Polaris Share (POLA) Price Prediction
$0.006639
0.3457%
Add to portfolio
Add to favorites
Sentiment
BULLISH 41.18%
BEARISH 58.82%
SMA 50
$0.007211
SMA 200
$0.012519
RSI (14)
43.63
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.006660
Polaris Share Price Prediction up to $0.006847 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.002293 | $0.006847 |
| 2027 | $0.0022082 | $0.0058011 |
| 2028 | $0.003985 | $0.009761 |
| 2029 | $0.008754 | $0.028798 |
| 2030 | $0.007445 | $0.021526 |
| 2031 | $0.0088027 | $0.019651 |
| 2032 | $0.013436 | $0.036452 |
| 2033 | $0.031224 | $0.097096 |
| 2034 | $0.0251027 | $0.056233 |
| 2035 | $0.029679 | $0.066256 |
Investment Profit Calculator
If you open a short on $10,000.00 of Polaris Share today and close it on Apr 06, 2026, our forecast suggests you could make around $3,954.57 in profit, equal to a 39.55% ROI over the next 90 days.
$
≈ $3,954.57
(39.55% ROI)
Long-term Polaris Share price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'Polaris Share'
'name_with_ticker' => 'Polaris Share <small>POLA</small>'
'name_lang' => 'Polaris Share'
'name_lang_with_ticker' => 'Polaris Share <small>POLA</small>'
'name_with_lang' => 'Polaris Share'
'name_with_lang_with_ticker' => 'Polaris Share <small>POLA</small>'
'image' => '/uploads/coins/polaris-share.png?1717121276'
'price_for_sd' => 0.006639
'ticker' => 'POLA'
'marketcap' => '$3.59M'
'low24h' => '$0.006601'
'high24h' => '$0.00672'
'volume24h' => '$126.74K'
'current_supply' => '540.99M'
'max_supply' => '4.6B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.006639'
'change_24h_pct' => '0.3457%'
'ath_price' => '$0.5226'
'ath_days' => 1787
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Feb 14, 2021'
'ath_pct' => '-98.73%'
'fdv' => '$30.53M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.327368'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.006696'
'next_week_prediction_price_date' => 'January 13, 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.005868'
'next_month_prediction_price_date' => 'February 5, 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.002293'
'current_year_max_price_prediction' => '$0.006847'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.007445'
'grand_prediction_max_price' => '$0.021526'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0067652131376756
107 => 0.0067904719877593
108 => 0.0068473814667468
109 => 0.0063610961997048
110 => 0.0065794240080213
111 => 0.0067076711408581
112 => 0.0061282459290308
113 => 0.0066962177674144
114 => 0.0063526310550926
115 => 0.0062360125644314
116 => 0.0063930239987889
117 => 0.0063318364901212
118 => 0.0062792310632197
119 => 0.0062498763311327
120 => 0.0063651681998052
121 => 0.0063597896963281
122 => 0.0061711498219924
123 => 0.0059250767958666
124 => 0.0060076669805061
125 => 0.0059776611921395
126 => 0.005868916344275
127 => 0.0059421972418326
128 => 0.0056195052556021
129 => 0.0050643304653623
130 => 0.0054310959372584
131 => 0.0054169758655545
201 => 0.0054098558851071
202 => 0.0056854700005839
203 => 0.0056589760628804
204 => 0.005610889306519
205 => 0.0058680331932843
206 => 0.0057741722155416
207 => 0.0060634296325169
208 => 0.0062539532753336
209 => 0.0062056303167211
210 => 0.0063848187236709
211 => 0.0060095696915515
212 => 0.0061342123676435
213 => 0.0061599010504388
214 => 0.005864860077637
215 => 0.0056633107987447
216 => 0.0056498697596726
217 => 0.0053004110852749
218 => 0.0054870890884063
219 => 0.0056513580059013
220 => 0.0055726859422041
221 => 0.0055477807170987
222 => 0.0056750161108782
223 => 0.0056849033906723
224 => 0.0054594723635594
225 => 0.0055063466125683
226 => 0.0057018200231313
227 => 0.0055014211841553
228 => 0.0051120789749893
301 => 0.005015516724039
302 => 0.0050026335397669
303 => 0.0047407490567409
304 => 0.0050219694753779
305 => 0.0048992092264042
306 => 0.0052870073820185
307 => 0.0050654991553348
308 => 0.0050559503784054
309 => 0.0050415160015755
310 => 0.0048161012087233
311 => 0.0048654527225005
312 => 0.0050295046707437
313 => 0.0050880402540544
314 => 0.0050819345131472
315 => 0.0050287007266991
316 => 0.005053070881534
317 => 0.0049745661216861
318 => 0.0049468444570486
319 => 0.0048593472580079
320 => 0.0047307505471363
321 => 0.0047486327085124
322 => 0.004493848975116
323 => 0.0043550292747654
324 => 0.0043166058113226
325 => 0.0042652243501798
326 => 0.0043224094840795
327 => 0.0044931272048111
328 => 0.0042872054138239
329 => 0.0039341669469104
330 => 0.0039553851603202
331 => 0.0040030561861079
401 => 0.003914221544928
402 => 0.0038301470123775
403 => 0.0039032429972477
404 => 0.0037536559447926
405 => 0.0040211330667365
406 => 0.0040138985601839
407 => 0.0041135974905703
408 => 0.0041759412777689
409 => 0.0040322590323169
410 => 0.0039961233361438
411 => 0.0040167078709598
412 => 0.003676491363069
413 => 0.0040857945435748
414 => 0.0040893342144765
415 => 0.0040590254032197
416 => 0.0042769667110211
417 => 0.0047368908480807
418 => 0.0045638488873133
419 => 0.0044968418098832
420 => 0.0043694613067068
421 => 0.0045391882640835
422 => 0.00452615588191
423 => 0.0044672185073371
424 => 0.0044315729992996
425 => 0.0044972509408096
426 => 0.0044234347755209
427 => 0.0044101753639024
428 => 0.0043298377558769
429 => 0.00430116088494
430 => 0.0042799296713575
501 => 0.0042565561913391
502 => 0.0043081122639514
503 => 0.0041912794206458
504 => 0.0040503904648841
505 => 0.0040386770726522
506 => 0.0040710187784566
507 => 0.0040567099811949
508 => 0.0040386085676359
509 => 0.0040040480395249
510 => 0.0039937946691033
511 => 0.0040271131487455
512 => 0.0039894985278174
513 => 0.0040450009499713
514 => 0.0040299073622345
515 => 0.003945595808089
516 => 0.0038405123954884
517 => 0.0038395769326963
518 => 0.0038169368838229
519 => 0.0037881013776284
520 => 0.0037800799994721
521 => 0.0038970870572832
522 => 0.0041392881652256
523 => 0.0040917382923552
524 => 0.0041260979486111
525 => 0.0042951134503881
526 => 0.0043488383959296
527 => 0.0043107057021293
528 => 0.0042585073189334
529 => 0.0042608037828828
530 => 0.0044391814597884
531 => 0.0044503066566945
601 => 0.0044784164401516
602 => 0.0045145454557179
603 => 0.0043168586297066
604 => 0.0042514927511553
605 => 0.0042205187715369
606 => 0.0041251309027507
607 => 0.0042279985412988
608 => 0.0041680619735483
609 => 0.0041761494642625
610 => 0.0041708824753251
611 => 0.0041737586074372
612 => 0.0040210583014297
613 => 0.004076694267247
614 => 0.0039841886833027
615 => 0.0038603340906403
616 => 0.0038599188866167
617 => 0.0038902321227061
618 => 0.0038722006237231
619 => 0.003823678323592
620 => 0.0038305706873068
621 => 0.003770186328679
622 => 0.0038379024417383
623 => 0.003839844297561
624 => 0.0038137699055115
625 => 0.0039180959207023
626 => 0.0039608383742479
627 => 0.0039436756508333
628 => 0.0039596341918208
629 => 0.0040937142042478
630 => 0.0041155750965944
701 => 0.0041252842609253
702 => 0.0041122752669397
703 => 0.0039620849283138
704 => 0.0039687465084905
705 => 0.0039198682531818
706 => 0.0038785712781097
707 => 0.0038802229405385
708 => 0.0039014549539565
709 => 0.0039941764017944
710 => 0.0041893032225413
711 => 0.0041967081427528
712 => 0.0042056831220658
713 => 0.0041691773707363
714 => 0.0041581668868223
715 => 0.0041726925571519
716 => 0.0042459719317436
717 => 0.0044344663783495
718 => 0.0043678398517982
719 => 0.0043136714486083
720 => 0.0043611917419025
721 => 0.0043538763652262
722 => 0.0042921272241436
723 => 0.0042903941314153
724 => 0.0041718777872832
725 => 0.0041280649933442
726 => 0.0040914517433979
727 => 0.0040514710302697
728 => 0.0040277691233616
729 => 0.0040641860246964
730 => 0.0040725150009038
731 => 0.0039928888096767
801 => 0.0039820360540414
802 => 0.0040470605206481
803 => 0.0040184456772509
804 => 0.0040478767532989
805 => 0.0040547050153971
806 => 0.0040536055079311
807 => 0.0040237283250306
808 => 0.004042771150461
809 => 0.0039977291913787
810 => 0.0039487528259603
811 => 0.0039175089561587
812 => 0.0038902445358589
813 => 0.0039053724208586
814 => 0.0038514442730772
815 => 0.0038341915732427
816 => 0.0040363198696823
817 => 0.0041856342155076
818 => 0.0041834631257843
819 => 0.0041702471754528
820 => 0.0041506109540179
821 => 0.0042445354198391
822 => 0.004211814014026
823 => 0.00423562157072
824 => 0.0042416815930986
825 => 0.0042600234556768
826 => 0.0042665790950121
827 => 0.0042467633997565
828 => 0.0041802595061952
829 => 0.004014538126441
830 => 0.0039373943768091
831 => 0.0039119356544998
901 => 0.0039128610307028
902 => 0.0038873350239642
903 => 0.0038948535769441
904 => 0.0038847203780679
905 => 0.0038655305508805
906 => 0.0039041875031053
907 => 0.0039086423567348
908 => 0.0038996193621693
909 => 0.0039017446040267
910 => 0.0038270380627961
911 => 0.0038327178388718
912 => 0.0038010921239314
913 => 0.0037951626836337
914 => 0.0037152156302303
915 => 0.0035735778366155
916 => 0.0036520589233914
917 => 0.0035572648066769
918 => 0.0035213648383118
919 => 0.0036913097049614
920 => 0.0036742519538867
921 => 0.0036450564988728
922 => 0.0036018703360414
923 => 0.0035858521681593
924 => 0.003488530850843
925 => 0.0034827805882269
926 => 0.0035310156609855
927 => 0.0035087568345749
928 => 0.0034774970122177
929 => 0.0033642771043973
930 => 0.0032369804421839
1001 => 0.0032408227282579
1002 => 0.0032813134280693
1003 => 0.003399045598686
1004 => 0.0033530456028388
1005 => 0.0033196720780626
1006 => 0.0033134222200765
1007 => 0.0033916522777367
1008 => 0.0035023641990298
1009 => 0.0035543077554609
1010 => 0.0035028332685869
1011 => 0.0034437021496494
1012 => 0.0034473011868719
1013 => 0.0034712439691161
1014 => 0.0034737600169973
1015 => 0.0034352717373462
1016 => 0.0034461059626216
1017 => 0.0034296477837259
1018 => 0.0033286439702227
1019 => 0.0033268171315229
1020 => 0.0033020291667827
1021 => 0.0033012785970618
1022 => 0.0032591080853911
1023 => 0.0032532081392974
1024 => 0.0031694760288081
1025 => 0.0032245887574963
1026 => 0.0031876220326404
1027 => 0.0031319044587137
1028 => 0.0031222987279675
1029 => 0.003122009968102
1030 => 0.0031792194583032
1031 => 0.0032239202312943
1101 => 0.0031882650846461
1102 => 0.0031801470989003
1103 => 0.0032668259482831
1104 => 0.0032557952746038
1105 => 0.0032462427823379
1106 => 0.003492451160777
1107 => 0.0032975580173631
1108 => 0.0032125734827229
1109 => 0.0031073889829802
1110 => 0.0031416375864827
1111 => 0.0031488542704574
1112 => 0.0028959045095075
1113 => 0.002793282822993
1114 => 0.0027580669273979
1115 => 0.0027377996816032
1116 => 0.0027470357200119
1117 => 0.0026546641658256
1118 => 0.0027167393779233
1119 => 0.002636753419971
1120 => 0.0026233435138235
1121 => 0.0027663683150009
1122 => 0.002786269380546
1123 => 0.0027013652521543
1124 => 0.0027558874473116
1125 => 0.0027361169414323
1126 => 0.0026381245496465
1127 => 0.0026343819610635
1128 => 0.0025852128234645
1129 => 0.0025082726441432
1130 => 0.0024731089176127
1201 => 0.0024547953435302
1202 => 0.0024623518811211
1203 => 0.0024585310644812
1204 => 0.0024335976514064
1205 => 0.0024599602185327
1206 => 0.0023926147532899
1207 => 0.0023657972463909
1208 => 0.0023536844006861
1209 => 0.0022939114240228
1210 => 0.0023890368110575
1211 => 0.0024077777106614
1212 => 0.0024265555356268
1213 => 0.0025900036817856
1214 => 0.0025818382743032
1215 => 0.0026556495812296
1216 => 0.0026527814095727
1217 => 0.0026317292291734
1218 => 0.0025429135429843
1219 => 0.0025783138925119
1220 => 0.0024693571191018
1221 => 0.0025509949420811
1222 => 0.0025137388489503
1223 => 0.0025383986195173
1224 => 0.002494058128556
1225 => 0.002518597987028
1226 => 0.002412221873199
1227 => 0.0023128893548578
1228 => 0.0023528636599353
1229 => 0.0023963203011708
1230 => 0.0024905453719156
1231 => 0.00243442569712
]
'min_raw' => 0.0022939114240228
'max_raw' => 0.0068473814667468
'avg_raw' => 0.0045706464453848
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.002293'
'max' => '$0.006847'
'avg' => '$0.00457'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0043454885759772
'max_diff' => 0.00020798146674677
'year' => 2026
]
1 => [
'items' => [
101 => 0.0024546084542963
102 => 0.0023869995963082
103 => 0.0022475032107633
104 => 0.0022482927451562
105 => 0.0022268342653341
106 => 0.0022082910057784
107 => 0.0024408717168565
108 => 0.002411946628877
109 => 0.0023658582868036
110 => 0.0024275493641468
111 => 0.0024438614641654
112 => 0.0024443258467208
113 => 0.0024893340642732
114 => 0.0025133549580491
115 => 0.0025175887446896
116 => 0.0025884101474753
117 => 0.0026121485475321
