225 => 0.60446649935987
226 => 0.61846809055005
227 => 0.63109787628615
228 => 0.61604012506662
301 => 0.63679372711668
302 => 0.63759954245561
303 => 0.64976639736542
304 => 0.63743295902696
305 => 0.63010940271132
306 => 0.65125223538451
307 => 0.66148258612208
308 => 0.65840112122257
309 => 0.6349510211866
310 => 0.62130205714356
311 => 0.58558008555439
312 => 0.62789430397609
313 => 0.64850432544664
314 => 0.63489764621
315 => 0.6417600637637
316 => 0.67919918879028
317 => 0.69345358359657
318 => 0.6904887691226
319 => 0.6909897739637
320 => 0.69868118666561
321 => 0.73278914632421
322 => 0.71235086628046
323 => 0.72797516556617
324 => 0.7362622375697
325 => 0.74395973189012
326 => 0.72505711865723
327 => 0.70046509657576
328 => 0.69267577087971
329 => 0.63354473011826
330 => 0.63046670265353
331 => 0.6287389125638
401 => 0.61784544044882
402 => 0.60928615533958
403 => 0.60247949403483
404 => 0.58461678213005
405 => 0.59064492303251
406 => 0.562175488494
407 => 0.58038922381692
408 => 0.53495131887493
409 => 0.57279335630526
410 => 0.55219765579824
411 => 0.56602711476911
412 => 0.56597886508958
413 => 0.54051444649024
414 => 0.525827101271
415 => 0.53518644928473
416 => 0.54522041330141
417 => 0.54684839020481
418 => 0.5598576864657
419 => 0.56348830141823
420 => 0.55248736861487
421 => 0.5340097192904
422 => 0.53830165579816
423 => 0.52574012531466
424 => 0.50372652631461
425 => 0.51953707743701
426 => 0.52493549473106
427 => 0.52731974334916
428 => 0.50567189701154
429 => 0.49886967369465
430 => 0.49524822707692
501 => 0.53121525417022
502 => 0.53318560910537
503 => 0.52310499467706
504 => 0.5686703277761
505 => 0.55835748956214
506 => 0.56987945655384
507 => 0.53791220754603
508 => 0.53913339950774
509 => 0.52399959152955
510 => 0.53247351275592
511 => 0.52648441836035
512 => 0.53178890366175
513 => 0.5349683902802
514 => 0.55009971494942
515 => 0.5729661317272
516 => 0.54783959962905
517 => 0.53689160977531
518 => 0.54368368110674
519 => 0.56177186211101
520 => 0.58917638224944
521 => 0.57295235476012
522 => 0.58015230265803
523 => 0.58172517097033
524 => 0.56976217374586
525 => 0.58961747502095
526 => 0.60025809227845
527 => 0.61117316381915
528 => 0.62065041460457
529 => 0.60681344421822
530 => 0.62162098598341
531 => 0.60968872120366
601 => 0.59898424616137
602 => 0.59900048043139
603 => 0.59228540686993
604 => 0.57927410569089
605 => 0.57687462212429
606 => 0.58935703865907
607 => 0.59936675463071
608 => 0.60019120278144
609 => 0.60573309586112
610 => 0.60901273109964
611 => 0.64115761488499
612 => 0.65408655305988
613 => 0.66989581392787
614 => 0.67605441199707
615 => 0.69458958420576
616 => 0.67962092729416
617 => 0.67638236421407
618 => 0.6314220992444
619 => 0.63878434011446
620 => 0.65057199809801
621 => 0.63161647338289
622 => 0.64363939085428
623 => 0.64601296944335
624 => 0.63097237190649
625 => 0.63900620491678
626 => 0.61767072630692
627 => 0.57343118685776
628 => 0.5896667262749
629 => 0.60162154810939
630 => 0.58456054333267
701 => 0.61514173404287
702 => 0.59727683375388
703 => 0.59161451802872
704 => 0.56952380562355
705 => 0.57994977152929
706 => 0.59405103970226
707 => 0.58533809541975
708 => 0.60341876306113
709 => 0.62902581037926
710 => 0.64727491722418
711 => 0.64867585704768
712 => 0.63694290394159
713 => 0.6557450361728
714 => 0.65588198917935
715 => 0.63467310721358
716 => 0.62168278510109
717 => 0.61873135658526
718 => 0.62610460367945
719 => 0.63505708682829
720 => 0.64917265755632
721 => 0.65770240131723
722 => 0.67994344921914
723 => 0.68596123908058
724 => 0.69257296565842
725 => 0.70140827134738
726 => 0.71201732115285
727 => 0.68880532415202
728 => 0.68972758006544
729 => 0.66811288985023
730 => 0.64501449349516
731 => 0.66254329707291
801 => 0.68545987599179
802 => 0.68020278746723
803 => 0.67961125761564
804 => 0.68060604674931
805 => 0.67664237368225
806 => 0.65871482730052
807 => 0.64971172574
808 => 0.66132802368924
809 => 0.66750156906733
810 => 0.677076199559
811 => 0.67589592425497
812 => 0.70055914416128
813 => 0.71014252563981
814 => 0.70769068656159
815 => 0.70814188395878
816 => 0.7254921383637
817 => 0.74478918961395
818 => 0.76286342457998
819 => 0.78124931269389
820 => 0.75908440695915
821 => 0.74783043476838
822 => 0.75944166140533
823 => 0.75328058111192
824 => 0.78868397597301
825 => 0.79113523021953
826 => 0.82653606501221
827 => 0.86013567268345
828 => 0.83903236110464
829 => 0.85893183340943
830 => 0.88045473513484
831 => 0.92197590452812
901 => 0.90799303540881
902 => 0.89728237680292
903 => 0.88716085617388
904 => 0.90822213385676
905 => 0.93531713113367
906 => 0.94115313403445
907 => 0.95060968825843
908 => 0.94066727778436
909 => 0.95264181607978
910 => 0.99491719814139
911 => 0.98349401673322
912 => 0.96727126276558
913 => 1.0006436167324
914 => 1.0127209419012
915 => 1.0974859348804
916 => 1.2045052399839
917 => 1.1601985449444
918 => 1.1326959495653
919 => 1.1391597118496
920 => 1.1782395392413
921 => 1.1907907394678
922 => 1.1566722505941
923 => 1.168723477659
924 => 1.2351269236372
925 => 1.2707502419269
926 => 1.2223689908396
927 => 1.0888870379177
928 => 0.96581058126779
929 => 0.99845599977643
930 => 0.99475502242283
1001 => 1.0660972411279
1002 => 0.98322157763454
1003 => 0.98461699126128
1004 => 1.0574344914964
1005 => 1.0380080308417
1006 => 1.0065396525341
1007 => 0.96604033525443
1008 => 0.89117360152954
1009 => 0.82486204765609
1010 => 0.95491427544074
1011 => 0.94930618689404
1012 => 0.94118484360625
1013 => 0.95925801427209
1014 => 1.0470162008664
1015 => 1.0449930906199
1016 => 1.0321230954314
1017 => 1.0418848733509
1018 => 1.0048283656673
1019 => 1.0143786714584
1020 => 0.96579108532824
1021 => 0.98775470345589
1022 => 1.0064721355274
1023 => 1.0102299371321
1024 => 1.0186964560255
1025 => 0.94635097906344
1026 => 0.9788319742678
1027 => 0.99791151589269
1028 => 0.91170945271178
1029 => 0.99620757826437
1030 => 0.94509160526369
1031 => 0.92774207629111
1101 => 0.95110093142605
1102 => 0.94199796286273
1103 => 0.93417176503624
1104 => 0.92980461217791
1105 => 0.94695677736625
1106 => 0.94615660835894
1107 => 0.91809233701901
1108 => 0.88148363910212
1109 => 0.89377071976257
1110 => 0.88930670816663
1111 => 0.87312855427399
1112 => 0.88403067663988
1113 => 0.83602324717837
1114 => 0.75342895999889
1115 => 0.80799327604109
1116 => 0.80589260922802
1117 => 0.80483335776322
1118 => 0.845836933222
1119 => 0.84189538555508
1120 => 0.83474143794386
1121 => 0.87299716641592
1122 => 0.85903331091146
1123 => 0.90206662327807
1124 => 0.93041114602286
1125 => 0.92322205820552
1126 => 0.94988021884796
1127 => 0.89405378928457
1128 => 0.91259708981793
1129 => 0.91641883835796
1130 => 0.87252509666486
1201 => 0.84254027149933
1202 => 0.84054062551282
1203 => 0.78855107083924
1204 => 0.81632347130084
1205 => 0.84076203440704
1206 => 0.82905785918828
1207 => 0.82535266696631
1208 => 0.84428169047021
1209 => 0.84575263771259
1210 => 0.81221488470242
1211 => 0.81918844555574
1212 => 0.84826935357215
1213 => 0.81845568128765
1214 => 0.7605325860746
1215 => 0.74616685761232
1216 => 0.74425020462254
1217 => 0.70528920967254
1218 => 0.74712684428057
1219 => 0.72886359559527
1220 => 0.78655697936483
1221 => 0.75360282797148
1222 => 0.75218224036954
1223 => 0.75003481385432
1224 => 0.71649947604242
1225 => 0.72384158374132
1226 => 0.74824786796706
1227 => 0.75695630513528
1228 => 0.75604794379251
1229 => 0.74812826385955
1230 => 0.75175385277754
1231 => 0.74007456763379
]
'min_raw' => 0.40864519449327
'max_raw' => 1.2707502419269
'avg_raw' => 0.8396977182101
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.408645'
'max' => '$1.27'
'avg' => '$0.839697'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.23279171586426
'max_diff' => 0.79367670005577
'year' => 2033
]
8 => [
'items' => [
101 => 0.73595036896624
102 => 0.72293326352122
103 => 0.70380171458421
104 => 0.70646207380451
105 => 0.6685574693182
106 => 0.64790502904443
107 => 0.64218870577144
108 => 0.6345445993892
109 => 0.64305212792751
110 => 0.66845009033615
111 => 0.63781475919302
112 => 0.58529263276674
113 => 0.58844930205831
114 => 0.59554140073294
115 => 0.58232532177169
116 => 0.56981741217631
117 => 0.58069202477071
118 => 0.55843770741694
119 => 0.59823072866388
120 => 0.59715443895781
121 => 0.61198681649474
122 => 0.62126180655961
123 => 0.59988595727377
124 => 0.59450998898483
125 => 0.59757238484635
126 => 0.54695780282651
127 => 0.60785052531411
128 => 0.6083771281068
129 => 0.6038680352859
130 => 0.63629153015865
131 => 0.70471521748183
201 => 0.67897147397441
202 => 0.66900271837957
203 => 0.65005210670666
204 => 0.67530267158483
205 => 0.67336382217236
206 => 0.66459560984237
207 => 0.6592925676667
208 => 0.66906358547551
209 => 0.65808183042912
210 => 0.65610920546434
211 => 0.6441572444149
212 => 0.63989093809983
213 => 0.6367323347507
214 => 0.63325502282126
215 => 0.64092510644546
216 => 0.6235436878695
217 => 0.60258340098837
218 => 0.60084077992765
219 => 0.60565230988911
220 => 0.60352356605744
221 => 0.60083058832117
222 => 0.59568896043379
223 => 0.5941635492731
224 => 0.59912039552105
225 => 0.5935244051092
226 => 0.60178159379126
227 => 0.59953609536083
228 => 0.58699292366415
301 => 0.57135948765315
302 => 0.57122031728041
303 => 0.56785211913581
304 => 0.56356221238669
305 => 0.56236885846885
306 => 0.57977619522977
307 => 0.61580886136713
308 => 0.60873478681574
309 => 0.61384653065944
310 => 0.6389912510916
311 => 0.64698400158886
312 => 0.64131093660457
313 => 0.63354529535468
314 => 0.63388694415837
315 => 0.66042449112874
316 => 0.66207960538167
317 => 0.66626154513871
318 => 0.67163651954255
319 => 0.64222631798759
320 => 0.63250172630995
321 => 0.62789367527328
322 => 0.61370266162052
323 => 0.62900645319946
324 => 0.6200895892201
325 => 0.62129277881437
326 => 0.62050920001268
327 => 0.62093708702377
328 => 0.59821960570346
329 => 0.60649666190091
330 => 0.5927344506112
331 => 0.57430839457498
401 => 0.57424662397414
402 => 0.57875637508483
403 => 0.57607379865761
404 => 0.56885505446732
405 => 0.56988044300804
406 => 0.56089696042681
407 => 0.5709712004446
408 => 0.57126009360095
409 => 0.56738096244654
410 => 0.58290171917117
411 => 0.58926058586498
412 => 0.58670725864011
413 => 0.58908143762023
414 => 0.60902874655088
415 => 0.61228102826869
416 => 0.61372547697406
417 => 0.61179010706164
418 => 0.5894460378097
419 => 0.59043709229534
420 => 0.58316539205468
421 => 0.57702157162421
422 => 0.57726729222133
423 => 0.58042601456334
424 => 0.59422034028752
425 => 0.62324968555413
426 => 0.62435132798682
427 => 0.62568655075242
428 => 0.62025552873553
429 => 0.61861748052735
430 => 0.62077848893005
501 => 0.63168038472173
502 => 0.65972302053375
503 => 0.64981088013311
504 => 0.64175215569573
505 => 0.64882182964382
506 => 0.64773350875345
507 => 0.63854698519127
508 => 0.63828915007155
509 => 0.62065727424649
510 => 0.61413917121236
511 => 0.60869215644547
512 => 0.60274415851796
513 => 0.59921798596784
514 => 0.60463578962159
515 => 0.60587490541878
516 => 0.59402878304284
517 => 0.59241420033592
518 => 0.60208799958442
519 => 0.59783092121075
520 => 0.60220943188854
521 => 0.60322528392396
522 => 0.6030617083492
523 => 0.59861682960474
524 => 0.60144986276826
525 => 0.59474889476869
526 => 0.58746259852201
527 => 0.58281439546892
528 => 0.57875822181043
529 => 0.58100882270236
530 => 0.57298584146614
531 => 0.57041912829796
601 => 0.60049009487773
602 => 0.62270384120757
603 => 0.62238084453832
604 => 0.62041468538229
605 => 0.61749337169725
606 => 0.63146667242993
607 => 0.62659865385963
608 => 0.63014054410608
609 => 0.63104210382647
610 => 0.63377085356767
611 => 0.63474614705618
612 => 0.63179813274902
613 => 0.62190423666454
614 => 0.59724958830544
615 => 0.58577278294033
616 => 0.58198524600853
617 => 0.58212291578244
618 => 0.57832536883295
619 => 0.57944391660369
620 => 0.57793638356592
621 => 0.57508148070378
622 => 0.58083254049553
623 => 0.5814952965617
624 => 0.58015293048626
625 => 0.58046910629138
626 => 0.56935488851878
627 => 0.57019987835722
628 => 0.56549486756068
629 => 0.56461273475608
630 => 0.55271887717457
701 => 0.53164718442671
702 => 0.54332294768773
703 => 0.52922026752918
704 => 0.52387936886266
705 => 0.54916235246981
706 => 0.54662464215646
707 => 0.54228118521615
708 => 0.5358563071457
709 => 0.53347325737218
710 => 0.51899460133011
711 => 0.51813912509052
712 => 0.52531513798157
713 => 0.52200365494388
714 => 0.51735307860226
715 => 0.50050916251429
716 => 0.48157102400246
717 => 0.48214264736323
718 => 0.48816651686726
719 => 0.50568172987968
720 => 0.49883823313947
721 => 0.49387319773436
722 => 0.4929433958514
723 => 0.50458181308874
724 => 0.52105261180336
725 => 0.52878034204691
726 => 0.52112239607021
727 => 0.51232536006527
728 => 0.51286079488535
729 => 0.51642280286432
730 => 0.51679711953883
731 => 0.51107115344952
801 => 0.51268297936363
802 => 0.51023446841165
803 => 0.49520796121901
804 => 0.49493617935347
805 => 0.49124843215323
806 => 0.49113676863361
807 => 0.48486299069436
808 => 0.48398524579208
809 => 0.4715282789026
810 => 0.47972749223243
811 => 0.4742278904088
812 => 0.46593869323567
813 => 0.46450963251864
814 => 0.46446667322784
815 => 0.47297782529407
816 => 0.4796280344651
817 => 0.47432355833711
818 => 0.47311583194571
819 => 0.48601119013591
820 => 0.48437013826241
821 => 0.4829489979236
822 => 0.51957783243177
823 => 0.49058325173496
824 => 0.47793995959834
825 => 0.46229148468322
826 => 0.46738670702204
827 => 0.46846034523322
828 => 0.43082858391197
829 => 0.41556138303067
830 => 0.41032225502054
831 => 0.40730706278031
901 => 0.40868112374659
902 => 0.39493885228937
903 => 0.40417388598481
904 => 0.39227424050815
905 => 0.39027922621919
906 => 0.41155726641466
907 => 0.41451798140336
908 => 0.40188665143955
909 => 0.40999801010288
910 => 0.40705671869524
911 => 0.39247822577579
912 => 0.3919214345784
913 => 0.38460645929023