118 => 0.0027099236577822
119 => 0.0025113169530369
120 => 0.0025072267786494
121 => 0.0024284174841176
122 => 0.0023784353835999
123 => 0.0024318398013016
124 => 0.0024791488249553
125 => 0.0024298875073559
126 => 0.0024363199954712
127 => 0.0023701907013916
128 => 0.0023938288123526
129 => 0.0024141891379096
130 => 0.0024029473628616
131 => 0.0023861178815067
201 => 0.0024752700245207
202 => 0.0024702397112218
203 => 0.0025532602363954
204 => 0.0026179806726228
205 => 0.0027339712645043
206 => 0.0026129290351497
207 => 0.0026085177752127
208 => 0.0026516385486849
209 => 0.0026121419459664
210 => 0.0026371024355081
211 => 0.0027299497437515
212 => 0.0027319114610678
213 => 0.0026990501684896
214 => 0.0026970505558498
215 => 0.0027033619265526
216 => 0.0027403278218909
217 => 0.0027274108022125
218 => 0.0027423587044033
219 => 0.0027610512849833
220 => 0.0028383717237522
221 => 0.0028570134197723
222 => 0.0028117237630547
223 => 0.0028158129119695
224 => 0.0027988733371283
225 => 0.0027825099200839
226 => 0.0028192924919145
227 => 0.0028865133648983
228 => 0.0028860951873362
301 => 0.0029016891232814
302 => 0.0029114040161881
303 => 0.0028697005840963
304 => 0.0028425531832822
305 => 0.0028529632241883
306 => 0.0028696091062984
307 => 0.0028475651889676
308 => 0.0027114999194662
309 => 0.0027527734303499
310 => 0.0027459034999673
311 => 0.0027361198836904
312 => 0.0027776207180425
313 => 0.0027736178613273
314 => 0.0026537167620257
315 => 0.0026613924413848
316 => 0.0026541835455102
317 => 0.0026774769628825
318 => 0.0026108840249858
319 => 0.0026313675641725
320 => 0.0026442146479292
321 => 0.0026517816789578
322 => 0.002679118983795
323 => 0.0026759112665984
324 => 0.0026789195875902
325 => 0.0027194535938828
326 => 0.0029244606881197
327 => 0.0029356187719363
328 => 0.0028806722863457
329 => 0.0029026223235677
330 => 0.002860483052047
331 => 0.0028887714273274
401 => 0.0029081256152474
402 => 0.0028206677616331
403 => 0.0028154890751388
404 => 0.0027731758798548
405 => 0.0027959125942585
406 => 0.0027597368468146
407 => 0.0027686131098634
408 => 0.0027437943045602
409 => 0.0027884632127311
410 => 0.0028384099929128
411 => 0.0028510285220449
412 => 0.0028178346045169
413 => 0.0027938000206408
414 => 0.0027516032088387
415 => 0.002821777447283
416 => 0.0028422985331253
417 => 0.0028216696587551
418 => 0.0028168894978138
419 => 0.0028078311014675
420 => 0.0028188112794205
421 => 0.0028421867708846
422 => 0.0028311633207877
423 => 0.0028384445037849
424 => 0.0028106961425227
425 => 0.0028697143896676
426 => 0.0029634495696482
427 => 0.0029637509435791
428 => 0.0029527274340616
429 => 0.0029482168514719
430 => 0.0029595276411993
501 => 0.0029656632806335
502 => 0.0030022403005679
503 => 0.0030414889002502
504 => 0.0032246449894619
505 => 0.0031732154925222
506 => 0.0033357224708754
507 => 0.0034642443918625
508 => 0.0035027824963841
509 => 0.0034673292535822
510 => 0.0033460456251034
511 => 0.0033400948716761
512 => 0.0035213438172506
513 => 0.0034701326883982
514 => 0.0034640412875737
515 => 0.0033992390743848
516 => 0.0034375452082896
517 => 0.0034291670948876
518 => 0.003415941833011
519 => 0.0034890272680732
520 => 0.0036258366781277
521 => 0.0036045136485802
522 => 0.0035885969961698
523 => 0.0035188548585755
524 => 0.0035608552028777
525 => 0.0035458996847353
526 => 0.0036101580816813
527 => 0.0035720928308282
528 => 0.0034697447137296
529 => 0.0034860439887214
530 => 0.003483580386096
531 => 0.0035342811535542
601 => 0.0035190620416337
602 => 0.0034806086102355
603 => 0.0036253690784372
604 => 0.0036159691388322
605 => 0.0036292961040667
606 => 0.003635163046313
607 => 0.0037232761923419
608 => 0.0037593733289637
609 => 0.0037675680109462
610 => 0.0038018574988841
611 => 0.0037667148572492
612 => 0.0039073104800677
613 => 0.0040007983652599
614 => 0.0041093893547532
615 => 0.0042680699769094
616 => 0.0043277353587179
617 => 0.0043169573415383
618 => 0.0044372671782602
619 => 0.0046534612805119
620 => 0.0043606563508293
621 => 0.004668980652771
622 => 0.0045713687385515
623 => 0.0043399326459005
624 => 0.004325030889986
625 => 0.0044817620989576
626 => 0.0048293768356368
627 => 0.0047423032867124
628 => 0.0048295192567696
629 => 0.0047277771949488
630 => 0.00472272484403
701 => 0.0048245778719195
702 => 0.0050625630233028
703 => 0.0049495051986206
704 => 0.0047874090840227
705 => 0.0049070983325469
706 => 0.0048034124287582
707 => 0.0045697790676651
708 => 0.0047422367032105
709 => 0.004626919193632
710 => 0.004660574973543
711 => 0.004902955226492
712 => 0.0048737913931986
713 => 0.0049115320939786
714 => 0.0048449207449481
715 => 0.004782695241308
716 => 0.0046665467178371
717 => 0.0046321608660904
718 => 0.0046416638784399
719 => 0.0046321561568694
720 => 0.0045671721254475
721 => 0.0045531388300492
722 => 0.0045297493895724
723 => 0.004536998755198
724 => 0.0044930197642796
725 => 0.0045760172066658
726 => 0.0045914222633437
727 => 0.0046518208805001
728 => 0.004658091665298
729 => 0.0048263009543581
730 => 0.0047336541045861
731 => 0.0047958096101573
801 => 0.0047902498367087
802 => 0.0043449485678038
803 => 0.0044063071537326
804 => 0.0045017618580527
805 => 0.0044587596431423
806 => 0.0043979645722275
807 => 0.0043488692928384
808 => 0.0042744849243138
809 => 0.0043791794945869
810 => 0.0045168417214697
811 => 0.004661583006549
812 => 0.0048354801767471
813 => 0.0047966683527451
814 => 0.0046583321199125
815 => 0.0046645377822627
816 => 0.0047028987450734
817 => 0.0046532178127725
818 => 0.00463856593595
819 => 0.0047008858021929
820 => 0.0047013149648613
821 => 0.0046441510481079
822 => 0.0045806238155228
823 => 0.0045803576340987
824 => 0.0045690535766604
825 => 0.004729788161655
826 => 0.0048181759313025
827 => 0.0048283094466486
828 => 0.0048174938649801
829 => 0.0048216563531092
830 => 0.0047702254574429
831 => 0.0048877812335777
901 => 0.0049956620388202
902 => 0.004966747678478
903 => 0.0049234009419064
904 => 0.0048888731783655
905 => 0.0049586140346959
906 => 0.0049555085841458
907 => 0.0049947197940996
908 => 0.0049929409471212
909 => 0.0049797556920219
910 => 0.004966748149365
911 => 0.0050183215856937
912 => 0.0050034692642751
913 => 0.004988593873099
914 => 0.0049587589987868
915 => 0.0049628140537106
916 => 0.0049194748015643
917 => 0.0048994240804522
918 => 0.0045979093433324
919 => 0.0045173347532957
920 => 0.0045426851595683
921 => 0.0045510311715362
922 => 0.0045159650066931
923 => 0.0045662408793195
924 => 0.004558405437826
925 => 0.0045888885570972
926 => 0.0045698440275997
927 => 0.0045706256217333
928 => 0.0046266315222635
929 => 0.0046428902734536
930 => 0.0046346209413741
1001 => 0.0046404124981065
1002 => 0.0047738764785402
1003 => 0.0047549021684604
1004 => 0.0047448224444025
1005 => 0.0047476145968526
1006 => 0.0047817175053534
1007 => 0.0047912644577839
1008 => 0.0047508133494836
1009 => 0.0047698903260031
1010 => 0.0048511176707943
1011 => 0.0048795426444017
1012 => 0.004970261515395
1013 => 0.0049317225265977
1014 => 0.0050024625084635
1015 => 0.0052198930956823
1016 => 0.0053935916938048
1017 => 0.0052338512845731
1018 => 0.0055528266396421
1019 => 0.0058011947078603
1020 => 0.0057916619277235
1021 => 0.0057483532101727
1022 => 0.0054655927677129
1023 => 0.0052053923928408
1024 => 0.0054230610551128
1025 => 0.0054236159372969
1026 => 0.005404918006167
1027 => 0.0052887867617763
1028 => 0.0054008768905912
1029 => 0.005409774197965
1030 => 0.0054047940718207
1031 => 0.0053157565190305
1101 => 0.0051798126328102
1102 => 0.0052063757427739
1103 => 0.0052498866587674
1104 => 0.0051675114174639
1105 => 0.0051411875365755
1106 => 0.0051901286394702
1107 => 0.0053478270702806
1108 => 0.0053180150954207
1109 => 0.0053172365842775
1110 => 0.0054447848549729
1111 => 0.0053534878197946
1112 => 0.0052067107886574
1113 => 0.0051696476525441
1114 => 0.005038098488062
1115 => 0.0051289599645318
1116 => 0.0051322299073124
1117 => 0.0050824660052317
1118 => 0.0052107488550468
1119 => 0.005209566706002
1120 => 0.005331352179519
1121 => 0.0055641602643487
1122 => 0.0054953074578744
1123 => 0.005415239135109
1124 => 0.0054239447818474
1125 => 0.0055194242392003
1126 => 0.0054616951797007
1127 => 0.0054824549519981
1128 => 0.0055193928167986
1129 => 0.0055416783477484
1130 => 0.0054207382368985
1201 => 0.0053925413118252
1202 => 0.0053348602989011
1203 => 0.0053198123992963
1204 => 0.0053667923807692
1205 => 0.0053544148154783
1206 => 0.0051319550812836
1207 => 0.0051087068013059
1208 => 0.0051094197928619
1209 => 0.0050509608874627
1210 => 0.004961797024984
1211 => 0.0051961143318805
1212 => 0.0051772953728681
1213 => 0.0051565206985901
1214 => 0.0051590654776505
1215 => 0.0052607746788239
1216 => 0.0052017782057056
1217 => 0.0053586299988224
1218 => 0.0053263859855541
1219 => 0.0052933150350132
1220 => 0.0052887436222827
1221 => 0.0052760141278053
1222 => 0.0052323599548063
1223 => 0.0051796449177009
1224 => 0.0051448378841056
1225 => 0.0047458409929858
1226 => 0.0048198924951195
1227 => 0.0049050819983175
1228 => 0.004934489073446
1229 => 0.0048841862365311
1230 => 0.0052343462174071
1231 => 0.0052983238201387
]
'min_raw' => 0.0022082910057784
'max_raw' => 0.0058011947078603
'avg_raw' => 0.0040047428568194
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0022082'
'max' => '$0.0058011'
'avg' => '$0.0040047'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -8.5620418244389E-5
'max_diff' => -0.0010461867588864
'year' => 2027
]
2 => [
'items' => [
101 => 0.005104531488309
102 => 0.0050682808555124
103 => 0.0052367228028582
104 => 0.0051351317174181
105 => 0.0051808781769713
106 => 0.0050819993533928
107 => 0.0052829134891236
108 => 0.0052813828600325
109 => 0.0052032227233817
110 => 0.0052692831356615
111 => 0.005257803513361
112 => 0.0051695609115821
113 => 0.0052857109369954
114 => 0.0052857685459589
115 => 0.0052105411137804
116 => 0.0051226919423984
117 => 0.0051069865854601
118 => 0.0050951547087249
119 => 0.0051779682606016
120 => 0.005252218632263
121 => 0.0053903801656967
122 => 0.005425117257839
123 => 0.0055606984410496
124 => 0.0054799664477757
125 => 0.0055157538947397
126 => 0.0055546062308625
127 => 0.0055732334695472
128 => 0.0055428813837033
129 => 0.0057534947686707
130 => 0.0057712769913893
131 => 0.0057772392168513
201 => 0.0057062215684431
202 => 0.0057693018621171
203 => 0.0057397886817068
204 => 0.0058165737781368
205 => 0.0058286146616984
206 => 0.0058184164616886
207 => 0.0058222384281834
208 => 0.0056425170588608
209 => 0.0056331975577557
210 => 0.0055061254989057
211 => 0.0055579083021563
212 => 0.0054611028334936
213 => 0.0054918008448134
214 => 0.0055053322357017
215 => 0.0054982642050013
216 => 0.0055608360241578
217 => 0.0055076371952967
218 => 0.0053672367392349
219 => 0.0052267980311628
220 => 0.0052250349375819
221 => 0.0051880599046956
222 => 0.0051613337282339
223 => 0.0051664821379824
224 => 0.0051846258054541
225 => 0.005160279185297
226 => 0.0051654747711125
227 => 0.0052517561136566
228 => 0.0052690592215734
229 => 0.0052102565001113
301 => 0.0049741550882488
302 => 0.0049162152095622
303 => 0.0049578612453644
304 => 0.0049379571225992
305 => 0.0039853167896895
306 => 0.0042091255051928
307 => 0.0040761459662666
308 => 0.0041374290558982
309 => 0.0040016913815392
310 => 0.0040664725143643
311 => 0.0040545098045597
312 => 0.0044143875961077
313 => 0.0044087685993884
314 => 0.0044114581157673
315 => 0.0042830804915075
316 => 0.0044875895327857
317 => 0.0045883380404266
318 => 0.0045696921729969
319 => 0.0045743849361195
320 => 0.0044937477178053
321 => 0.0044122388603048
322 => 0.0043218329932134
323 => 0.0044897959197663
324 => 0.0044711213095564
325 => 0.0045139541464652
326 => 0.0046228901105726
327 => 0.0046389313450949
328 => 0.0046604909269671
329 => 0.0046527633515815
330 => 0.0048368655482606
331 => 0.0048145695574973
401 => 0.0048682964802424
402 => 0.0047577761238843
403 => 0.0046327118499766
404 => 0.0046564824797873
405 => 0.0046541931769852
406 => 0.004625047724775
407 => 0.0045987365137008
408 => 0.0045549357604001
409 => 0.0046935278251354
410 => 0.004687901240406
411 => 0.0047789891069861
412 => 0.0047628884417877
413 => 0.0046553642590919
414 => 0.0046592045063122
415 => 0.0046850320144282
416 => 0.0047744213149109
417 => 0.0048009581453818
418 => 0.0047886652281978
419 => 0.0048177616513569
420 => 0.004840758277865
421 => 0.004820649673584
422 => 0.00510534510491
423 => 0.0049871197129272
424 => 0.0050447419463726
425 => 0.0050584845095195
426 => 0.0050232832229938
427 => 0.0050309171215777