914 => 0.37315993942256
915 => 0.36792857269191
916 => 0.36520403147777
917 => 0.36632823028298
918 => 0.36575980096602
919 => 0.36205041517244
920 => 0.36597241861765
921 => 0.35595332049885
922 => 0.35196363489858
923 => 0.35016158647295
924 => 0.34126906021474
925 => 0.35542102401592
926 => 0.3582091391665
927 => 0.36100274776521
928 => 0.38531920333943
929 => 0.38410442193653
930 => 0.39508545419619
1001 => 0.3946587514754
1002 => 0.39152678319402
1003 => 0.37831352419864
1004 => 0.3835800937305
1005 => 0.36737041131805
1006 => 0.37951580753272
1007 => 0.37397315590422
1008 => 0.37764183144172
1009 => 0.37104522203416
1010 => 0.37469605804763
1011 => 0.35887030470095
1012 => 0.34409243890019
1013 => 0.35003948349121
1014 => 0.3565046010887
1015 => 0.37052262332138
1016 => 0.36217360492577
1017 => 0.36517622765217
1018 => 0.3551179441517
1019 => 0.33436483228359
1020 => 0.33448229264299
1021 => 0.3312898785132
1022 => 0.32853116660496
1023 => 0.36313259012223
1024 => 0.3588293561403
1025 => 0.35197271598343
1026 => 0.36115060130545
1027 => 0.36357737985721
1028 => 0.36364646683093
1029 => 0.37034241504637
1030 => 0.37391604380926
1031 => 0.37454591136771
1101 => 0.38508213056024
1102 => 0.38861373225748
1103 => 0.40315989983744
1104 => 0.37361284637628
1105 => 0.37300434425423
1106 => 0.36127975297342
1107 => 0.35384383182467
1108 => 0.36178889685618
1109 => 0.36882713986457
1110 => 0.36149845080272
1111 => 0.36245542287712
1112 => 0.35261725658748
1113 => 0.35613393810728
1114 => 0.35916297798029
1115 => 0.35749052020115
1116 => 0.3549867699579
1117 => 0.36825008420094
1118 => 0.367501716032
1119 => 0.3798528191774
1120 => 0.3894813873151
1121 => 0.40673750273028
1122 => 0.38872984671289
1123 => 0.38807357615367
1124 => 0.39448872613919
1125 => 0.38861275013144
1126 => 0.39232616413654
1127 => 0.4061392143249
1128 => 0.40643106230906
1129 => 0.40154223254948
1130 => 0.40124474681431
1201 => 0.40218370004758
1202 => 0.40768317846248
1203 => 0.40576149172241
1204 => 0.40798531626917
1205 => 0.41076624291731
1206 => 0.42226933462247
1207 => 0.42504269108906
1208 => 0.41830487269573
1209 => 0.41891322225649
1210 => 0.41639309322014
1211 => 0.41395868014814
1212 => 0.41943088521651
1213 => 0.42943144753541
1214 => 0.42936923455625
1215 => 0.43168917063108
1216 => 0.43313447158631
1217 => 0.4269301818615
1218 => 0.4228914173887
1219 => 0.42444013668083
1220 => 0.42691657255567
1221 => 0.42363706190319
1222 => 0.40339440293898
1223 => 0.40953473256266
1224 => 0.4085126814665
1225 => 0.40705715641991
1226 => 0.41323130533829
1227 => 0.41263579361317
1228 => 0.39479790543282
1229 => 0.39593982915924
1230 => 0.39486734959679
1231 => 0.39833275047173
]
'min_raw' => 0.32853116660496
'max_raw' => 0.73595036896624
'avg_raw' => 0.5322407677856
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.328531'
'max' => '$0.73595'
'avg' => '$0.53224'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.080114027888305
'max_diff' => -0.53479987296069
'year' => 2034
]
9 => [
'items' => [
101 => 0.38842560711172
102 => 0.39147297768363
103 => 0.39338425993901
104 => 0.39451001987059
105 => 0.39857703668426
106 => 0.39809981920251
107 => 0.39854737217555
108 => 0.4045776844576
109 => 0.43507693462694
110 => 0.43673694152085
111 => 0.42856246045622
112 => 0.43182800440703
113 => 0.42555887411743
114 => 0.42976738328036
115 => 0.4326467383651
116 => 0.41963548640532
117 => 0.41886504450659
118 => 0.41257003928623
119 => 0.41595261852433
120 => 0.41057069174046
121 => 0.41189122832142
122 => 0.40819889291876
123 => 0.4148443615069
124 => 0.42227502798986
125 => 0.42415230778937
126 => 0.41921399285663
127 => 0.41563832739452
128 => 0.40936063674048
129 => 0.41980057620561
130 => 0.42285353265661
131 => 0.41978454032506
201 => 0.41907338774303
202 => 0.41772575488511
203 => 0.41935929442451
204 => 0.42283690560012
205 => 0.4211969283911
206 => 0.42228016223034
207 => 0.41815199186104
208 => 0.42693223573956
209 => 0.4408773760994
210 => 0.44092221200592
211 => 0.43928222595681
212 => 0.4386111789995
213 => 0.44029390420857
214 => 0.44120671360548
215 => 0.44664833837256
216 => 0.45248741855153
217 => 0.47973585795652
218 => 0.47208460520799
219 => 0.49626104166501
220 => 0.51538146398514
221 => 0.52111484260421
222 => 0.51584040405098
223 => 0.49779683467993
224 => 0.49691153108519
225 => 0.52387624152403
226 => 0.51625747576308
227 => 0.51535124781853
228 => 0.50571051358475
301 => 0.51140938154508
302 => 0.5101629555248
303 => 0.50819541107456
304 => 0.51906845415627
305 => 0.53942182016199
306 => 0.53624955719734
307 => 0.53388161005127
308 => 0.52350595495626
309 => 0.52975441680992
310 => 0.52752945922524
311 => 0.53708928900202
312 => 0.53142625761841
313 => 0.51619975611918
314 => 0.51862462667013
315 => 0.51825811236452
316 => 0.52580095080259
317 => 0.52353677792824
318 => 0.51781599627213
319 => 0.53935225456967
320 => 0.53795380974679
321 => 0.53993648477664
322 => 0.54080931964105
323 => 0.55391806055532
324 => 0.55928829227498
325 => 0.56050742889448
326 => 0.56560873367953
327 => 0.56038050378425
328 => 0.58129715103012
329 => 0.59520550092842
330 => 0.61136076505243
331 => 0.63496794806325
401 => 0.64384446725397
402 => 0.64224100351281
403 => 0.66013970024655
404 => 0.69230326041142
405 => 0.6487421786135
406 => 0.69461210352128
407 => 0.68009021488923
408 => 0.64565907818025
409 => 0.64344211889263
410 => 0.66675928442566
411 => 0.71847451338392
412 => 0.70552043507915
413 => 0.71849570161535
414 => 0.70335936397901
415 => 0.70260771723629
416 => 0.7177605634813
417 => 0.75316601467139
418 => 0.73634621196447
419 => 0.71223090039927
420 => 0.73003727118321
421 => 0.71461174490834
422 => 0.67985371687811
423 => 0.7055105293396
424 => 0.68835454951055
425 => 0.69336157648672
426 => 0.72942089432798
427 => 0.7250821418042
428 => 0.73069688932764
429 => 0.72078700691229
430 => 0.71152961409134
501 => 0.69425000292802
502 => 0.68913436193709
503 => 0.6905481410655
504 => 0.68913366133837
505 => 0.67946587770032
506 => 0.67737812074416
507 => 0.67389843435049
508 => 0.67497693466584
509 => 0.66843410622759
510 => 0.6807817753079
511 => 0.6830736114965
512 => 0.692059215343
513 => 0.69299213054294
514 => 0.71801690935339
515 => 0.70423368170892
516 => 0.71348066079945
517 => 0.71265352395365
518 => 0.64640530531707
519 => 0.65553372533221
520 => 0.66973468221976
521 => 0.66333717039086
522 => 0.65429258545202
523 => 0.64698859817394
524 => 0.6359223105766
525 => 0.65149789786062
526 => 0.67197813886006
527 => 0.69351154325223
528 => 0.71938251770487
529 => 0.71360841737838
530 => 0.69302790338031
531 => 0.69395113020419
601 => 0.69965815515304
602 => 0.69226703930639
603 => 0.69008725495149
604 => 0.69935868625554
605 => 0.69942253350745
606 => 0.69091816147968
607 => 0.68146710825447
608 => 0.68142750799637
609 => 0.67974578436128
610 => 0.70365853887772
611 => 0.71680813600958
612 => 0.71831571612912
613 => 0.71670666385577
614 => 0.71732592421478