428 => 0.0050424803978193
429 => 0.0051126903468371
430 => 0.0052969415684722
501 => 0.0053785451802938
502 => 0.0056240536727107
503 => 0.0053717691363092
504 => 0.0053567996159763
505 => 0.0054010231091068
506 => 0.0055451625838686
507 => 0.0056619740898307
508 => 0.0057007272053758
509 => 0.0057058490693393
510 => 0.0057785524903602
511 => 0.0058202247354509
512 => 0.0057697243827585
513 => 0.005726930621459
514 => 0.0055736486802413
515 => 0.0055913914823101
516 => 0.005713621793874
517 => 0.0058862793082875
518 => 0.0060344374176068
519 => 0.0059825576115546
520 => 0.0063783639102978
521 => 0.0064176064880944
522 => 0.0064121844327074
523 => 0.0065015848650067
524 => 0.006324143212974
525 => 0.0062482834689599
526 => 0.0057361831183817
527 => 0.0058800624285923
528 => 0.0060891994557191
529 => 0.0060615193859552
530 => 0.0059096384866071
531 => 0.0060343222023252
601 => 0.0059930978666885
602 => 0.0059605825227726
603 => 0.0061095416166609
604 => 0.0059457549740284
605 => 0.0060875655586686
606 => 0.0059056920170248
607 => 0.0059827945941386
608 => 0.0059390274423368
609 => 0.0059673501534529
610 => 0.005801776162996
611 => 0.0058911158691652
612 => 0.0057980593374977
613 => 0.0057980152165853
614 => 0.0057959609884911
615 => 0.0059054415853221
616 => 0.0059090117436543
617 => 0.0058281054171802
618 => 0.0058164455515409
619 => 0.0058595581859923
620 => 0.0058090845822666
621 => 0.0058327008637728
622 => 0.0058097998953751
623 => 0.0058046444050206
624 => 0.0057635645807416
625 => 0.0057458662629289
626 => 0.0057528062293727
627 => 0.005729116546102
628 => 0.0057148426550381
629 => 0.0057931215522899
630 => 0.00575130029525
701 => 0.0057867118448473
702 => 0.0057463559147873
703 => 0.0056064646789577
704 => 0.0055260117499091
705 => 0.0052617701733514
706 => 0.0053367087566725
707 => 0.005386393114944
708 => 0.0053699724348317
709 => 0.0054052504096726
710 => 0.005407416190812
711 => 0.0053959469615748
712 => 0.0053826670634174
713 => 0.0053762031434189
714 => 0.005424379907298
715 => 0.0054523481402851
716 => 0.0053913796049875
717 => 0.0053770955302077
718 => 0.0054387380855587
719 => 0.0054763400087131
720 => 0.0057539714825894
721 => 0.0057334036462668
722 => 0.0057850248792025
723 => 0.0057792131205663
724 => 0.0058333203965902
725 => 0.0059217629254484
726 => 0.0057419345353598
727 => 0.0057731465258813
728 => 0.0057654940665955
729 => 0.0058490416104948
730 => 0.0058493024368073
731 => 0.0057992115107304
801 => 0.0058263666143892
802 => 0.0058112093804881
803 => 0.0058386005507703
804 => 0.0057331289502731
805 => 0.005861581974723
806 => 0.0059344065622561
807 => 0.0059354177317246
808 => 0.0059699360082436
809 => 0.0060050085763507
810 => 0.0060723273166553
811 => 0.0060031310932209
812 => 0.005878653823379
813 => 0.0058876406802025
814 => 0.0058146597024386
815 => 0.0058158865258599
816 => 0.0058093376462891
817 => 0.0058289913268577
818 => 0.0057374418279355
819 => 0.005758928312346
820 => 0.0057288471083467
821 => 0.0057730811352185
822 => 0.005725492634451
823 => 0.005765490376348
824 => 0.0057827520758045
825 => 0.0058464481184172
826 => 0.0057160846771674
827 => 0.0054502647956301
828 => 0.0055061433574838
829 => 0.0054234945753358
830 => 0.0054311440347897
831 => 0.005446597160289
901 => 0.0053965085245977
902 => 0.0054060638578133
903 => 0.005405722474071
904 => 0.0054027806134102
905 => 0.005389750624752
906 => 0.005370854563293
907 => 0.0054461306562449
908 => 0.0054589215312884
909 => 0.0054873540620559
910 => 0.0055719499876501
911 => 0.0055634968597739
912 => 0.0055772842620568
913 => 0.0055471864402862
914 => 0.005432540186419
915 => 0.0054387660295838
916 => 0.0053611296655569
917 => 0.0054853687256774
918 => 0.0054559472763654
919 => 0.0054369790765961
920 => 0.0054318034275499
921 => 0.005516609050081
922 => 0.0055419842215075
923 => 0.0055261721175389
924 => 0.0054937410309865
925 => 0.0055560183045571
926 => 0.0055726810756974
927 => 0.0055764112556564
928 => 0.0056867546439408
929 => 0.0055825782252993
930 => 0.0056076545246909
1001 => 0.0058032926541983
1002 => 0.0056258758669515
1003 => 0.0057198574960227
1004 => 0.0057152575843364
1005 => 0.0057633354056043
1006 => 0.005711313799706
1007 => 0.0057119586698584
1008 => 0.0057546485180706
1009 => 0.0056946983254113
1010 => 0.0056798538146274
1011 => 0.0056593462292979
1012 => 0.0057041237916099
1013 => 0.0057309659151011
1014 => 0.0059472937170723
1015 => 0.006087051342892
1016 => 0.0060809840957706
1017 => 0.006136427377049
1018 => 0.0061114496710308
1019 => 0.0060307900695122
1020 => 0.006168466173914
1021 => 0.0061248996938684
1022 => 0.0061284912615501
1023 => 0.0061283575832216
1024 => 0.0061573254838041
1025 => 0.0061367990713723
1026 => 0.0060963394054762
1027 => 0.0061231984198716
1028 => 0.0062029600903526
1029 => 0.0064505427629126
1030 => 0.0065890933065113
1031 => 0.0064422018462187
1101 => 0.0065435256085735
1102 => 0.0064827674565087
1103 => 0.00647172589288
1104 => 0.006535364703406
1105 => 0.0065991149052455
1106 => 0.006595054292988
1107 => 0.0065487749200616
1108 => 0.0065226328765912
1109 => 0.0067205891879767
1110 => 0.0068664400261078
1111 => 0.0068564939767437
1112 => 0.0069003926040083
1113 => 0.0070292803313909
1114 => 0.0070410642099091
1115 => 0.0070395797120652
1116 => 0.0070103721396371
1117 => 0.0071372788454315
1118 => 0.0072431466521163
1119 => 0.0070036114305079
1120 => 0.0070948233071501
1121 => 0.0071357712572379
1122 => 0.0071958949966761
1123 => 0.0072973338230171
1124 => 0.0074075232937433
1125 => 0.0074231052930701
1126 => 0.0074120491188804
1127 => 0.0073393762008845
1128 => 0.0074599468345869
1129 => 0.0075305742840805
1130 => 0.0075726313139735
1201 => 0.0076792809441596
1202 => 0.0071360241378372
1203 => 0.0067514799687071
1204 => 0.0066914278438123
1205 => 0.006813546201219
1206 => 0.0068457478381916
1207 => 0.0068327673987053
1208 => 0.0063999279751231
1209 => 0.0066891490338253
1210 => 0.0070003265745916
1211 => 0.0070122801712429
1212 => 0.007168062154566
1213 => 0.0072187911540553
1214 => 0.0073442160694417
1215 => 0.0073363707068348
1216 => 0.0073669096777851
1217 => 0.0073598892972249
1218 => 0.0075922125416464
1219 => 0.0078484995805789
1220 => 0.0078396251753635
1221 => 0.0078027808812664
1222 => 0.0078575009408864
1223 => 0.008122016630453
1224 => 0.0080976642645352
1225 => 0.0081213205136947
1226 => 0.0084331994191447
1227 => 0.0088386863604867
1228 => 0.00865029696601
1229 => 0.0090590477444364
1230 => 0.0093163346925081
1231 => 0.009761285865231
]
'min_raw' => 0.0039853167896895
'max_raw' => 0.009761285865231
'avg_raw' => 0.0068733013274603
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003985'
'max' => '$0.009761'
'avg' => '$0.006873'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0017770257839111
'max_diff' => 0.0039600911573707
'year' => 2028
]
3 => [
'items' => [
101 => 0.0097055757869754
102 => 0.0098787920133139
103 => 0.0096058431198536
104 => 0.0089790972883961
105 => 0.0088799123614813
106 => 0.0090784830969271
107 => 0.0095666498737717
108 => 0.0090631089878862
109 => 0.0091649746532878
110 => 0.0091356373347993
111 => 0.0091340740737726
112 => 0.0091937373889188
113 => 0.00910719263847
114 => 0.0087545937560384
115 => 0.0089161877459785
116 => 0.0088537885460819
117 => 0.0089230251105357
118 => 0.0092966662935619
119 => 0.0091314706200527
120 => 0.0089574503974176
121 => 0.0091757103747809
122 => 0.0094536303282297
123 => 0.009436238597013
124 => 0.009402491369273
125 => 0.009592722725096
126 => 0.009906929192358
127 => 0.0099918579378751
128 => 0.010054550601524
129 => 0.01006319486064
130 => 0.010152236101911
131 => 0.0096734389063128
201 => 0.010433302352112
202 => 0.010564509778397
203 => 0.010539848220246
204 => 0.01068567975251
205 => 0.010642772416329
206 => 0.010580606418158
207 => 0.010811780416053
208 => 0.010546758082246
209 => 0.010170592244792
210 => 0.009964220226648
211 => 0.010235987547696
212 => 0.010401946367287
213 => 0.010511634590074
214 => 0.010544826180014
215 => 0.0097106065696463
216 => 0.0092610084675989
217 => 0.0095491956963586
218 => 0.0099008040050654
219 => 0.0096714857044048
220 => 0.0096804745476337
221 => 0.0093535269146809
222 => 0.0099297316158732
223 => 0.0098457834375538
224 => 0.010281306735177
225 => 0.010177365604906
226 => 0.0105325179472
227 => 0.010438994433023
228 => 0.010827205311543
301 => 0.010982073141375
302 => 0.011242120330916
303 => 0.011433412102124
304 => 0.011545742289006
305 => 0.011538998405926
306 => 0.011984106569029
307 => 0.011721641836142
308 => 0.011391924273447
309 => 0.011385960722984
310 => 0.011556726120837
311 => 0.011914603547539
312 => 0.012007395957378
313 => 0.012059254255505
314 => 0.011979831466724
315 => 0.011694944810191
316 => 0.011571932196309
317 => 0.011676742507355
318 => 0.011548568503398
319 => 0.011769832793502
320 => 0.012073675923316
321 => 0.012010933518536
322 => 0.012220671970851
323 => 0.012437729203868
324 => 0.012748130795734
325 => 0.012829281265985
326 => 0.012963419907434
327 => 0.013101492631734
328 => 0.013145837869615
329 => 0.013230506688248
330 => 0.01323006044178
331 => 0.013485215625602
401 => 0.013766659694855
402 => 0.013872898315553
403 => 0.014117188165816
404 => 0.013698850358178
405 => 0.014016164390789
406 => 0.014302389591091
407 => 0.013961140107612
408 => 0.014431473019655
409 => 0.014449734980833
410 => 0.014725468913012
411 => 0.014445959748519
412 => 0.014279988098867
413 => 0.014759142032534
414 => 0.014990989527828
415 => 0.014921155175408
416 => 0.014389712305345
417 => 0.014080389760311
418 => 0.013270832996094
419 => 0.014229787953558
420 => 0.014696866940239
421 => 0.014388502683607
422 => 0.014544023678175
423 => 0.015392495796685
424 => 0.015715539044912
425 => 0.015648348307524
426 => 0.015659702436089
427 => 0.015834010709182
428 => 0.016606989585399
429 => 0.01614380272526
430 => 0.016497891724556
501 => 0.01668569925302
502 => 0.016860145352084
503 => 0.016431760867038
504 => 0.01587443894621
505 => 0.015697911699102
506 => 0.01435784193548
507 => 0.014288085484656
508 => 0.014248929074971
509 => 0.014002053450694
510 => 0.013808076834937
511 => 0.013653819428197
512 => 0.013249001927749
513 => 0.013385615950608
514 => 0.012740421346874
515 => 0.01315319399005
516 => 0.012123447823722
517 => 0.012981051030113
518 => 0.012514296595307
519 => 0.012827709644959
520 => 0.012826616176354
521 => 0.012249523384248
522 => 0.01191666830538
523 => 0.012128776516548
524 => 0.012356173356091
525 => 0.012393067728252
526 => 0.012687893666384
527 => 0.012770173248454
528 => 0.012520862273515
529 => 0.012102108623255
530 => 0.012199375545456
531 => 0.011914697194306
601 => 0.01141580933391
602 => 0.011774119304993
603 => 0.011896462082898
604 => 0.011950495623335
605 => 0.011459896710294
606 => 0.011305739880395
607 => 0.011223668077659
608 => 0.012038778464258
609 => 0.012083432051244
610 => 0.011854977986845
611 => 0.012887612020832
612 => 0.012653895135594
613 => 0.012915014158432
614 => 0.01219054959177
615 => 0.012218225113837
616 => 0.01187525197792
617 => 0.01206729401656
618 => 0.011931564893453
619 => 0.012051778917635
620 => 0.012123834708068
621 => 0.012466751565469
622 => 0.012984966589789
623 => 0.012415531222243
624 => 0.012167420078138
625 => 0.012321346836511
626 => 0.012731274078288
627 => 0.013352334833369
628 => 0.012984654366348
629 => 0.013147824713993
630 => 0.01318347017601
701 => 0.012912356211899
702 => 0.013362331191939
703 => 0.013603476439332
704 => 0.01385084156518
705 => 0.01406562177294
706 => 0.013752038494241
707 => 0.014087617552846
708 => 0.013817200069288
709 => 0.013574607631291
710 => 0.013574975543882
711 => 0.013422793763816
712 => 0.013127922388801
713 => 0.01307354358311
714 => 0.013356428997602
715 => 0.013583276310677
716 => 0.013601960541907
717 => 0.013727554870261
718 => 0.013801880300056
719 => 0.014530370552573
720 => 0.014823375358523
721 => 0.015181656088941
722 => 0.015321226625034
723 => 0.015741283899869
724 => 0.015402053535056
725 => 0.01532865891177
726 => 0.014309737362708
727 => 0.014476585709286
728 => 0.014743726010628
729 => 0.014314142407884
730 => 0.01458661432731
731 => 0.014640406055949
801 => 0.014299545321444
802 => 0.014481613767466
803 => 0.013998093954365
804 => 0.012995506000408
805 => 0.013363447358937
806 => 0.013634376046536
807 => 0.013247727404065
808 => 0.013940780130325
809 => 0.013535913035156
810 => 0.013407589603036
811 => 0.012906954143727
812 => 0.013143234809295
813 => 0.013462807792688
814 => 0.013265348843298
815 => 0.013675105811893
816 => 0.014255430957617
817 => 0.014669005215419
818 => 0.014700754311561
819 => 0.014434853771117
820 => 0.014860961084133
821 => 0.014864064810716
822 => 0.014383414020935
823 => 0.014089018088469
824 => 0.014022130713199
825 => 0.014189228490667
826 => 0.014392116040465
827 => 0.014712013158549
828 => 0.014905320287229
829 => 0.015409362756646
830 => 0.01554574219684
831 => 0.015695581853951
901 => 0.01589581384469
902 => 0.016136243688
903 => 0.015610196878515
904 => 0.01563109769893
905 => 0.015141250193551
906 => 0.014617777882816
907 => 0.015015028114919
908 => 0.015534379949411
909 => 0.015415240064746
910 => 0.015401834393914
911 => 0.01542437901383
912 => 0.015334551431537
913 => 0.014928264605993
914 => 0.014724229905695
915 => 0.014987486723883
916 => 0.015127396006537
917 => 0.015344383102562
918 => 0.015317634862935
919 => 0.015876570319582
920 => 0.016093755736704
921 => 0.016038190413116
922 => 0.01604841576991
923 => 0.016441619593482
924 => 0.016878943113828
925 => 0.017288554300553
926 => 0.017705228392899
927 => 0.017202911511509
928 => 0.016947865977737
929 => 0.017211007866234
930 => 0.017071381076207
1001 => 0.017873718027696
1002 => 0.017929270097411
1003 => 0.018731549030806
1004 => 0.019493007272196
1005 => 0.019014748993721
1006 => 0.019465725009097
1007 => 0.019953492338341
1008 => 0.02089447465385
1009 => 0.020577584914143
1010 => 0.020334852339824
1011 => 0.020105471229967
1012 => 0.020582776906353
1013 => 0.02119682303388
1014 => 0.021329082688489
1015 => 0.021543393856031
1016 => 0.021318071868083
1017 => 0.021589447384164
1018 => 0.022547522204373
1019 => 0.022288641930792
1020 => 0.021920990325226
1021 => 0.022677298381298
1022 => 0.022951003326717
1023 => 0.024872007974061
1024 => 0.027297355694077
1025 => 0.026293245812298
1026 => 0.025669962406255
1027 => 0.025816448791155
1028 => 0.026702103675304
1029 => 0.026986547914811
1030 => 0.02621333041802
1031 => 0.02648644390962
1101 => 0.027991326100256
1102 => 0.028798647113132
1103 => 0.027702196739969
1104 => 0.024677133646266
1105 => 0.021887887320709
1106 => 0.022627721047645
1107 => 0.022543846862724
1108 => 0.024160655038687
1109 => 0.022282467721884
1110 => 0.02231409157942
1111 => 0.023964333636232
1112 => 0.023524077347785
1113 => 0.022810918544268
1114 => 0.021893094169203
1115 => 0.020196410923417
1116 => 0.018693611257112
1117 => 0.02164094747683
1118 => 0.021513852979653
1119 => 0.021329801313391
1120 => 0.021739388380187
1121 => 0.02372822691323
1122 => 0.023682377747801
1123 => 0.023390708749793
1124 => 0.02361193711413
1125 => 0.022772136142376
1126 => 0.02298857197471
1127 => 0.02188744548984
1128 => 0.022385200648105
1129 => 0.022809388425771
1130 => 0.022894550402345
1201 => 0.023086424684044
1202 => 0.021446879954859
1203 => 0.022182987403759
1204 => 0.022615381566047
1205 => 0.020661809010195
1206 => 0.022576765717832
1207 => 0.021418339128782
1208 => 0.021025151745474
1209 => 0.021554526758599
1210 => 0.02134822880115
1211 => 0.021170865931558
1212 => 0.021071894402845
1213 => 0.021460608987495
1214 => 0.021442474987507
1215 => 0.020806462480769
1216 => 0.019976810092916
1217 => 0.020255268666691
1218 => 0.020154102056275
1219 => 0.019787461209377
1220 => 0.020034532871802
1221 => 0.01894655431059
1222 => 0.017074743744231
1223 => 0.018311319139476
1224 => 0.018263712331894
1225 => 0.018239706820715
1226 => 0.019168959053808
1227 => 0.019079632893093
1228 => 0.01891750503671
1229 => 0.019784483604152
1230 => 0.019468024764529
1231 => 0.020443276341169
]
'min_raw' => 0.0087545937560384
'max_raw' => 0.028798647113132
'avg_raw' => 0.018776620434585
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.008754'
'max' => '$0.028798'
'avg' => '$0.018776'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0047692769663489
'max_diff' => 0.019037361247901
'year' => 2029
]
4 => [
'items' => [
101 => 0.021085640104861
102 => 0.020922715876098
103 => 0.021526862100664
104 => 0.020261683789823
105 => 0.020681925274541
106 => 0.020768536462112
107 => 0.019773785223208
108 => 0.019094247757701
109 => 0.019048930356046
110 => 0.017870706036889
111 => 0.018500103957888
112 => 0.019053948082112
113 => 0.018788699726649
114 => 0.018704730021379
115 => 0.019133713034798
116 => 0.019167048688932
117 => 0.018406992241929
118 => 0.018565032045118
119 => 0.019224084296349
120 => 0.018548425619341
121 => 0.017235731178133
122 => 0.016910164807293
123 => 0.016866728252044
124 => 0.015983766433331
125 => 0.016931920708949
126 => 0.016518025958687
127 => 0.017825514515543
128 => 0.017078684064069
129 => 0.017046489695977
130 => 0.016997823186719
131 => 0.016237821474659
201 => 0.016404213548972
202 => 0.016957326146215
203 => 0.017154682952171
204 => 0.017134097020413
205 => 0.016954615592739
206 => 0.017036781271235
207 => 0.01677209699238
208 => 0.01667863146459
209 => 0.016383628549165
210 => 0.015950055760126
211 => 0.016010346715698
212 => 0.01515132557012
213 => 0.014683285258306
214 => 0.014553737868668
215 => 0.014380501685086
216 => 0.014573305356567
217 => 0.015148892071144
218 => 0.014454612375831
219 => 0.013264318536273
220 => 0.013335857224193
221 => 0.013496583415921
222 => 0.013197071220946
223 => 0.012913608064555
224 => 0.013160056280944
225 => 0.012655713089757
226 => 0.013557530881047
227 => 0.013533139237108
228 => 0.013869281141663
301 => 0.014079477572907
302 => 0.013595042850792
303 => 0.01347320882823
304 => 0.013542611024529
305 => 0.012395547315017
306 => 0.013775541564728
307 => 0.013787475812305
308 => 0.013685287539059
309 => 0.014420091874488
310 => 0.015970758213462
311 => 0.015387335161331
312 => 0.015161416121491
313 => 0.014731943861608
314 => 0.015304190148362
315 => 0.015260250561972
316 => 0.015061539088723
317 => 0.014941357769685
318 => 0.015162795534973
319 => 0.014913919180022
320 => 0.014869214148008
321 => 0.014598350293557
322 => 0.014501664221039
323 => 0.014430081702129
324 => 0.014351276382363
325 => 0.014525101280705
326 => 0.014131191192492
327 => 0.013656174241588
328 => 0.013616681721875
329 => 0.013725724041021
330 => 0.013677480932045
331 => 0.01361645075243
401 => 0.013499927518965
402 => 0.013465357564721
403 => 0.013577693145057
404 => 0.013450872824429
405 => 0.013638003115776
406 => 0.013587114030921
407 => 0.013302851739674
408 => 0.012948555677402
409 => 0.012945401699287
410 => 0.012869069193832
411 => 0.012771848271466
412 => 0.012744803634978
413 => 0.01313930109956
414 => 0.013955899044929
415 => 0.01379558132872
416 => 0.013911427308702
417 => 0.014481274873228
418 => 0.014662412278077
419 => 0.01453384523859
420 => 0.01435785474527
421 => 0.01436559743381
422 => 0.014967010225429
423 => 0.015004519603534
424 => 0.015099293701022
425 => 0.015221105199451
426 => 0.0145545902635
427 => 0.014334204640265
428 => 0.014229773705447
429 => 0.013908166846066
430 => 0.01425499227142
501 => 0.014052911948612
502 => 0.014080179488206
503 => 0.014062421467274
504 => 0.014072118547495
505 => 0.013557278804596
506 => 0.013744859347728
507 => 0.013432970312926
508 => 0.013015385906513
509 => 0.013013986017159
510 => 0.013116189209037
511 => 0.013055394751297
512 => 0.012891798428686
513 => 0.01291503651416
514 => 0.012711446433145
515 => 0.012939756036112
516 => 0.012946303138594
517 => 0.012858391505344
518 => 0.013210133949369
519 => 0.013354243115681
520 => 0.013296377795426
521 => 0.013350183130555
522 => 0.01380224325362
523 => 0.013875948778445
524 => 0.013908683903859
525 => 0.013864823172378
526 => 0.013358445959746
527 => 0.013380905942408
528 => 0.013216109492064
529 => 0.013076873857346
530 => 0.01308244255254
531 => 0.013154027768151
601 => 0.013466644603141
602 => 0.014124528302609
603 => 0.014149494508097
604 => 0.014179754277464
605 => 0.014056672588106
606 => 0.014019549972863
607 => 0.014068524284529
608 => 0.014315590812167
609 => 0.014951112999161
610 => 0.014726477013178
611 => 0.014543844459906
612 => 0.014704062446508
613 => 0.014679398143301
614 => 0.014471206602953
615 => 0.014465363359819
616 => 0.014065777231031
617 => 0.013918059337354
618 => 0.013794615208905
619 => 0.013659817443229
620 => 0.013579904809274
621 => 0.013702686934671
622 => 0.013730768659465
623 => 0.013462303396419
624 => 0.01342571257308
625 => 0.013644947102107
626 => 0.013548470159769
627 => 0.013647699087477
628 => 0.013670721049875
629 => 0.013667013983688
630 => 0.013566280975581
701 => 0.013630485191047
702 => 0.013478623081272
703 => 0.013313495845843
704 => 0.01320815495743
705 => 0.013116231060848
706 => 0.01316723578132
707 => 0.012985413265932
708 => 0.012927244583895
709 => 0.013608734247488
710 => 0.014112157989233
711 => 0.01410483800865
712 => 0.014060279509399
713 => 0.013994074617874
714 => 0.014310747511987
715 => 0.014200425007753
716 => 0.014280693847337
717 => 0.014301125635884
718 => 0.014362966506154
719 => 0.014385069301873
720 => 0.014318259301831
721 => 0.014094036781536
722 => 0.013535295579397
723 => 0.013275200041509
724 => 0.013189364181772
725 => 0.013192484152248
726 => 0.01310642143836
727 => 0.01313177076466
728 => 0.013097605977172
729 => 0.013032906135018
730 => 0.013163240748386
731 => 0.013178260598426
801 => 0.013147838942283
802 => 0.013155004343585
803 => 0.012903126023982
804 => 0.012922275785571
805 => 0.012815647479612
806 => 0.012795655957668
807 => 0.012526108885394
808 => 0.012048567175386
809 => 0.012313171638826
810 => 0.011993566656009
811 => 0.01187252740621
812 => 0.012445508389291
813 => 0.012387996990608
814 => 0.012289562475668
815 => 0.01214395731252
816 => 0.012089950941153
817 => 0.011761825325063
818 => 0.011742437913183
819 => 0.011905065828653
820 => 0.011830018641349
821 => 0.01172462396778
822 => 0.011342895143802
823 => 0.010913705559581
824 => 0.010926660095339
825 => 0.011063177316723
826 => 0.011460119549755
827 => 0.011305027352139
828 => 0.011192506183291
829 => 0.01117143435074
830 => 0.01143519245199
831 => 0.011808465424289
901 => 0.011983596751379
902 => 0.01181004692505
903 => 0.011610682229149
904 => 0.011622816634421
905 => 0.01170354139639
906 => 0.011712024427486
907 => 0.011582258505476
908 => 0.011618786852414
909 => 0.011563296953194
910 => 0.011222755544106
911 => 0.011216596229884
912 => 0.011133021876122
913 => 0.011130491277905
914 => 0.010988310453556
915 => 0.01096841837338
916 => 0.010686109716876
917 => 0.010871926129496
918 => 0.01074729023571
919 => 0.01055943454514
920 => 0.010527048153278
921 => 0.010526074579231
922 => 0.010718960369684
923 => 0.010869672146731
924 => 0.010749458330444
925 => 0.010722087974722
926 => 0.01101433176714
927 => 0.010977141080694
928 => 0.010944934186085
929 => 0.011775042923713
930 => 0.011117947083688
1001 => 0.010831415791718
1002 => 0.010476778907089
1003 => 0.010592250464958
1004 => 0.010616582018832
1005 => 0.0097637442394007
1006 => 0.0094177480584997
1007 => 0.0092990152078055
1008 => 0.0092306827735949
1009 => 0.0092618227219294
1010 => 0.0089503855778142
1011 => 0.0091596764893545
1012 => 0.0088899982476773
1013 => 0.0088447858128512
1014 => 0.0093270039156936
1015 => 0.0093941017476268
1016 => 0.0091078415509373
1017 => 0.0092916669385281
1018 => 0.0092250092976237
1019 => 0.0088946211071073
1020 => 0.0088820027084006
1021 => 0.008716225528106
1022 => 0.0084568163417324
1023 => 0.0083382593826819
1024 => 0.0082765138890497
1025 => 0.008301991283118
1026 => 0.0082891091330559
1027 => 0.0082050443900789
1028 => 0.0082939276257207
1029 => 0.0080668676877445
1030 => 0.0079764505908961
1031 => 0.0079356112859104
1101 => 0.0077340825218741
1102 => 0.008054804405704
1103 => 0.0081179906571664
1104 => 0.0081813014050633
1105 => 0.0087323782414227
1106 => 0.0087048480000051
1107 => 0.0089537079746483
1108 => 0.0089440377336578
1109 => 0.0088730588376253
1110 => 0.0085736105507256
1111 => 0.0086929653007313
1112 => 0.0083256099320601
1113 => 0.0086008575520056
1114 => 0.0084752460328779
1115 => 0.0085583881710347
1116 => 0.0084088911100044
1117 => 0.0084916289561609
1118 => 0.0081329744614435
1119 => 0.0077980679406812
1120 => 0.0079328441011668
1121 => 0.008079361201138
1122 => 0.0083970476057385
1123 => 0.0082078362040144
1124 => 0.0082758837789496
1125 => 0.0080479357939431
1126 => 0.0075776139907518
1127 => 0.007580275961081
1128 => 0.0075079271981775
1129 => 0.0074454073039365
1130 => 0.008229569409603
1201 => 0.008132046455995
1202 => 0.0079766563929092
1203 => 0.0081846521673052
1204 => 0.0082396495513923
1205 => 0.0082412152496001
1206 => 0.0083929635974514
1207 => 0.0084739517179021