615 => 0.70967446337535
616 => 0.72716343388406
617 => 0.74321304270277
618 => 0.73891140468947
619 => 0.73246263779367
620 => 0.72732588434646
621 => 0.73770134882568
622 => 0.73723934572492
623 => 0.74307286337111
624 => 0.74280822131465
625 => 0.74084662873993
626 => 0.73891147474412
627 => 0.74658414159762
628 => 0.74437453676307
629 => 0.7421614998019
630 => 0.73772291537728
701 => 0.73832619271767
702 => 0.73187853929239
703 => 0.72889555979331
704 => 0.68403870529572
705 => 0.67205148803395
706 => 0.67582291060681
707 => 0.67706456084274
708 => 0.67184770852838
709 => 0.67932733464777
710 => 0.67816164283995
711 => 0.68269666775728
712 => 0.67986338107682
713 => 0.67997966015048
714 => 0.68831175215729
715 => 0.69073059391412
716 => 0.68950035147415
717 => 0.69036197110886
718 => 0.7102176319239
719 => 0.70739479190429
720 => 0.70589521440517
721 => 0.70631060762072
722 => 0.71138415466913
723 => 0.71280447083729
724 => 0.70678649142896
725 => 0.70962460530745
726 => 0.72170893399179
727 => 0.72593776511753
728 => 0.73943416411683
729 => 0.73370065394256
730 => 0.74422476000793
731 => 0.77657227412072
801 => 0.80241370667174
802 => 0.77864885735545
803 => 0.82610335734881
804 => 0.86305349253735
805 => 0.86163528480515
806 => 0.855192174063
807 => 0.81312542752101
808 => 0.77441498017321
809 => 0.80679791311206
810 => 0.80688046386773
811 => 0.80409874120928
812 => 0.78682170068377
813 => 0.80349753764915
814 => 0.80482120502972
815 => 0.80408030328816
816 => 0.79083403682542
817 => 0.77060943625607
818 => 0.77456127479647
819 => 0.78103446694096
820 => 0.76877936376208
821 => 0.76486311573355
822 => 0.77214416591527
823 => 0.79560522666784
824 => 0.79117004903323
825 => 0.79105422862124
826 => 0.81002979935008
827 => 0.79644738589269
828 => 0.774611120136
829 => 0.76909717504747
830 => 0.74952638462169
831 => 0.76304399927754
901 => 0.76353047416406
902 => 0.75612701476372
903 => 0.77521187006354
904 => 0.77503599976213
905 => 0.79315422946347
906 => 0.82778947975612
907 => 0.81754613194743
908 => 0.80563423291899
909 => 0.80692938662451
910 => 0.82113402606239
911 => 0.81254557679787
912 => 0.81563404303419
913 => 0.82112935129884
914 => 0.82444480721573
915 => 0.80645234354004
916 => 0.80225743957822
917 => 0.79367613828354
918 => 0.79143743695333
919 => 0.79842672780312
920 => 0.79658529659949
921 => 0.76348958783357
922 => 0.76003090212475
923 => 0.76013697507757
924 => 0.75143994541119
925 => 0.73817488764368
926 => 0.77303466744126
927 => 0.77023493926121
928 => 0.76714425603218
929 => 0.76752284709255
930 => 0.78265429599512
1001 => 0.77387729147514
1002 => 0.79721239651425
1003 => 0.79241540043567
1004 => 0.7874953795084
1005 => 0.78681528274875
1006 => 0.78492149444822
1007 => 0.77842698971808
1008 => 0.77058448499721
1009 => 0.76540618407437
1010 => 0.7060467455908
1011 => 0.71706351209538
1012 => 0.72973729774904
1013 => 0.73411223776968
1014 => 0.72662860012775
1015 => 0.77872248934549
1016 => 0.78824054489478
1017 => 0.75940973378858
1018 => 0.75401666618487
1019 => 0.77907605795975
1020 => 0.76396218133344
1021 => 0.77076795905283
1022 => 0.75605759018489
1023 => 0.78594792403416
1024 => 0.78572020977023
1025 => 0.77409219479906
1026 => 0.78392011342749
1027 => 0.7822122707126
1028 => 0.76908427044868
1029 => 0.78636410505852
1030 => 0.7863726756409
1031 => 0.77518096404599
1101 => 0.76211149508384
1102 => 0.75977498272048
1103 => 0.75801473452097
1104 => 0.77033504590093
1105 => 0.78138139855959
1106 => 0.80193592223429
1107 => 0.80710381784954
1108 => 0.82727445848218
1109 => 0.81526382407612
1110 => 0.82058798274457
1111 => 0.82636811012741
1112 => 0.82913931575188
1113 => 0.82462378489789
1114 => 0.85595709236729
1115 => 0.85860258354544
1116 => 0.85948959385407
1117 => 0.84892417887025
1118 => 0.85830874024205
1119 => 0.85391801476019
1120 => 0.86534146268531
1121 => 0.86713280518188
1122 => 0.86561560181615
1123 => 0.86618420219897
1124 => 0.83944675184805
1125 => 0.83806027399607
1126 => 0.81915555010431
1127 => 0.82685936482686
1128 => 0.81245745245649
1129 => 0.81702444722527
1130 => 0.81903753500343
1201 => 0.81798601218985
1202 => 0.82729492695257
1203 => 0.81938044771861
1204 => 0.79849283575934
1205 => 0.77759953298417
1206 => 0.77733723458714
1207 => 0.77183639676387
1208 => 0.76786029854634
1209 => 0.7686262361227
1210 => 0.77132550004459
1211 => 0.7677034124202
1212 => 0.76847636845937
1213 => 0.78131258888869
1214 => 0.78388680135205
1215 => 0.77513862159181
1216 => 0.74001341749809
1217 => 0.73139360430859
1218 => 0.73758935509088
1219 => 0.7346281852744
1220 => 0.59290228089549
1221 => 0.62619867987926
1222 => 0.60641509024198
1223 => 0.61553227854603
1224 => 0.59533835646206
1225 => 0.60497595453467
1226 => 0.60319624207939
1227 => 0.65673586633322
1228 => 0.65589991874184
1229 => 0.65630004261647
1230 => 0.63720108756314
1231 => 0.66762624155624
]
'min_raw' => 0.38842560711172
'max_raw' => 0.86713280518188
'avg_raw' => 0.6277792061468
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.388425'
'max' => '$0.867132'
'avg' => '$0.627779'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.059894440506758
'max_diff' => 0.13118243621564
'year' => 2035
]
10 => [
'items' => [
101 => 0.68261476646639
102 => 0.67984078941219
103 => 0.68053893967374
104 => 0.66854240509781
105 => 0.65641619529429
106 => 0.64296636241188
107 => 0.66795448945781
108 => 0.66517623629186
109 => 0.67154854947062
110 => 0.68775513604812
111 => 0.69014161748449
112 => 0.69334907273628
113 => 0.69219942835072
114 => 0.7195886217547
115 => 0.71627160971376
116 => 0.72426465436293
117 => 0.70782235508584
118 => 0.68921633273643
119 => 0.69275272930835
120 => 0.69241214588057
121 => 0.68807612794145
122 => 0.68416176482248
123 => 0.67764545309435
124 => 0.69826402763482
125 => 0.69742695116241
126 => 0.71097824625568
127 => 0.70858292321769
128 => 0.692586369735
129 => 0.69315768977208
130 => 0.69700009158853
131 => 0.71029868814701
201 => 0.71424661704307
202 => 0.71241777908065
203 => 0.71674650288538
204 => 0.72016774968435
205 => 0.71717615880889
206 => 0.75953077689857
207 => 0.74194218651406
208 => 0.75051474308685
209 => 0.75255924731702
210 => 0.74732229272273
211 => 0.74845800065294
212 => 0.75017828870534
213 => 0.76062354089254
214 => 0.78803490498982
215 => 0.80017521155304
216 => 0.83669992284067
217 => 0.79916712809419
218 => 0.79694008738008
219 => 0.8035192908236
220 => 0.82496316288278
221 => 0.84234140706626
222 => 0.84810677323687
223 => 0.84886876155214
224 => 0.85968497176252
225 => 0.86588462174473
226 => 0.85837159934841
227 => 0.85200509951376
228 => 0.82920108734511
229 => 0.83184071384689
301 => 0.85002512285254
302 => 0.87571167162937
303 => 0.89775340270979
304 => 0.89003515671731
305 => 0.94891992540742
306 => 0.95475810970033
307 => 0.95395146140215
308 => 0.96725171405972
309 => 0.94085342108379
310 => 0.92956763939375
311 => 0.85338160904086
312 => 0.87478677598222
313 => 0.90590044321288