1208 => 0.0084882262251541
1209 => 0.0087270055292383
1210 => 0.0088070412023921
1211 => 0.0091366968130404
1212 => 0.0084670804417144
1213 => 0.0084532901332002
1214 => 0.008187579094397
1215 => 0.0080190609528627
1216 => 0.0081991176757214
1217 => 0.0083586233519805
1218 => 0.0081925353803787
1219 => 0.0082142229631615
1220 => 0.007991263431172
1221 => 0.0080709609726372
1222 => 0.0081396072317652
1223 => 0.0081017048023153
1224 => 0.0080449630309305
1225 => 0.008345545705506
1226 => 0.0083285856530135
1227 => 0.008608495149944
1228 => 0.0088267046193215
1229 => 0.0092177749980545
1230 => 0.0088096726708867
1231 => 0.0087947998000249
]
'min_raw' => 0.0074454073039365
'max_raw' => 0.021526862100664
'avg_raw' => 0.0144861347023
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.007445'
'max' => '$0.021526'
'avg' => '$0.014486'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0013091864521019
'max_diff' => -0.0072717850124676
'year' => 2030
]
5 => [
'items' => [
101 => 0.0089401844983828
102 => 0.0088070189447523
103 => 0.0088911749779281
104 => 0.0092042161600626
105 => 0.0092108302269573
106 => 0.0091000360847278
107 => 0.0090932942511041
108 => 0.0091145734780744
109 => 0.009239206575084
110 => 0.0091956559414006
111 => 0.0092460538372662
112 => 0.009309077177766
113 => 0.009569768435416
114 => 0.0096326202150693
115 => 0.0094799229754233
116 => 0.0094937098264848
117 => 0.0094365968672242
118 => 0.0093814264642018
119 => 0.0095054414732059
120 => 0.009732081339682
121 => 0.0097306714248353
122 => 0.0097832474686083
123 => 0.0098160019083154
124 => 0.0096753958753772
125 => 0.0095838665181615
126 => 0.0096189646978824
127 => 0.0096750874515948
128 => 0.009600764845257
129 => 0.0091420112893594
130 => 0.0092811678129281
131 => 0.0092580053629999
201 => 0.009225019217652
202 => 0.0093649421781659
203 => 0.00935144626728
204 => 0.0089471913397574
205 => 0.0089730704286155
206 => 0.0089487651328651
207 => 0.0090273005158303
208 => 0.008802777776341
209 => 0.0088718394588242
210 => 0.0089151542986646
211 => 0.0089406670720909
212 => 0.0090328367039791
213 => 0.0090220216614949
214 => 0.0090321644257532
215 => 0.0091688276579628
216 => 0.0098600233893205
217 => 0.0098976436479409
218 => 0.009712387735531
219 => 0.0097863938185274
220 => 0.0096443183225255
221 => 0.0097396945548147
222 => 0.0098049485506533
223 => 0.0095100782910802
224 => 0.0094926179880005
225 => 0.0093499560958874
226 => 0.0094266145159264
227 => 0.0093046454577089
228 => 0.009334572398299
301 => 0.0092508940634255
302 => 0.0094014984060075
303 => 0.009569897462563
304 => 0.0096124417145292
305 => 0.0095005261040582
306 => 0.0094194918264791
307 => 0.0092772223294007
308 => 0.0095138196737246
309 => 0.0095830079473784
310 => 0.0095134562571775
311 => 0.0094973396108235
312 => 0.0094667985951048
313 => 0.0095038190316849
314 => 0.0095826311331811
315 => 0.0095454648015465
316 => 0.0095700138183776
317 => 0.0094764582810535
318 => 0.0096754424218247
319 => 0.0099914771255107
320 => 0.0099924932287599
321 => 0.0099553266967849
322 => 0.0099401189526648
323 => 0.009978254069925
324 => 0.0099989408066542
325 => 0.010122262783089
326 => 0.010254592177167
327 => 0.010872115719495
328 => 0.010698717579869
329 => 0.011246621203262
330 => 0.011679941832984
331 => 0.011809875743023
401 => 0.01169034265965
402 => 0.011281426438481
403 => 0.011261363057833
404 => 0.011872456532235
405 => 0.011699794635862
406 => 0.011679257052694
407 => 0.011460771866582
408 => 0.011589923671491
409 => 0.011561676277214
410 => 0.011517086383439
411 => 0.011763499030414
412 => 0.01222476150814
413 => 0.012152869425294
414 => 0.012099205320428
415 => 0.011864064834288
416 => 0.012005671927473
417 => 0.011955248353895
418 => 0.012171900025577
419 => 0.012043560374695
420 => 0.011698486552179
421 => 0.011753440695793
422 => 0.011745134487538
423 => 0.011916075664838
424 => 0.011864763366434
425 => 0.011735114937742
426 => 0.012223184963137
427 => 0.012191492410476
428 => 0.012236425204223
429 => 0.012256206009623
430 => 0.012553285633323
501 => 0.012674989649665
502 => 0.012702618592103
503 => 0.012818227994702
504 => 0.012699742124849
505 => 0.013173770083254
506 => 0.013488971015296
507 => 0.013855093117953
508 => 0.01439009591428
509 => 0.014591261914751
510 => 0.014554923077333
511 => 0.014960556091605
512 => 0.015689469601537
513 => 0.014702257338125
514 => 0.015741794248637
515 => 0.0154126888648
516 => 0.014632385920075
517 => 0.014582143609602
518 => 0.015110573823273
519 => 0.016282581177673
520 => 0.015989006628193
521 => 0.016283061360465
522 => 0.015940030895633
523 => 0.015922996541766
524 => 0.016266401136447
525 => 0.017068784689928
526 => 0.016687602340567
527 => 0.016141083973011
528 => 0.016544624630847
529 => 0.016195040367105
530 => 0.015407329178419
531 => 0.015988782137268
601 => 0.015599981102512
602 => 0.015713453914254
603 => 0.01653065585952
604 => 0.016432327959418
605 => 0.016559573367069
606 => 0.016334988553157
607 => 0.016125190923188
608 => 0.015733588067075
609 => 0.015617653767168
610 => 0.015649693836783
611 => 0.015617637889701
612 => 0.015398539690721
613 => 0.015351225455512
614 => 0.015272366323947
615 => 0.015296808066288
616 => 0.015148529827891
617 => 0.015428361499593
618 => 0.015480300723729
619 => 0.015683938878368
620 => 0.015705081267127
621 => 0.01627221062919
622 => 0.015959845306788
623 => 0.01616940693338
624 => 0.016150661769027
625 => 0.014649297450972
626 => 0.014856172207351
627 => 0.015178004407401
628 => 0.015033019437511
629 => 0.014828044611346
630 => 0.014662516449163
701 => 0.014411724357331
702 => 0.014764709410548
703 => 0.015228847219754
704 => 0.015716852567912
705 => 0.016303159018348
706 => 0.01617230224397
707 => 0.015705891976648
708 => 0.015726814800527
709 => 0.01585615146492
710 => 0.015688648733056
711 => 0.015639248907387
712 => 0.015849364687459
713 => 0.015850811639359
714 => 0.015658079502968
715 => 0.015443893002977
716 => 0.015442995553722
717 => 0.015404883134844
718 => 0.015946811010284
719 => 0.016244816546687
720 => 0.016278982401176
721 => 0.016242516912461
722 => 0.016256551031804
723 => 0.016083148176275
724 => 0.016479495682995
725 => 0.016843223349868
726 => 0.016745736565238
727 => 0.016599590016514
728 => 0.016483177251085
729 => 0.016718313417353
730 => 0.016707843174008
731 => 0.016840046506007
801 => 0.016834048999224
802 => 0.016789593991092
803 => 0.016745738152866
804 => 0.016919621594191
805 => 0.016869545955572
806 => 0.016819392535655
807 => 0.016718802173907
808 => 0.016732474074698
809 => 0.016586352760236
810 => 0.01651875035411
811 => 0.015502172366824
812 => 0.015230509510977
813 => 0.015315980175634
814 => 0.015344119337684
815 => 0.015225891314674
816 => 0.015395399929383
817 => 0.015368982191335
818 => 0.015471758156221
819 => 0.015407548195374
820 => 0.015410183394564
821 => 0.015599011198409
822 => 0.015653828713196
823 => 0.015625948082744
824 => 0.015645474720621
825 => 0.01609545784881
826 => 0.016031484637632
827 => 0.015997500144227
828 => 0.016006914081155
829 => 0.016121894418154
830 => 0.01615408263482
831 => 0.01601769889898
901 => 0.016082018257227
902 => 0.016355881921303
903 => 0.016451718704388
904 => 0.016757583711732
905 => 0.016627646820295
906 => 0.016866151608064
907 => 0.017599234013391
908 => 0.01818487096421
909 => 0.017646295021766
910 => 0.018721742701529
911 => 0.019559132984032
912 => 0.019526992550243
913 => 0.019380974185302
914 => 0.018427627611845
915 => 0.017550343881354
916 => 0.018284228973345
917 => 0.018286099797369
918 => 0.018223058417117
919 => 0.017831513818629
920 => 0.018209433513811
921 => 0.018239431406812
922 => 0.018222640563815
923 => 0.01792244423818
924 => 0.017464099934489
925 => 0.017553659314309
926 => 0.017700359405416
927 => 0.017422625528105
928 => 0.017333872725816
929 => 0.017498881071184
930 => 0.018030572340814
1001 => 0.017930059186168
1002 => 0.017927434381495
1003 => 0.01835747228128
1004 => 0.018049657953021
1005 => 0.017554788944897
1006 => 0.017429827993826
1007 => 0.016986300801305
1008 => 0.017292646612969
1009 => 0.017303671453353
1010 => 0.017135888983083
1011 => 0.017568403567658
1012 => 0.017564417869618
1013 => 0.017975026096371
1014 => 0.018759954808516
1015 => 0.018527812764338
1016 => 0.018257856823943
1017 => 0.01828720851973
1018 => 0.018609124176358
1019 => 0.018414486621741
1020 => 0.018484479643443
1021 => 0.018609018233537
1022 => 0.01868415545706
1023 => 0.018276397429561
1024 => 0.01818132952803
1025 => 0.017986853965797
1026 => 0.017936118921669
1027 => 0.018094515209242
1028 => 0.01805278338369
1029 => 0.017302744858209
1030 => 0.017224361659122
1031 => 0.017226765559932
1101 => 0.017029667278908
1102 => 0.016729045091339
1103 => 0.017519062251053
1104 => 0.017455612816845
1105 => 0.017385569552075
1106 => 0.017394149452348
1107 => 0.017737069125214
1108 => 0.017538158397093
1109 => 0.018066995168629
1110 => 0.01795828222669
1111 => 0.017846781208001
1112 => 0.017831368370814
1113 => 0.017788449991439
1114 => 0.017641266899336
1115 => 0.017463534471288
1116 => 0.017346180127372
1117 => 0.016000934251889
1118 => 0.016250604061443
1119 => 0.016537826419217
1120 => 0.016636974426148
1121 => 0.016467374899458
1122 => 0.017647963722371
1123 => 0.017863668676754
1124 => 0.017210284299841
1125 => 0.017088062760429
1126 => 0.017655976546147
1127 => 0.017313455108723
1128 => 0.017467692491022
1129 => 0.017134315633828
1130 => 0.017811711669821
1201 => 0.017806551046976
1202 => 0.017543028689291
1203 => 0.017765755981483
1204 => 0.017727051633415
1205 => 0.017429535540616
1206 => 0.017821143460633
1207 => 0.017821337693276
1208 => 0.017567703153474
1209 => 0.017271513538726
1210 => 0.017218561831296
1211 => 0.017178669832808
1212 => 0.017457881504818
1213 => 0.01770822181687
1214 => 0.018174043072972
1215 => 0.018291161604396
1216 => 0.018748283029566
1217 => 0.018476089477715
1218 => 0.018596749353754
1219 => 0.018727742717576
1220 => 0.018790545753313
1221 => 0.018688211576776
1222 => 0.01939830930875
1223 => 0.019458263314161
1224 => 0.019478365373576
1225 => 0.019238924413673
1226 => 0.019451604027921
1227 => 0.019352098279623
1228 => 0.019610984593201
1229 => 0.019651581272797
1230 => 0.019617197329448
1231 => 0.019630083356327
]
'min_raw' => 0.008802777776341
'max_raw' => 0.019651581272797
'avg_raw' => 0.014227179524569
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0088027'
'max' => '$0.019651'
'avg' => '$0.014227'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0013573704724046
'max_diff' => -0.0018752808278678
'year' => 2031
]
6 => [
'items' => [
101 => 0.01902414021191
102 => 0.018992718863267
103 => 0.018564286544967
104 => 0.018738875881486
105 => 0.018412489485148
106 => 0.018515989973579
107 => 0.018561612002691
108 => 0.01853778164371
109 => 0.018748746900621
110 => 0.018569383334892
111 => 0.018096013394833
112 => 0.017622514485451
113 => 0.017616570092347
114 => 0.017491906187457
115 => 0.017401797017554
116 => 0.017419155240472
117 => 0.017480327882103
118 => 0.017398241552417
119 => 0.017415758832738
120 => 0.017706662403096
121 => 0.017765001039502
122 => 0.017566743558618
123 => 0.016770711164449
124 => 0.016575362818224
125 => 0.016715775335564
126 => 0.016648667196
127 => 0.013436773802371
128 => 0.014191360512516
129 => 0.013743010712691
130 => 0.013949630928033
131 => 0.01349198188203
201 => 0.013710395994224
202 => 0.013670062882908
203 => 0.014883415982977
204 => 0.014864471143232
205 => 0.014873539035479
206 => 0.014440704912248
207 => 0.015130221423283
208 => 0.01546990205083
209 => 0.015407036206978
210 => 0.015422858185484
211 => 0.015150984174027
212 => 0.014876171370197
213 => 0.014571361677363
214 => 0.015137660411033
215 => 0.01507469765889
216 => 0.015219111559022
217 => 0.015586396767676
218 => 0.015640480909831
219 => 0.015713170545355
220 => 0.01568711648542
221 => 0.016307829895129
222 => 0.016232657405614
223 => 0.016413801476743
224 => 0.016041174378997
225 => 0.015619511447809
226 => 0.015699655785828
227 => 0.015691937241596
228 => 0.015593671314599
229 => 0.015504961229473
301 => 0.015357283931648
302 => 0.015824556754092
303 => 0.015805586330841
304 => 0.016112695432568
305 => 0.016058410915739
306 => 0.015695885626682
307 => 0.015708833288302
308 => 0.015795912535134
309 => 0.016097294802673
310 => 0.016186765579348
311 => 0.016145319150799
312 => 0.016243419772927
313 => 0.016320954504772
314 => 0.016253156941501
315 => 0.017213027465017
316 => 0.016814422301713
317 => 0.01700869968483
318 => 0.017055033695955
319 => 0.016936350100759
320 => 0.016962088322816
321 => 0.017001074715987
322 => 0.017237792461002
323 => 0.017859008318754
324 => 0.018134140593393
325 => 0.018961889616432
326 => 0.018111294688011
327 => 0.01806082390507
328 => 0.018209926499745
329 => 0.018695902802401
330 => 0.019089740950272
331 => 0.019220399784988
401 => 0.019237668506938
402 => 0.019482793166901
403 => 0.019623294050687
404 => 0.019453028585763
405 => 0.019308746431776
406 => 0.018791945665158
407 => 0.018851766761096
408 => 0.019263874790381
409 => 0.019846001654789
410 => 0.020345527064428
411 => 0.02017061067619
412 => 0.021505099246716
413 => 0.021637408337587
414 => 0.021619127499294
415 => 0.02192054729853
416 => 0.021322290380121
417 => 0.021066523956819
418 => 0.01933994187114
419 => 0.019825041010848
420 => 0.020530161099287
421 => 0.020436835811517
422 => 0.019924758755379
423 => 0.020345138608062
424 => 0.020206147882271
425 => 0.02009652013011
426 => 0.020598746115146
427 => 0.020046528014293
428 => 0.020524652301306
429 => 0.019911452957649
430 => 0.020171409679518
501 => 0.020023845671493
502 => 0.02011933766945
503 => 0.019561093400617
504 => 0.019862308457466
505 => 0.019548561863949
506 => 0.019548413107213
507 => 0.019541487133772
508 => 0.019910608609678
509 => 0.019922645647756
510 => 0.019649864319349
511 => 0.019610552268281
512 => 0.019755909525361
513 => 0.019585734246446
514 => 0.01966535818838
515 => 0.019588145974533
516 => 0.019570763878858
517 => 0.019432260383199
518 => 0.019372589269036
519 => 0.019395987850435
520 => 0.019316116429327
521 => 0.019267991009034
522 => 0.019531913776376
523 => 0.019390910488399
524 => 0.019510303000222
525 => 0.019374240164464
526 => 0.01890258709597
527 => 0.018631334428638
528 => 0.017740425504516
529 => 0.017993086170228
530 => 0.018160600452992
531 => 0.018105236983538
601 => 0.018224179138743
602 => 0.018231481221065
603 => 0.018192811913936
604 => 0.018148037810125
605 => 0.018126244252554
606 => 0.018288675575566
607 => 0.018382972425762
608 => 0.018177412752319
609 => 0.018129252996917
610 => 0.018337085176028
611 => 0.018463862685226
612 => 0.01939991658301
613 => 0.019330570686848
614 => 0.01950461527777
615 => 0.019485020527764
616 => 0.019667446986528
617 => 0.019965637147434
618 => 0.019359333175033
619 => 0.019464566580228
620 => 0.019438765779468
621 => 0.019720452156828
622 => 0.019721331550951
623 => 0.019552446496446
624 => 0.01964400182434
625 => 0.019592898151998
626 => 0.019685249394995
627 => 0.019329644530127
628 => 0.019762732870363
629 => 0.020008266051681
630 => 0.020011675280142
701 => 0.020128056059415
702 => 0.020246305671477
703 => 0.020473275504458
704 => 0.020239975606023
705 => 0.019820291800026
706 => 0.019850591615248
707 => 0.019604531153348
708 => 0.019608667474167
709 => 0.019586587469466
710 => 0.019652851225679
711 => 0.019344185698281
712 => 0.01941662888061
713 => 0.019315208001123
714 => 0.019464346111043
715 => 0.019303898158182
716 => 0.019438753337541
717 => 0.019496952362432
718 => 0.019711708017216
719 => 0.019272178573358
720 => 0.018375948283803
721 => 0.018564346756409
722 => 0.018285690617044
723 => 0.018311481303661
724 => 0.018363582595185
725 => 0.018194705262875
726 => 0.018226921735943
727 => 0.018225770736821
728 => 0.018215852048209
729 => 0.018171920531723
730 => 0.018108211141233
731 => 0.01836200974423
801 => 0.018405135072469
802 => 0.018500997335048
803 => 0.018786218404487
804 => 0.018757718093674
805 => 0.018804203283077
806 => 0.018702726375614
807 => 0.018316188526355
808 => 0.01833717939126
809 => 0.018075422969546
810 => 0.018494303634836
811 => 0.01839510716434
812 => 0.018331154554501
813 => 0.018313704492389
814 => 0.018599632569692
815 => 0.018685186731795
816 => 0.018631875119299
817 => 0.018522531446721
818 => 0.018732503622625
819 => 0.018788683318882
820 => 0.018801259881046
821 => 0.019173290318577
822 => 0.018822052249762
823 => 0.018906598743932
824 => 0.019566206356584
825 => 0.018968033271537
826 => 0.019284898895538
827 => 0.019269389972132
828 => 0.019431487703223
829 => 0.019256093226905
830 => 0.019258267451647
831 => 0.019402199255404
901 => 0.019200072995265
902 => 0.019150023690746
903 => 0.019080880935014
904 => 0.019231851612618
905 => 0.019322351706026
906 => 0.020051715993897
907 => 0.020522918586914
908 => 0.020502462439642
909 => 0.020689393333399
910 => 0.020605179253671
911 => 0.020333229775677
912 => 0.020797414373906
913 => 0.020650526944718
914 => 0.020662636165912
915 => 0.020662185460095
916 => 0.020759852759383
917 => 0.020690646526761
918 => 0.020554233938388
919 => 0.020644790980659
920 => 0.020913713021467
921 => 0.021748455287674
922 => 0.022215588118707
923 => 0.021720333304696
924 => 0.022061953443674
925 => 0.021857103091989
926 => 0.021819875689318
927 => 0.022034438382126
928 => 0.022249376638525
929 => 0.022235686000796
930 => 0.022079651863852
1001 => 0.021991512139112
1002 => 0.022658935663817
1003 => 0.023150681947556
1004 => 0.023117148147714
1005 => 0.023265155434441
1006 => 0.023699709405965
1007 => 0.023739439575113
1008 => 0.023734434486988
1009 => 0.023635959117339
1010 => 0.024063833936268
1011 => 0.02442077463796
1012 => 0.023613164914492
1013 => 0.023920692124801
1014 => 0.024058750997417
1015 => 0.024261462382638
1016 => 0.02460347046788
1017 => 0.024974981961616
1018 => 0.025027517760247
1019 => 0.024990241097049
1020 => 0.024745219280165
1021 => 0.025151731589665
1022 => 0.025389856966684
1023 => 0.025531655179296
1024 => 0.025891231853508
1025 => 0.024059603602013
1026 => 0.022763086087775
1027 => 0.022560616155986
1028 => 0.022972346724015
1029 => 0.023080916791314
1030 => 0.023037152333321
1031 => 0.02157780399683
1101 => 0.022552932989014
1102 => 0.02360208979343
1103 => 0.023642392179113
1104 => 0.024167622012237
1105 => 0.024338658375801
1106 => 0.024761537234915
1107 => 0.024735086047139
1108 => 0.024838050319861
1109 => 0.024814380616655
1110 => 0.025597674655513
1111 => 0.026461764300664
1112 => 0.026431843623889
1113 => 0.026307620513954
1114 => 0.026492113015395
1115 => 0.027383946130665
1116 => 0.027301840428745
1117 => 0.027381599124413
1118 => 0.028433120628828
1119 => 0.029800248161756
1120 => 0.029165080165351
1121 => 0.030543211952883
1122 => 0.031410672861508
1123 => 0.032910856805842
1124 => 0.03272302638745
1125 => 0.033307036988121
1126 => 0.032386770737136
1127 => 0.030273653408381
1128 => 0.029939244502417
1129 => 0.030608739600739
1130 => 0.032254627971586
1201 => 0.030556904718721
1202 => 0.030900351921656
1203 => 0.030801439104106
1204 => 0.030796168460411
1205 => 0.030997327492986
1206 => 0.030705535824487
1207 => 0.029516724074701
1208 => 0.030061549493916
1209 => 0.029851166234891
1210 => 0.03008460214589
1211 => 0.031344359481257
1212 => 0.030787390734427
1213 => 0.030200669404109
1214 => 0.030936548156214
1215 => 0.031873574683018
1216 => 0.03181493724697
1217 => 0.031701156112488
1218 => 0.032342534410174
1219 => 0.033401903451743
1220 => 0.03368824664679
1221 => 0.033899619339344
1222 => 0.033928764062477
1223 => 0.034228972824084
1224 => 0.03261467465057
1225 => 0.035176607310054
1226 => 0.035618982308386
1227 => 0.035535834143265
1228 => 0.036027515335924
1229 => 0.035882850256296
1230 => 0.03567325325317
1231 => 0.036452672527124
]
'min_raw' => 0.013436773802371
'max_raw' => 0.036452672527124
'avg_raw' => 0.024944723164748
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.013436'
'max' => '$0.036452'
'avg' => '$0.024944'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0046339960260298
'max_diff' => 0.016801091254328
'year' => 2032
]
7 => [
'items' => [
101 => 0.035559131225428
102 => 0.034290861841391
103 => 0.033595064173784
104 => 0.034511346670885
105 => 0.035070888418013
106 => 0.035440709919325
107 => 0.03555261768217
108 => 0.032739988022463
109 => 0.031224136631473
110 => 0.032195779993826
111 => 0.033381251955139
112 => 0.032608089293969
113 => 0.032638395806497
114 => 0.031536069035242
115 => 0.033478783414639
116 => 0.033195746270361
117 => 0.034664143475561
118 => 0.034313698697916
119 => 0.035511119615906
120 => 0.035195798558255
121 => 0.036504678639204
122 => 0.037026826340008
123 => 0.037903593595459
124 => 0.038548547157653
125 => 0.038927276225369
126 => 0.03890453875272
127 => 0.040405252001084
128 => 0.039520333829451
129 => 0.038408668046681
130 => 0.038388561519931
131 => 0.038964308981254
201 => 0.040170917711584
202 => 0.040483773799916
203 => 0.040658617672681
204 => 0.040390838195182
205 => 0.039430322942532
206 => 0.03901557732636
207 => 0.039368952607676
208 => 0.038936805004511
209 => 0.039682813006775
210 => 0.040707241332595
211 => 0.040495700934342
212 => 0.041202848769794
213 => 0.041934672385364
214 => 0.042981213023885
215 => 0.043254817500082
216 => 0.04370707529499
217 => 0.044172597124896
218 => 0.044322110190497
219 => 0.044607577023908
220 => 0.044606072472786
221 => 0.045466345989405
222 => 0.046415254318689
223 => 0.046773445245716
224 => 0.04759708553165
225 => 0.046186630405786
226 => 0.047256476820895
227 => 0.048221505067316
228 => 0.047070958608488
301 => 0.048656718859039
302 => 0.048718290336158
303 => 0.049647946539629
304 => 0.048705561876833
305 => 0.048145976872263
306 => 0.049761477813079
307 => 0.050543167830538
308 => 0.050307716435675
309 => 0.0485159196951
310 => 0.047473017138307
311 => 0.044743539986302
312 => 0.04797672357749
313 => 0.0495515129915
314 => 0.048511841370959
315 => 0.049036191262273
316 => 0.051896874248261
317 => 0.052986037113819
318 => 0.052759498851606
319 => 0.052797780088783
320 => 0.053385472601333
321 => 0.05599162485016
322 => 0.054429958012527
323 => 0.055623793795357
324 => 0.056256999989876
325 => 0.056845157192309
326 => 0.055400828992126
327 => 0.053521779225083
328 => 0.052926605286717
329 => 0.048408466517984
330 => 0.048173277773789
331 => 0.048041259204724
401 => 0.047208900801168
402 => 0.046554895098128
403 => 0.046034805481395
404 => 0.044669935015182
405 => 0.045130538731336
406 => 0.042955220078798
407 => 0.044346911864133
408 => 0.040875050769777
409 => 0.043766519856066
410 => 0.042192824691366
411 => 0.043249518670066
412 => 0.043245831964321
413 => 0.041300123324402
414 => 0.040177879186801
415 => 0.040893016829676
416 => 0.041659701150535
417 => 0.041784093102158
418 => 0.04277811933666
419 => 0.043055530692187
420 => 0.042214961333842
421 => 0.040803104165545
422 => 0.041131046384707
423 => 0.040171233448196
424 => 0.038489198195634
425 => 0.039697265279542
426 => 0.040109752496949
427 => 0.040291930351034
428 => 0.038637841863193
429 => 0.038118091348305
430 => 0.037841380535308
501 => 0.040589582112918
502 => 0.040740134799054
503 => 0.039969885970778
504 => 0.043451483712574
505 => 0.042663490916401
506 => 0.043543871932648
507 => 0.041101289065645
508 => 0.041194599020539
509 => 0.040038241147173
510 => 0.040685724288397
511 => 0.040228104073536
512 => 0.040633414049139
513 => 0.04087635517736
514 => 0.042032523303778
515 => 0.043779721438891
516 => 0.0418598303405
517 => 0.041023306295584
518 => 0.04154228110826
519 => 0.042924379424118
520 => 0.045018329120952
521 => 0.043778668755761
522 => 0.044328808975035
523 => 0.044448990138911
524 => 0.043534910480341
525 => 0.045052032541794
526 => 0.045865070579604
527 => 0.046699079371881
528 => 0.047423225837819
529 => 0.046365957919999
530 => 0.047497386145469
531 => 0.046585654719708
601 => 0.045767737377738
602 => 0.045768977820724
603 => 0.04525588632424
604 => 0.044261706896114
605 => 0.044078364956119
606 => 0.04503213288151
607 => 0.045796964435514
608 => 0.045859959625598
609 => 0.046283409672359
610 => 0.04653400304815
611 => 0.048990158796075
612 => 0.049978044956277
613 => 0.051186013453244
614 => 0.051656585260186
615 => 0.053072837689753
616 => 0.051929098830479
617 => 0.051681643733821
618 => 0.048246278592329
619 => 0.048808819441796
620 => 0.04970950161891
621 => 0.048261130509688
622 => 0.049179788609415
623 => 0.04936115117814
624 => 0.048211915413623
625 => 0.048825771890998
626 => 0.047195551082851
627 => 0.043815255797629
628 => 0.045055795776755
629 => 0.045969250762633
630 => 0.044665637869597
701 => 0.047002313523577
702 => 0.045637275845299
703 => 0.045204624434648
704 => 0.043516697030336
705 => 0.044313333790887
706 => 0.045390796416273
707 => 0.044725049782259
708 => 0.046106574010197
709 => 0.048063180756011
710 => 0.049457575241023
711 => 0.049564619535317
712 => 0.048668117298629
713 => 0.050104767854323
714 => 0.050115232285194
715 => 0.048494684589482
716 => 0.047502108149105