314 => 0.90178243268464
315 => 0.87918685587103
316 => 0.89773626193858
317 => 0.89160324819909
318 => 0.88676588580378
319 => 0.90892678070554
320 => 0.88455996644167
321 => 0.90565736560096
322 => 0.87859973295452
323 => 0.89007041301487
324 => 0.88355910023825
325 => 0.8877727176012
326 => 0.86313999659572
327 => 0.87643121492478
328 => 0.86258703821576
329 => 0.86258047427343
330 => 0.86227486330527
331 => 0.87856247580895
401 => 0.87909361426795
402 => 0.86705704401851
403 => 0.865322386199
404 => 0.8717363253287
405 => 0.86422728242114
406 => 0.86774071633624
407 => 0.86433370075524
408 => 0.86356670978523
409 => 0.85745519524344
410 => 0.85482218673925
411 => 0.85585465721801
412 => 0.85233030319897
413 => 0.85020675242104
414 => 0.86185243560654
415 => 0.85563061686605
416 => 0.86089885265112
417 => 0.85489503306967
418 => 0.8340831786607
419 => 0.82211406110873
420 => 0.7828023973901
421 => 0.79395113645473
422 => 0.80134276198879
423 => 0.79889982979388
424 => 0.80414819343781
425 => 0.80447040034011
426 => 0.80276410381873
427 => 0.8007884310371
428 => 0.79982678278856
429 => 0.80699412096955
430 => 0.81115500202513
501 => 0.80208461049833
502 => 0.79995954467186
503 => 0.8091302112955
504 => 0.8147243126382
505 => 0.85602801389866
506 => 0.85296810230009
507 => 0.86064787993518
508 => 0.85978325482926
509 => 0.86783288527536
510 => 0.88099062902708
511 => 0.85423725701682
512 => 0.8588807173358
513 => 0.85774224809874
514 => 0.87017175670625
515 => 0.8702105602754
516 => 0.8627584489652
517 => 0.86679835940316
518 => 0.86454339222583
519 => 0.86861842269235
520 => 0.85292723531515
521 => 0.87203740778157
522 => 0.88287164413772
523 => 0.88302207752004
524 => 0.88815741956703
525 => 0.89337522450574
526 => 0.90339034671054
527 => 0.89309590818316
528 => 0.87457721541579
529 => 0.87591420521858
530 => 0.8650567024248
531 => 0.86523921900833
601 => 0.86426493118136
602 => 0.86718884229107
603 => 0.85356886937795
604 => 0.85676544979744
605 => 0.852290218491
606 => 0.85887098905694
607 => 0.85179116776833
608 => 0.85774169909441
609 => 0.8603097511515
610 => 0.8697859185284
611 => 0.85039153014193
612 => 0.81084505933724
613 => 0.819158206955
614 => 0.80686240864468
615 => 0.80800043159171
616 => 0.81029941905971
617 => 0.80284764849403
618 => 0.80426921148568
619 => 0.80421842325224
620 => 0.80378075769442
621 => 0.80184226436925
622 => 0.79903106552854
623 => 0.81023001646855
624 => 0.81213293645914
625 => 0.81636289187631
626 => 0.82894836999163
627 => 0.82769078394189
628 => 0.82974195896575
629 => 0.82526425540553
630 => 0.8082081394175
701 => 0.8091343685751
702 => 0.79758427613803
703 => 0.81606753004454
704 => 0.81169045155245
705 => 0.80886852057401
706 => 0.80809853056154
707 => 0.8207152056428
708 => 0.82449031256927
709 => 0.8221379192707
710 => 0.81731309198505
711 => 0.82657818670563
712 => 0.82905713518989
713 => 0.82961208033542
714 => 0.84602805177458
715 => 0.83052955078017
716 => 0.83426019401138
717 => 0.86336560754217
718 => 0.83697101374226
719 => 0.85095281874775
720 => 0.85026848215054
721 => 0.85742110047286
722 => 0.84968175867882
723 => 0.84977769709588
724 => 0.85612873760577
725 => 0.84720984662582
726 => 0.84500140379253
727 => 0.84195045583552
728 => 0.84861208908296
729 => 0.85260543693504
730 => 0.88478888783201
731 => 0.90558086485512
801 => 0.9046782302976
802 => 0.91292662049217
803 => 0.90921064516292
804 => 0.89721078060002
805 => 0.91769308618131
806 => 0.91121162767932
807 => 0.91174595124325
808 => 0.91172606369352
809 => 0.9160356669784
810 => 0.91298191808172
811 => 0.90696266554547
812 => 0.91095852628579
813 => 0.92282480413817
814 => 0.95965809469384
815 => 0.98027049206499
816 => 0.95841720249041
817 => 0.97349130901174
818 => 0.96445221655228
819 => 0.96280954456269
820 => 0.97227719742582
821 => 0.98176142216196
822 => 0.9811573180477
823 => 0.97427225790959
824 => 0.9703830621395
825 => 0.99983335548677
826 => 1.0215318299524
827 => 1.0200521394622
828 => 1.0265830120646
829 => 1.0457578560173
830 => 1.0475109634414
831 => 1.0472901122007
901 => 1.0429448525323
902 => 1.0618249765719
903 => 1.0775751082099
904 => 1.0419390504656
905 => 1.0555087947444
906 => 1.061600690141
907 => 1.0705453999671
908 => 1.0856366247512
909 => 1.1020296976164
910 => 1.1043478578604
911 => 1.1027030122331
912 => 1.091891340009
913 => 1.1098288359482
914 => 1.1203362003832
915 => 1.1265930954476
916 => 1.1424595402827
917 => 1.061638311613
918 => 1.0044290288849
919 => 0.9954949732749
920 => 1.0136627266723
921 => 1.0184534183581
922 => 1.0165222965466
923 => 0.95212804759569
924 => 0.99515595088087
925 => 1.0414503569269
926 => 1.043228713603
927 => 1.06640466124
928 => 1.0739516998048
929 => 1.0926113753935
930 => 1.0914442076049
1001 => 1.0959875416705
1002 => 1.0949431078484
1003 => 1.1295062276182
1004 => 1.1676344813972
1005 => 1.1663142212092
1006 => 1.1608328336155
1007 => 1.1689736289077
1008 => 1.2083260728796
1009 => 1.2047031304487
1010 => 1.2082225104188
1011 => 1.2546212596683
1012 => 1.3149462338377
1013 => 1.2869192268076
1014 => 1.3477297675089
1015 => 1.3860067794521
1016 => 1.4522029136909
1017 => 1.4439148316614
1018 => 1.4696845009509
1019 => 1.4290774350536
1020 => 1.3358354037114
1021 => 1.3210794953353
1022 => 1.3506211975833
1023 => 1.4232465899228
1024 => 1.3483339655267
1025 => 1.3634886918756
1026 => 1.3591241296676
1027 => 1.3588915606958
1028 => 1.3677677724256
1029 => 1.3548923643594
1030 => 1.3024356356557
1031 => 1.3264762452912
1101 => 1.317193011386
1102 => 1.3274934515147
1103 => 1.3830806786646
1104 => 1.3585042405076
1105 => 1.332614959337
1106 => 1.3650858632164
1107 => 1.406432482068
1108 => 1.4038450849673
1109 => 1.3988244531438
1110 => 1.427125491861
1111 => 1.4738705163955
1112 => 1.4865055086904
1113 => 1.4958324016915
1114 => 1.4971184226572
1115 => 1.5103652378615
1116 => 1.4391337738807
1117 => 1.552179936572
1118 => 1.5716998860316
1119 => 1.5680309445522
1120 => 1.5897265468514
1121 => 1.5833431502907
1122 => 1.5740946101984
1123 => 1.6084867546297
1124 => 1.5690589363422
1125 => 1.5130961121073
1126 => 1.4823937999129
1127 => 1.5228250812954
1128 => 1.5475150539784
1129 => 1.5638335553446
1130 => 1.5687715239982
1201 => 1.4446632696596
1202 => 1.3777758039304
1203 => 1.4206499025965
1204 => 1.4729592619812
1205 => 1.4388431927482
1206 => 1.4401804780719
1207 => 1.3915399288908
1208 => 1.4772628712886
1209 => 1.4647737596247
1210 => 1.52956729303
1211 => 1.5141037962822
1212 => 1.5669404075038
1213 => 1.5530267570215
1214 => 1.6107815422718
1215 => 1.6338214897566
1216 => 1.672509147465
1217 => 1.7009679459624
1218 => 1.7176794967701
1219 => 1.7166761979431
1220 => 1.7828956879049
1221 => 1.7438483682072
1222 => 1.6947957319202
1223 => 1.6939085244888
1224 => 1.7193135799031
1225 => 1.7725556065148
1226 => 1.7863604893752
1227 => 1.7940755355974
1228 => 1.7822596737454
1229 => 1.7398766067602
1230 => 1.721575813323
1231 => 1.7371686195565