717 => 0.047276592693453
718 => 0.047839974516582
719 => 0.048524024055882
720 => 0.049602579524006
721 => 0.050254328004622
722 => 0.051953742381383
723 => 0.052413555185707
724 => 0.052918750051126
725 => 0.053593846187653
726 => 0.054404472190651
727 => 0.052630868645056
728 => 0.052701337220334
729 => 0.051049782155889
730 => 0.049284858712575
731 => 0.050624215605237
801 => 0.052375246575212
802 => 0.051973558135982
803 => 0.051928359980819
804 => 0.052004370740881
805 => 0.05170151077562
806 => 0.050331686377258
807 => 0.049643769139955
808 => 0.05053135788248
809 => 0.051003071797102
810 => 0.051734658940905
811 => 0.0516444753835
812 => 0.053528965299212
813 => 0.05426122109644
814 => 0.054073878728517
815 => 0.054108354232861
816 => 0.055434068376647
817 => 0.056908535158446
818 => 0.058289567872629
819 => 0.059694413666231
820 => 0.058000817229979
821 => 0.057140913406157
822 => 0.058028114655203
823 => 0.057557353184197
824 => 0.060262488233519
825 => 0.060449785915086
826 => 0.063154725352354
827 => 0.065722034976517
828 => 0.06410955379971
829 => 0.065630050921692
830 => 0.067274592527065
831 => 0.070447180101089
901 => 0.069378764219135
902 => 0.068560374397769
903 => 0.067786999971009
904 => 0.069396269383363
905 => 0.071466568773651
906 => 0.071912491433238
907 => 0.072635056497336
908 => 0.071875367683489
909 => 0.072790329182789
910 => 0.076020545329773
911 => 0.075147712412951
912 => 0.073908149356171
913 => 0.076458094770958
914 => 0.077380910103908
915 => 0.08385771139269
916 => 0.092034940563093
917 => 0.088649513991964
918 => 0.086548070472232
919 => 0.087041959546276
920 => 0.090028006822631
921 => 0.090987030435393
922 => 0.088380073660642
923 => 0.089300894865743
924 => 0.094374710238995
925 => 0.097096649399258
926 => 0.093399890414419
927 => 0.083200678990838
928 => 0.073796540265261
929 => 0.07629094132917
930 => 0.0760081536588
1001 => 0.081459335306
1002 => 0.07512689563655
1003 => 0.075233517680137
1004 => 0.080797423990899
1005 => 0.07931306917669
1006 => 0.076908604479473
1007 => 0.073814095518491
1008 => 0.068093609496683
1009 => 0.063026815499613
1010 => 0.072963965340836
1011 => 0.072535457370148
1012 => 0.071914914327268
1013 => 0.073295865719427
1014 => 0.080001373689855
1015 => 0.079846790027525
1016 => 0.078863407637062
1017 => 0.079609294513094
1018 => 0.076777846903794
1019 => 0.077507575423574
1020 => 0.07379505060164
1021 => 0.075473266869887
1022 => 0.076903445578133
1023 => 0.077190575127971
1024 => 0.077837492664954
1025 => 0.072309653141148
1026 => 0.074791490798495
1027 => 0.076249337905446
1028 => 0.06966273163931
1029 => 0.076119141877118
1030 => 0.072213425753372
1031 => 0.070887767039084
1101 => 0.072672591855617
1102 => 0.071977043888815
1103 => 0.071379052590906
1104 => 0.071045363171878
1105 => 0.072355941533213
1106 => 0.072294801486177
1107 => 0.070150440914734
1108 => 0.067353209964607
1109 => 0.068292052487446
1110 => 0.067950962197203
1111 => 0.066714806983839
1112 => 0.067547826343697
1113 => 0.063879630664335
1114 => 0.057568690654214
1115 => 0.06173789093422
1116 => 0.061577381258657
1117 => 0.061496445001704
1118 => 0.064629483783897
1119 => 0.064328314396492
1120 => 0.063781689009293
1121 => 0.066704767779934
1122 => 0.065637804707693
1123 => 0.068925933488226
1124 => 0.071091707765921
1125 => 0.070542397353639
1126 => 0.072579318529906
1127 => 0.068313681522976
1128 => 0.069730555029026
1129 => 0.070022570694921
1130 => 0.066668697441643
1201 => 0.064377589432896
1202 => 0.064224798649256
1203 => 0.060252333096222
1204 => 0.062374392130031
1205 => 0.064241716263014
1206 => 0.063347412913522
1207 => 0.063064303189625
1208 => 0.064510649370006
1209 => 0.064623042855339
1210 => 0.062060459478821
1211 => 0.062593301709261
1212 => 0.064815342387844
1213 => 0.062537311985329
1214 => 0.058111471027398
1215 => 0.057013801277793
1216 => 0.056867351899128
1217 => 0.053890384480912
1218 => 0.057087152819173
1219 => 0.055691677771457
1220 => 0.060099966726835
1221 => 0.057581975717651
1222 => 0.05747343015789
1223 => 0.057309347624139
1224 => 0.054746948790305
1225 => 0.055307951285974
1226 => 0.057172809024668
1227 => 0.05783821127496
1228 => 0.057768804368775
1229 => 0.057163670204379
1230 => 0.057440697526051
1231 => 0.056548296000228
]
'min_raw' => 0.031224136631473
'max_raw' => 0.097096649399258
'avg_raw' => 0.064160393015365
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.031224'
'max' => '$0.097096'
'avg' => '$0.06416'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.017787362829102
'max_diff' => 0.060643976872133
'year' => 2033
]
8 => [
'items' => [
101 => 0.056233170447728
102 => 0.055238547521927
103 => 0.053776726592595
104 => 0.053980001758688
105 => 0.051083751991429
106 => 0.049505721402617
107 => 0.049068943333743
108 => 0.048484865445832
109 => 0.049134916485354
110 => 0.051075547279733
111 => 0.048734734813922
112 => 0.044721576030192
113 => 0.044962773711184
114 => 0.045504673288139
115 => 0.044494847011508
116 => 0.043539131188972
117 => 0.044370048556992
118 => 0.042669620275788
119 => 0.04571016192203
120 => 0.045627923791519
121 => 0.046761249691404
122 => 0.047469941634791
123 => 0.045836636147025
124 => 0.04542586423378
125 => 0.045659858584107
126 => 0.041792453202057
127 => 0.04644520016308
128 => 0.046485437312008
129 => 0.046140902414201
130 => 0.048618346533499
131 => 0.053846526359418
201 => 0.051879474805861
202 => 0.051117772989876
203 => 0.049669777280888
204 => 0.051599145589637
205 => 0.051451000206359
206 => 0.050781030600709
207 => 0.050375830892779
208 => 0.051122423778741
209 => 0.050283319772031
210 => 0.05013259363539
211 => 0.049219357238999
212 => 0.048893373395095
213 => 0.04865202793486
214 => 0.048386330297256
215 => 0.048972393078084
216 => 0.047644297713749
217 => 0.046042744899154
218 => 0.045909593111662
219 => 0.046277236903752
220 => 0.046114581893614
221 => 0.045908814382051
222 => 0.045515948165032
223 => 0.0453993931507
224 => 0.045778140402823
225 => 0.045350556837513
226 => 0.045981479679809
227 => 0.045809903577258
228 => 0.044851493415762
301 => 0.043656959505649
302 => 0.043646325648229
303 => 0.043388965276723
304 => 0.04306117814922
305 => 0.042969995269102
306 => 0.044300071013874
307 => 0.047053287999734
308 => 0.046512765626511
309 => 0.046903348436126
310 => 0.048824629285415
311 => 0.049435346692473
312 => 0.049001873942578
313 => 0.048408509707086
314 => 0.048434614722073
315 => 0.050462319938317
316 => 0.05058878542542
317 => 0.050908322912018
318 => 0.051319018883578
319 => 0.049071817242434
320 => 0.048328771726863
321 => 0.047976675538989
322 => 0.046892355558713
323 => 0.048061701694872
324 => 0.047380373777726
325 => 0.047472308191225
326 => 0.047412435783828
327 => 0.047445130166821
328 => 0.045709312028674
329 => 0.046341752926299
330 => 0.045290197270067
331 => 0.043882282289035
401 => 0.04387756246434
402 => 0.044222147661356
403 => 0.044017174902551
404 => 0.043465598478937
405 => 0.043543947306544
406 => 0.042857529134197
407 => 0.04362729090067
408 => 0.043649364913792
409 => 0.043352964704493
410 => 0.044538888912398
411 => 0.045024763027999
412 => 0.044829666060731
413 => 0.045011074504687
414 => 0.046535226771431
415 => 0.046783730094336
416 => 0.046894098855162
417 => 0.046746219336713
418 => 0.045038933210197
419 => 0.04511465860985
420 => 0.044559035871794
421 => 0.044089593208219
422 => 0.044108368452859
423 => 0.044349723005212
424 => 0.045403732490591
425 => 0.047621833315319
426 => 0.047706008620207
427 => 0.047808031545298
428 => 0.04739305303634
429 => 0.047267891547228
430 => 0.047433011858287
501 => 0.048266013905855
502 => 0.050408721330047
503 => 0.04965134541972
504 => 0.049035587015366
505 => 0.049575773143259
506 => 0.049492615722988
507 => 0.048790683409238
508 => 0.048770982507049
509 => 0.047423749975627
510 => 0.046925708783761
511 => 0.0465095082861
512 => 0.046055028207844
513 => 0.045785597183143
514 => 0.046199565691294
515 => 0.046294245187039
516 => 0.045389095809036
517 => 0.045265727293456
518 => 0.04600489181454
519 => 0.045679613067642
520 => 0.046014170325351
521 => 0.046091790478919
522 => 0.046079291846451
523 => 0.045739663476663
524 => 0.045956132471702
525 => 0.045444118765922
526 => 0.044887380762858
527 => 0.044532216602906
528 => 0.044222288767659
529 => 0.044394254743766
530 => 0.043781227438692
531 => 0.043585107665997
601 => 0.045882797646889
602 => 0.047580125940105
603 => 0.047555446114506
604 => 0.047405214023307
605 => 0.047181999609252
606 => 0.04824968438115
607 => 0.047877724355651
608 => 0.048148356352502
609 => 0.048217243554089
610 => 0.048425744365797
611 => 0.048500265484732
612 => 0.048275010905065
613 => 0.047519029023173
614 => 0.045635194050098
615 => 0.044758263784816
616 => 0.044468862190844
617 => 0.044479381389133
618 => 0.044189214940553
619 => 0.044274681964008
620 => 0.044159492997682
621 => 0.043941352962663
622 => 0.044380785211306
623 => 0.044431425684367
624 => 0.04432885694671
625 => 0.04435301559747
626 => 0.043503790257346
627 => 0.043568355015536
628 => 0.043208850237446
629 => 0.043141447425449
630 => 0.042232650652099
701 => 0.040622585435912
702 => 0.041514717858492
703 => 0.040437147344817
704 => 0.040029055063431
705 => 0.041960900452143
706 => 0.041766996756166
707 => 0.041435117916565
708 => 0.040944199943185
709 => 0.040762113691515
710 => 0.039655815267871
711 => 0.03959044925513
712 => 0.040138760626458
713 => 0.039885733794832
714 => 0.039530388294475
715 => 0.038243362912978
716 => 0.036796320264715
717 => 0.036839997386481
718 => 0.037300274729707
719 => 0.038638593181996
720 => 0.038115689009542
721 => 0.037736316032793
722 => 0.037665270878158
723 => 0.038554549731524
724 => 0.039813065618717
725 => 0.040403533115282
726 => 0.039818397758951
727 => 0.039146225767522
728 => 0.039187137762096
729 => 0.039459306933094
730 => 0.039487908064701
731 => 0.039050393198678
801 => 0.039173551070706
802 => 0.038986463001304
803 => 0.037838303864725
804 => 0.037817537306796
805 => 0.037535760538112
806 => 0.037527228449542
807 => 0.037047855873501
808 => 0.036980788336367
809 => 0.036028964990804
810 => 0.03665545799924
811 => 0.03623523938154
812 => 0.035601870805116
813 => 0.035492677823809
814 => 0.035489395350937
815 => 0.036139723260302
816 => 0.03664785853898
817 => 0.036242549264306
818 => 0.036150268199054
819 => 0.037135588549001
820 => 0.037010197553076
821 => 0.03690160975929
822 => 0.039700379324542
823 => 0.037484934822932
824 => 0.036518874567079
825 => 0.035323191550594
826 => 0.035712511969919
827 => 0.035794547502577
828 => 0.032919145385993
829 => 0.031752595105404
830 => 0.031352279009625
831 => 0.031121891436866
901 => 0.031226881946798
902 => 0.030176849871566
903 => 0.030882488792049
904 => 0.029973249771901
905 => 0.029820812891253
906 => 0.031446644892379
907 => 0.031672869917363
908 => 0.030707723678176
909 => 0.031327503806717
910 => 0.03110276291652
911 => 0.029988836065227
912 => 0.029946292252999
913 => 0.029387362915442
914 => 0.028512746732213
915 => 0.028113023667391
916 => 0.027904844424678
917 => 0.027990743237554
918 => 0.027947310169217
919 => 0.027663880019057
920 => 0.027963556053653
921 => 0.027198007619947
922 => 0.026893160065203
923 => 0.026755467497134
924 => 0.026075999198897
925 => 0.027157335422316
926 => 0.027370372280645
927 => 0.027583828887394
928 => 0.029441822916136
929 => 0.029349002785097
930 => 0.030188051564455
1001 => 0.030155447671801
1002 => 0.029916137368239
1003 => 0.028906526562145
1004 => 0.029308939434872
1005 => 0.028070375161464
1006 => 0.028998391729285
1007 => 0.02857488372263
1008 => 0.028855203246224
1009 => 0.028351163467409
1010 => 0.028630119892298
1011 => 0.027420891222901
1012 => 0.026291730505724
1013 => 0.026746137740572
1014 => 0.027240130372623
1015 => 0.02831123226589
1016 => 0.027673292814659
1017 => 0.027902719964483
1018 => 0.027134177418213
1019 => 0.025548454621934
1020 => 0.025557429640752
1021 => 0.025313500735393
1022 => 0.02510271054696
1023 => 0.027746567834665
1024 => 0.02741776238774
1025 => 0.026893853941058
1026 => 0.027595126216236
1027 => 0.02778055373648
1028 => 0.027785832597301
1029 => 0.028297462746813
1030 => 0.028570519849323
1031 => 0.028618647347137
1101 => 0.029423708441896
1102 => 0.029693554301846
1103 => 0.030805011208966
1104 => 0.028547352861919
1105 => 0.028500857873954
1106 => 0.027604994555277
1107 => 0.027036823875533
1108 => 0.027643897687811
1109 => 0.028181682211649
1110 => 0.027621705019501
1111 => 0.027694826219032
1112 => 0.026943102590392