]
'min_raw' => 0.64296636241188
'max_raw' => 1.7940755355974
'avg_raw' => 1.2185209490047
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.642966'
'max' => '$1.79'
'avg' => '$1.21'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.25454075530016
'max_diff' => 0.92694273041557
'year' => 2036
]
11 => [
'items' => [
101 => 1.718099957438
102 => 1.7510178179761
103 => 1.7962210713706
104 => 1.7868867782977
105 => 1.818089920565
106 => 1.8503818901454
107 => 1.8965608569685
108 => 1.9086337488983
109 => 1.9285897801672
110 => 1.9491310915577
111 => 1.9557284071724
112 => 1.9683247297078
113 => 1.9682583408703
114 => 2.006218206661
115 => 2.0480891141473
116 => 2.0638944124096
117 => 2.1002378242547
118 => 2.0380010050951
119 => 2.0852083473527
120 => 2.1277905517454
121 => 2.0770222922102
122 => 2.1469945104921
123 => 2.1497113731676
124 => 2.1907327739587
125 => 2.1491497255074
126 => 2.1244578440748
127 => 2.195742380578
128 => 2.2302347223499
129 => 2.2198453483002
130 => 2.1407816987953
131 => 2.0947632635839
201 => 1.9743241423426
202 => 2.1169894840358
203 => 2.1864776103695
204 => 2.1406017413352
205 => 2.1637388612361
206 => 2.2899674851795
207 => 2.3380271724789
208 => 2.3280310934832
209 => 2.329720266284
210 => 2.3556524012058
211 => 2.4706497685365
212 => 2.4017406804138
213 => 2.4544190963093
214 => 2.4823595381541
215 => 2.5083121776773
216 => 2.4445806974243
217 => 2.3616669780165
218 => 2.3354047225989
219 => 2.1360402902742
220 => 2.1256625057759
221 => 2.1198371408579
222 => 2.0831090390643
223 => 2.0542508117283
224 => 2.0313016779135
225 => 1.9710762975918
226 => 1.9914005955157
227 => 1.8954139092967
228 => 1.9568227895804
301 => 1.8036257206952
302 => 1.9312127919382
303 => 1.8617729497329
304 => 1.9083999361952
305 => 1.908237259032
306 => 1.8223821938554
307 => 1.772862784011
308 => 1.8044184792881
309 => 1.8382486895194
310 => 1.8437375273109
311 => 1.8875992779346
312 => 1.8998401497284
313 => 1.8627497367213
314 => 1.8004510519556
315 => 1.8149216155449
316 => 1.7725695385018
317 => 1.6983491525327
318 => 1.7516555294993
319 => 1.7698566703116
320 => 1.7778953309905
321 => 1.7049081056588
322 => 1.6819739348299
323 => 1.6697639747169
324 => 1.7910293176996
325 => 1.7976725069292
326 => 1.7636850115781
327 => 1.9173117133915
328 => 1.8825412593338
329 => 1.9213883754844
330 => 1.8136085635725
331 => 1.8177258975323
401 => 1.7667012073251
402 => 1.7952716243701
403 => 1.7750789744702
404 => 1.7929634170112
405 => 1.80368327813
406 => 1.8546995956876
407 => 1.9317953163361
408 => 1.8470794590887
409 => 1.8101675469326
410 => 1.8330674896338
411 => 1.8940530547662
412 => 1.9864493077354
413 => 1.9317488663297
414 => 1.9560239933518
415 => 1.9613270286809
416 => 1.9209929483088
417 => 1.9879364828106
418 => 2.0238120667985
419 => 2.0606129925639
420 => 2.0925662052675
421 => 2.0459138935435
422 => 2.0958385544344
423 => 2.0556080906453
424 => 2.0195172056776
425 => 2.0195719406525
426 => 1.9969316013086
427 => 1.9530630909634
428 => 1.944973064592
429 => 1.9870584034335
430 => 2.0208068596879
501 => 2.0235865441893
502 => 2.04227142363
503 => 2.0533289428135
504 => 2.1617076627799
505 => 2.2052984805062
506 => 2.25860050729
507 => 2.2793646506599
508 => 2.3418572778459
509 => 2.2913894059902
510 => 2.2804703644564
511 => 2.1288836920857
512 => 2.1537060011943
513 => 2.1934489130739
514 => 2.1295390380644
515 => 2.1700751437325
516 => 2.1780778296635
517 => 2.1273674049669
518 => 2.1544540338655
519 => 2.0825199781368
520 => 1.9333632821779
521 => 1.988102536852
522 => 2.0284090533259
523 => 1.9708866845599
524 => 2.0739933041499
525 => 2.0137605455381
526 => 1.9946696527404
527 => 1.9201892735421
528 => 1.955341145511
529 => 2.0028845556753
530 => 1.9735082557085
531 => 2.0344684890133
601 => 2.1208044368733
602 => 2.1823325747129
603 => 2.1870559411383
604 => 2.1474974705725
605 => 2.210890172113
606 => 2.2113519187363
607 => 2.1398446924319
608 => 2.0960469144743
609 => 2.086095967171
610 => 2.1109553845328
611 => 2.1411393065115
612 => 2.1887309387387
613 => 2.2174895653563
614 => 2.292476811178
615 => 2.3127662098445
616 => 2.3350581076177
617 => 2.3648469576094
618 => 2.4006161097287
619 => 2.3223552412305
620 => 2.3254646914325
621 => 2.2525892542824
622 => 2.1747113982928
623 => 2.2338109833771
624 => 2.3110758291866
625 => 2.2933511881878
626 => 2.2913568039939
627 => 2.294710805012
628 => 2.2813470045316
629 => 2.2209030302443
630 => 2.1905484447565
701 => 2.2297136043164
702 => 2.2505281435818
703 => 2.2828096787639
704 => 2.2788302981721
705 => 2.3619840660173
706 => 2.3942951057625
707 => 2.3860285591283
708 => 2.3875498026545
709 => 2.4460473967368
710 => 2.5111087523041
711 => 2.5720472973949
712 => 2.6340366028326
713 => 2.5593060756436
714 => 2.5213625226752
715 => 2.5605105839517
716 => 2.5397380715895
717 => 2.6591030891498
718 => 2.6673676639831
719 => 2.7867240500939
720 => 2.9000074732072
721 => 2.8288561848331
722 => 2.8959486450455
723 => 2.9685146108937
724 => 3.1085061324186
725 => 3.0613619129301
726 => 3.0252501796461
727 => 2.9911247661832
728 => 3.0621343343425
729 => 3.1534870093739
730 => 3.1731635006106
731 => 3.2050469334123
801 => 3.171525402342
802 => 3.2118983942406
803 => 3.3544327964342
804 => 3.3159187427756
805 => 3.2612225951371
806 => 3.3737398165195
807 => 3.4144593615382
808 => 3.7002504534704
809 => 4.0610735124759
810 => 3.9116903967557
811 => 3.8189634762651
812 => 3.8407565020924
813 => 3.9725168686098
814 => 4.0148341164702
815 => 3.8998012491555
816 => 3.9404328025947
817 => 4.1643166568509
818 => 4.2844231616054
819 => 4.1213023956932
820 => 3.6712586720049
821 => 3.2562978054858
822 => 3.366364113218
823 => 3.3538860096764
824 => 3.594421280995
825 => 3.3150001953332
826 => 3.3197049298005
827 => 3.5652142157987
828 => 3.4997165473891
829 => 3.3936187128731
830 => 3.2570724370927
831 => 3.0046540173108
901 => 2.7810799837016
902 => 3.2195601496341
903 => 3.2006520875547
904 => 3.1732704116458
905 => 3.2342053683742
906 => 3.5300882215579
907 => 3.5232671641127
908 => 3.4798750767803
909 => 3.5127875925816
910 => 3.3878489897234
911 => 3.4200485124791
912 => 3.2562320735645
913 => 3.3302839455327
914 => 3.3933910745712
915 => 3.4060607650427
916 => 3.4346062246054
917 => 3.1906883980278
918 => 3.30020034111
919 => 3.3645283477894
920 => 3.073892073339
921 => 3.3587834031103
922 => 3.1864423313353
923 => 3.1279471830988
924 => 3.2067031940494
925 => 3.1760118999892
926 => 3.1496253276095
927 => 3.1349011668428
928 => 3.1927308893012
929 => 3.1900330636271
930 => 3.0954124134196
1001 => 2.9719836324552
1002 => 3.0134103827585
1003 => 2.9983596559954
1004 => 2.9438138806237
1005 => 2.9805711473422
1006 => 2.818710747141
1007 => 2.5402383413664
1008 => 2.7242057424616
1009 => 2.7171231976375
1010 => 2.7135518573693
1011 => 2.8517982748068
1012 => 2.8385090716577
1013 => 2.8143890378138
1014 => 2.943370897287
1015 => 2.8962907835285
1016 => 3.0413806006624
1017 => 3.1369461380479
1018 => 3.1127076265457
1019 => 3.202587476365
1020 => 3.0143647714152
1021 => 3.0768848038153
1022 => 3.0897700958439
1023 => 2.9417792811625
1024 => 2.8406833496433
1025 => 2.8339414035889
1026 => 2.6586549902121
1027 => 2.7522915773755
1028 => 2.8346878991341
1029 => 2.7952264552246
1030 => 2.78273414096
1031 => 2.8465546652856
1101 => 2.8515140666115
1102 => 2.7384391908066
1103 => 2.761951038102
1104 => 2.8599993498435
1105 => 2.7594804722122
1106 => 2.56418871264
1107 => 2.5157536561463
1108 => 2.5092915267749
1109 => 2.3779318121311
1110 => 2.5189903182225
1111 => 2.4574145001807
1112 => 2.6519317715832
1113 => 2.5408245493751
1114 => 2.5360349390929
1115 => 2.5287947406683
1116 => 2.415728007873
1117 => 2.4404824365894
1118 => 2.5227699278488
1119 => 2.5521310317651
1120 => 2.5490684280782
1121 => 2.5223666742499
1122 => 2.5345906004174
1123 => 2.4952130751336
1124 => 2.4813080513836
1125 => 2.4374199715504
1126 => 2.3729166185872
1127 => 2.3818862054388
1128 => 2.2540881849982
1129 => 2.1844570407079
1130 => 2.1651840576921
1201 => 2.1394114193299
1202 => 2.1680951457734
1203 => 2.2537261492633
1204 => 2.1504369914237
1205 => 1.9733549751997
1206 => 1.9839979061079
1207 => 2.0079094119439
1208 => 1.9633504790089
1209 => 1.9211791885337
1210 => 1.9578437041369
1211 => 1.8828117194319
1212 => 2.016976668826
1213 => 2.0133478829378
1214 => 2.0633562793671
1215 => 2.0946275559299
1216 => 2.0225573876486
1217 => 2.0044319352243
1218 => 2.014757016681
1219 => 1.8441064196039
1220 => 2.049410484865
1221 => 2.0511859629468
1222 => 2.0359832416863
1223 => 2.1453013183859
1224 => 2.3759965573853
1225 => 2.2891997287792
1226 => 2.2555893732949
1227 => 2.1916960629503
1228 => 2.2768301053752
1229 => 2.2702931392149
1230 => 2.2407304991673
1231 => 2.2228509222254
]
'min_raw' => 1.6697639747169
'max_raw' => 4.2844231616054
'avg_raw' => 2.9770935681611
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.66'
'max' => '$4.28'
'avg' => '$2.97'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.026797612305
'max_diff' => 2.4903476260079
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.052411983169806
]
1 => [
'year' => 2028
'avg' => 0.089954178426816
]
2 => [
'year' => 2029
'avg' => 0.24573860279881
]
3 => [
'year' => 2030
'avg' => 0.18958696609437
]
4 => [
'year' => 2031
'avg' => 0.18619789595872
]
5 => [
'year' => 2032
'avg' => 0.32646351025009
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.052411983169806
'min' => '$0.052411'
'max_raw' => 0.32646351025009
'max' => '$0.326463'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.32646351025009
]
1 => [
'year' => 2033
'avg' => 0.8396977182101
]
2 => [
'year' => 2034
'avg' => 0.5322407677856
]
3 => [
'year' => 2035
'avg' => 0.6277792061468
]
4 => [
'year' => 2036
'avg' => 1.2185209490047
]
5 => [
'year' => 2037
'avg' => 2.9770935681611
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.32646351025009
'min' => '$0.326463'
'max_raw' => 2.9770935681611
'max' => '$2.97'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.9770935681611
]
]
]
]
'prediction_2025_max_price' => '$0.089614'
'last_price' => 0.086893
'sma_50day_nextmonth' => '$0.082638'
'sma_200day_nextmonth' => '$0.142876'
'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' => '$0.085583'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.084774'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.086777'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.087337'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.1007062'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.122484'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.158534'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0858053'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.085473'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.085945'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.089499'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.10156'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.121534'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.155437'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.139823'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.189349'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.3637046'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.452369'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.087298'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.091416'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.104567'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.131784'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.199032'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.32116'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.642491'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '45.42'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 54.73
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.095465'
'vwma_10_action' => 'SELL'
'hma_9' => '0.084728'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 25.14
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 2.9
'cci_20_action' => 'NEUTRAL'
'adx_14' => 24.45
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.01110056'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -74.86
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 43.29
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.014760'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 13
'sell_pct' => 60.61
'buy_pct' => 39.39
'overall_action' => 'bearish'
'overall_action_label' => 'Ayı'
'overall_action_dir' => -1
'last_updated' => 1767677487
'last_updated_date' => '6 Ocak 2026'
]
Polkastarter için 2026 fiyat tahmini
Polkastarter için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.030021 ile üst sınırda $0.089614 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 $0.052411 ve üst sınırda $0.326463 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, Polkastarter üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| Polkastarter Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.02890095 | $0.052411 | $0.075923 |
| 2028 | $0.052157 | $0.089954 | $0.12775 |
| 2029 | $0.114575 | $0.245738 | $0.3769016 |
| 2030 | $0.097441 | $0.189586 | $0.281732 |
| 2031 | $0.1152061 | $0.186197 | $0.257189 |
| 2032 | $0.175853 | $0.326463 | $0.477073 |
Polkastarter fiyat tahmini 2032-2037
Polkastarter için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.326463 ve üst sınırda $2.97 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, Polkastarter üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| Polkastarter Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.175853 | $0.326463 | $0.477073 |
| 2033 | $0.408645 | $0.839697 | $1.27 |
| 2034 | $0.328531 | $0.53224 | $0.73595 |
| 2035 | $0.388425 | $0.627779 | $0.867132 |
| 2036 | $0.642966 | $1.21 | $1.79 |
| 2037 | $1.66 | $2.97 | $4.28 |
Polkastarter Potansiyel fiyat histogramı
Teknik Analize Dayalı Polkastarter Fiyat Tahmini
Piyasa Duyarlılık Göstergesi
Boğa 39.39%
Ayı 60.61%
6 Ocak 2026 itibariyle, Polkastarter için genel fiyat tahmini duyarlılığı Ayı, 13 teknik gösterge yükseliş sinyalleri gösterirken 20 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 $0.142876 seviyesine ulaşması bekleniyor. Polkastarter için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.082638 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 45.42 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 | $0.085583 | BUY |
| SMA 5 | $0.084774 | BUY |
| SMA 10 | $0.086777 | BUY |
| SMA 21 | $0.087337 | SELL |
| SMA 50 | $0.1007062 | SELL |
| SMA 100 | $0.122484 | SELL |
| SMA 200 | $0.158534 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.0858053 | BUY |
| EMA 5 | $0.085473 | BUY |
| EMA 10 | $0.085945 | BUY |
| EMA 21 | $0.089499 | SELL |
| EMA 50 | $0.10156 | SELL |
| EMA 100 | $0.121534 | SELL |
| EMA 200 | $0.155437 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.139823 | SELL |
| SMA 50 | $0.189349 | SELL |
| SMA 100 | $0.3637046 | SELL |
| SMA 200 | $0.452369 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.131784 | SELL |
| EMA 50 | $0.199032 | SELL |
| EMA 100 | $0.32116 | SELL |
| EMA 200 | $0.642491 | 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) | 45.42 | NEUTRAL |
| Stoch RSI (14) | 54.73 | NEUTRAL |
| Hızlı Stokastik (14) | 25.14 | NEUTRAL |
| Emtia Kanal Endeksi (20) | 2.9 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 24.45 | NEUTRAL |
| Harika Osilatör (5, 34) | -0.01110056 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -74.86 | NEUTRAL |
| Ultimate Osilatör (7, 14, 28) | 43.29 | NEUTRAL |
| VWMA (10) | 0.095465 | SELL |
| Hull Hareketli Ortalaması (9) | 0.084728 | 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 | $0.122099 | $0.171569 | $0.241084 | $0.338763 | $0.476019 | $0.668886 |
| Amazon.com hisseleri | $0.1813074 | $0.3783086 | $0.789363 | $1.64 | $3.43 | $7.17 |
| Apple hisseleri | $0.123251 | $0.174822 | $0.247972 | $0.351729 | $0.4989013 | $0.707653 |
| Netflix hisseleri | $0.1371035 | $0.216327 | $0.341331 | $0.538567 | $0.849775 | $1.34 |
| Google hisseleri | $0.112526 | $0.14572 | $0.1887076 | $0.244375 | $0.316465 | $0.409821 |
| Tesla hisseleri | $0.196979 | $0.446538 | $1.01 | $2.29 | $5.20 | $11.79 |
| Kodak hisseleri | $0.06516 | $0.048863 | $0.036642 | $0.027477 | $0.0206055 | $0.015451 |
| Nokia hisseleri | $0.057562 | $0.038133 | $0.025261 | $0.016734 | $0.011086 | $0.007344 |
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 $0.08689 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 | $0.089151 | $0.091468 | $0.093846 | $0.096285 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.09141 | $0.096162 | $0.101161 | $0.10642 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.098186 | $0.110947 | $0.125366 | $0.141659 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.109479 | $0.137936 | $0.17379 | $0.218964 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.132065 | $0.200721 | $0.305069 | $0.463664 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.199824 | $0.459528 | $1.05 | $2.43 |
| Polkastarter, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.312755 | $1.12 | $4.05 | $14.58 |
Soru Kutusu
POLS iyi bir yatırım mı?
Polkastarter satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, Polkastarter değeri son 24 saat içinde 1.3103% 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 $0.089614 seviyesine kadar yükselebilir gibi görünmektedir. Polkastarter'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.281732 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 $0.087636 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 $0.076797 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında Polkastarter fiyatı ne kadar yükselebilir?
Son Polkastarter değer tahminimize göre, POLS fiyatı $0.030021 ve $0.089614 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 $0.281732 seviyesine kadar artış gösteren bir eğilimde görünmektedir. Polkastarter'ın 2030 tahminine dayanarak, Polkastarter değeri yaklaşık olarak $0.281732 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.097441 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 $0.089614 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.089614 ve $0.030021 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 $0.075923 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.075923 ve $0.02890095 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 $0.12775 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.12775 ve $0.052157 arasında olacaktır.
2029 yılında Polkastarter ne kadar olacak?
Deneysel tahmin modelimize göre, Polkastarter değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.3769016 seviyesine ulaşacaktır. Fiyat aralığı $0.3769016 ve $0.114575 arasında olacaktır.
2030 yılında Polkastarter ne kadar olacak?
Yeni deneysel simülasyona göre, POLS'ın değeri 224.23% oranında artacaktır, $0.281732 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.281732 ve $0.097441 arasında olacaktır.
2031 yılında Polkastarter ne kadar olacak?
Polkastarter'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.257189 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.257189 ve $0.1152061 arasında olacaktır.
2032 yılında Polkastarter ne kadar olacak?
Polkastarter fiyatı 449.04% oranında artacaktır, 2032 yılında $0.477073 seviyesine ulaşabilir. Fiyat $0.477073 ve $0.175853 arasında olacaktır.
2033 yılında Polkastarter ne kadar olacak?
POLS'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $1.27 seviyesine ulaşacaktır. Fiyat aralığı $1.27 ve $0.408645 arasında olacaktır.
2034 yılında Polkastarter ne kadar olacak?
Yeni simülasyon sonuçlarına göre, POLS'ın değeri 746.96% oranında artacaktır, ve $0.73595 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.73595 ve $0.328531 arasında olacaktır.
2035 yılında Polkastarter ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında POLS'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.867132 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.867132 ve $0.388425 arasında olacaktır.
2036 yılında Polkastarter ne kadar olacak?
POLS'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $1.79 seviyesine ulaşacaktır. Fiyat $1.79 ve $0.642966 arasında olacaktır.
2037 yılında Polkastarter ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında Polkastarter'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $4.28 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $4.28 ve $1.66 arasında olacaktır.
İlgili Tahminler
ArbDoge AI Fiyat Tahmini- Phoenix Fiyat Tahmini
- Opulous 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 Tahmini
- GameFi 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
ArbDoge AI Fiyat Tahmini
Phoenix Fiyat Tahmini
Opulous 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 Tahmini
GameFi 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 TahminiPolkastarter 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