1113 => 0.027211808415747
1114 => 0.027443254071126
1115 => 0.027315463383972
1116 => 0.027124154540164
1117 => 0.028137590013508
1118 => 0.028080408012416
1119 => 0.029024142423975
1120 => 0.02975985088488
1121 => 0.03107837197044
1122 => 0.029702426481599
1123 => 0.029652281559098
1124 => 0.030142456220047
1125 => 0.029693479258659
1126 => 0.029977217200098
1127 => 0.031032657401502
1128 => 0.031054957189817
1129 => 0.03068140700389
1130 => 0.030658676441128
1201 => 0.030730420840527
1202 => 0.031150630028699
1203 => 0.031003796026628
1204 => 0.031173716051207
1205 => 0.031386203643852
1206 => 0.032265142419901
1207 => 0.032477051583173
1208 => 0.031962222178726
1209 => 0.032008705509647
1210 => 0.03181614518
1211 => 0.031630134314336
1212 => 0.032048259575644
1213 => 0.032812391708959
1214 => 0.032807638082616
1215 => 0.032984901884939
1216 => 0.033095335765253
1217 => 0.032621272708402
1218 => 0.032312675090174
1219 => 0.03243101105358
1220 => 0.032620232836087
1221 => 0.03236964897978
1222 => 0.030822929336921
1223 => 0.031292105271731
1224 => 0.031214011454647
1225 => 0.031102796362588
1226 => 0.03157455639307
1227 => 0.031529053987264
1228 => 0.030166080274943
1229 => 0.030253333429849
1230 => 0.030171386428284
1231 => 0.030436173955117
]
'min_raw' => 0.02510271054696
'max_raw' => 0.056233170447728
'avg_raw' => 0.040667940497344
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0251027'
'max' => '$0.056233'
'avg' => '$0.040667'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0061214260845133
'max_diff' => -0.040863478951529
'year' => 2034
]
9 => [
'items' => [
101 => 0.029679179863252
102 => 0.029912026147477
103 => 0.030058065154144
104 => 0.030144083250996
105 => 0.030454839599985
106 => 0.030418375929167
107 => 0.03045257296701
108 => 0.030913342595926
109 => 0.033243757261944
110 => 0.033370596590445
111 => 0.0327459933476
112 => 0.032995510023362
113 => 0.032516492569197
114 => 0.032838060195316
115 => 0.033058068598175
116 => 0.03206389293084
117 => 0.032005024299967
118 => 0.031524029770373
119 => 0.031782488985654
120 => 0.031371261790266
121 => 0.031472162559898
122 => 0.031190035211637
123 => 0.031697808267512
124 => 0.032265577443935
125 => 0.032409018359784
126 => 0.032031687065383
127 => 0.031758474340892
128 => 0.031278802798553
129 => 0.032076507263641
130 => 0.032309780358835
131 => 0.032075281979379
201 => 0.032020943580968
202 => 0.031917972414167
203 => 0.032042789400781
204 => 0.032308509903461
205 => 0.032183201021484
206 => 0.032265969745688
207 => 0.031950540719761
208 => 0.032621429643
209 => 0.033686962711316
210 => 0.033690388574363
211 => 0.033565079016924
212 => 0.033513805045853
213 => 0.033642380256204
214 => 0.033712127033388
215 => 0.034127915687003
216 => 0.034574073478083
217 => 0.036656097215156
218 => 0.036071473281138
219 => 0.037918768600815
220 => 0.039379739357404
221 => 0.039817820606797
222 => 0.039414806470671
223 => 0.038036116881382
224 => 0.037968471792745
225 => 0.040028816106874
226 => 0.039446674468385
227 => 0.039377430572846
228 => 0.038640792513719
301 => 0.039076236841062
302 => 0.038980998779089
303 => 0.03883066083906
304 => 0.039661458282314
305 => 0.041216636930288
306 => 0.040974247753628
307 => 0.040793315477362
308 => 0.040000522911358
309 => 0.040477961112722
310 => 0.040307954513943
311 => 0.041038410751154
312 => 0.040605704657817
313 => 0.039442264172921
314 => 0.039627545904891
315 => 0.039599540943839
316 => 0.040175881057838
317 => 0.040002878061256
318 => 0.039565759332157
319 => 0.041211321498739
320 => 0.041104467844738
321 => 0.041255961895964
322 => 0.041322654262423
323 => 0.042324278955163
324 => 0.042734612543364
325 => 0.042827765451786
326 => 0.043217550624238
327 => 0.042818067241609
328 => 0.044416285598948
329 => 0.045479007547951
330 => 0.04671341377889
331 => 0.048517213059408
401 => 0.049195458274959
402 => 0.049072939347507
403 => 0.050440559375519
404 => 0.052898142165371
405 => 0.049569687094317
406 => 0.053074558366257
407 => 0.051964956587245
408 => 0.049334110730093
409 => 0.049164715272527
410 => 0.05094635463174
411 => 0.054897859254039
412 => 0.053908052163747
413 => 0.05489947822385
414 => 0.053742927062044
415 => 0.053685494548682
416 => 0.054843307115391
417 => 0.057548599286585
418 => 0.056263416382412
419 => 0.054420791549502
420 => 0.055781357051705
421 => 0.054602709299304
422 => 0.051946886030411
423 => 0.053907295276919
424 => 0.05259642544302
425 => 0.052979006950225
426 => 0.055734260363909
427 => 0.055402740983678
428 => 0.055831757759565
429 => 0.055074554379449
430 => 0.054367207022407
501 => 0.053046890652185
502 => 0.052656010065772
503 => 0.052764035397446
504 => 0.052655956533783
505 => 0.051917251658977
506 => 0.051757728411595
507 => 0.051491849343752
508 => 0.051574256384523
509 => 0.051074325951313
510 => 0.052017797969679
511 => 0.052192914690134
512 => 0.052879494946064
513 => 0.052950777985877
514 => 0.054862894225782
515 => 0.05380973273265
516 => 0.054516284387832
517 => 0.05445308375747
518 => 0.04939112913724
519 => 0.050088621821904
520 => 0.051173701553979
521 => 0.05068487460547
522 => 0.049993787668168
523 => 0.049435697912559
524 => 0.048590134865205
525 => 0.049780248616756
526 => 0.051345121645558
527 => 0.052990465748321
528 => 0.054967238880574
529 => 0.054526046129631
530 => 0.052953511349628
531 => 0.053024054111122
601 => 0.053460121705121
602 => 0.052895374549973
603 => 0.052728819588746
604 => 0.053437239611074
605 => 0.053442118110427
606 => 0.052792308256455
607 => 0.052070163517714
608 => 0.052067137704891
609 => 0.051938639023722
610 => 0.053765786691963
611 => 0.054770533164029
612 => 0.054885725727822
613 => 0.05476277978668
614 => 0.054810096799876
615 => 0.054225456965858
616 => 0.055561770256865
617 => 0.056788103480381
618 => 0.056459419979691
619 => 0.055966676687043
620 => 0.055574182920717
621 => 0.056366960921976
622 => 0.056331659765528
623 => 0.056777392529503
624 => 0.056757171516652
625 => 0.056607288352985
626 => 0.056459425332491
627 => 0.057045685495071
628 => 0.056876851983298
629 => 0.056707756226448
630 => 0.056368608798821
701 => 0.056414704566877
702 => 0.055922046353307
703 => 0.055694120121203
704 => 0.05226665646186
705 => 0.051350726176477
706 => 0.051638896489739
707 => 0.051733769639203
708 => 0.051335155605208
709 => 0.051906665734413
710 => 0.051817596486156
711 => 0.052164112827359
712 => 0.051947624461366
713 => 0.05195650921942
714 => 0.052593155343619
715 => 0.052777976421961
716 => 0.052683974929827
717 => 0.052749810352735
718 => 0.054266959886246
719 => 0.054051269738292
720 => 0.053936688646055
721 => 0.053968428391666
722 => 0.05435609262553
723 => 0.05446461744533
724 => 0.054004790157935
725 => 0.0542216473649
726 => 0.055144997828882
727 => 0.055468118234166
728 => 0.056499363461237
729 => 0.056061272159855
730 => 0.056865407703689
731 => 0.059337046215427
801 => 0.061311562082979
802 => 0.059495715690859
803 => 0.063121662628539
804 => 0.065944982430719
805 => 0.065836618714226
806 => 0.065344307602153
807 => 0.062130033069211
808 => 0.059172209721865
809 => 0.061646554547733
810 => 0.061652862161548
811 => 0.061440313746618
812 => 0.060120193796046
813 => 0.061394376433864
814 => 0.061495516424502
815 => 0.061438904925039
816 => 0.06042677205412
817 => 0.05888143223365
818 => 0.059183387935549
819 => 0.059677997534989
820 => 0.058741598376877
821 => 0.058442362107435
822 => 0.058998699264358
823 => 0.060791333501415
824 => 0.060452446382922
825 => 0.060443596670708
826 => 0.061893499474122
827 => 0.060855681975486
828 => 0.059187196563946
829 => 0.058765881992913
830 => 0.057270499097249
831 => 0.058303365389655
901 => 0.058340536408742
902 => 0.057774846096029
903 => 0.059233099215125
904 => 0.059219661155912
905 => 0.060604055460161
906 => 0.063250497415129
907 => 0.062467814305545
908 => 0.06155763900478
909 => 0.061656600296397
910 => 0.062741961408153
911 => 0.062085727303601
912 => 0.062321713663024
913 => 0.062741604214534
914 => 0.062994934609556
915 => 0.061620149951086
916 => 0.061299621883645
917 => 0.060643933947726
918 => 0.060472877204239
919 => 0.061006921346668
920 => 0.060866219583196
921 => 0.058337412328521
922 => 0.058073137900257
923 => 0.058081242819675
924 => 0.057416712204241
925 => 0.056403143510081
926 => 0.059066741521291
927 => 0.05885281732396
928 => 0.058616661566525
929 => 0.058645589299325
930 => 0.059801766918278
1001 => 0.059131125510916
1002 => 0.060914135608354
1003 => 0.06054760233451
1004 => 0.060171668865249
1005 => 0.060119703408584
1006 => 0.059975001096055
1007 => 0.059478763025033
1008 => 0.05887952573499
1009 => 0.058483857371058
1010 => 0.053948266979798
1011 => 0.0547900461741
1012 => 0.055758436406557
1013 => 0.056092720834221
1014 => 0.055520904188924
1015 => 0.059501341831453
1016 => 0.060228606145195
1017 => 0.058025675100594
1018 => 0.057613596647231
1019 => 0.059528357626252
1020 => 0.058373522685892
1021 => 0.058893544788825
1022 => 0.057769541439167
1023 => 0.060053429468799
1024 => 0.060036030068573
1025 => 0.059147546041095
1026 => 0.059898486657043
1027 => 0.059767992245281
1028 => 0.058764895966499
1029 => 0.060085229410027
1030 => 0.060085884278943
1031 => 0.059230737719804
1101 => 0.058232113754383
1102 => 0.058053583375811
1103 => 0.057919084717739
1104 => 0.058860466363857
1105 => 0.059704506204142
1106 => 0.061275055091691
1107 => 0.061669928397342
1108 => 0.063211145197503
1109 => 0.062293425633491
1110 => 0.06270023882976
1111 => 0.063141892101549
1112 => 0.063353636921306
1113 => 0.063008610100365
1114 => 0.065402754181158
1115 => 0.065604893296256
1116 => 0.065672668793052
1117 => 0.064865376879509
1118 => 0.06558244104776
1119 => 0.065246950470105
1120 => 0.066119803751198
1121 => 0.066256678290824
1122 => 0.066140750425214
1123 => 0.066184196564509
1124 => 0.064141216947509
1125 => 0.064035277676792
1126 => 0.062590788203452
1127 => 0.063179428340965
1128 => 0.06207899381814
1129 => 0.062427952941059
1130 => 0.062581770797438
1201 => 0.062501425078352
1202 => 0.063212709171151
1203 => 0.062607972386532
1204 => 0.061011972583989
1205 => 0.059415537952368
1206 => 0.059395496015995
1207 => 0.058975182956901
1208 => 0.058671373599353
1209 => 0.058729898059832
1210 => 0.058936145892029
1211 => 0.058659386100407
1212 => 0.058718446834027
1213 => 0.059699248531729
1214 => 0.059895941317446
1215 => 0.059227502378749
1216 => 0.056543623584602
1217 => 0.055884992996518
1218 => 0.056358403602021
1219 => 0.056132143824138
1220 => 0.045303021000282
1221 => 0.047847162777098
1222 => 0.046335520124205
1223 => 0.047032154605993
1224 => 0.045489158895357
1225 => 0.046225557323806
1226 => 0.046089571423036
1227 => 0.050180476113528
1228 => 0.050116602263641
1229 => 0.050147175295453
1230 => 0.048687844829465
1231 => 0.051012597886924
]
'min_raw' => 0.029679179863252
'max_raw' => 0.066256678290824
'avg_raw' => 0.047967929077038
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.029679'
'max' => '$0.066256'
'avg' => '$0.047967'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0045764693162921
'max_diff' => 0.010023507843095
'year' => 2035
]
10 => [
'items' => [
101 => 0.052157854838444
102 => 0.051945898256744
103 => 0.051999243161933
104 => 0.051082600950668
105 => 0.050156050395739
106 => 0.049128363235214
107 => 0.051037678953497
108 => 0.05082539563873
109 => 0.051312297185679
110 => 0.052550624909692
111 => 0.052732973371002
112 => 0.052978051552199
113 => 0.052890208470093
114 => 0.054982987067752
115 => 0.054729537770978
116 => 0.055340277653864
117 => 0.05408393937782
118 => 0.052662273365751
119 => 0.052932485596882
120 => 0.052906461986115
121 => 0.052575151552536
122 => 0.052276059306991
123 => 0.051778154986876
124 => 0.053353597931693
125 => 0.05328963782523
126 => 0.054325077603374
127 => 0.054142053564862
128 => 0.052919774242097
129 => 0.052963428187227
130 => 0.0532570219476
131 => 0.054273153304446
201 => 0.054574810274657
202 => 0.054435070747104
203 => 0.054765823843775
204 => 0.055027237605495
205 => 0.05479865338745
206 => 0.058034923873504
207 => 0.056690998735703
208 => 0.057346018496896
209 => 0.05750223685034
210 => 0.057102086822911
211 => 0.057188865035563
212 => 0.057320310382081
213 => 0.058118420786506
214 => 0.060212893422824
215 => 0.061140521095891
216 => 0.063931334718658
217 => 0.061063494530843
218 => 0.060893328762401
219 => 0.061396038570359
220 => 0.063034541604547
221 => 0.064362394416992
222 => 0.064802919800547
223 => 0.064861142502265
224 => 0.065687597407387
225 => 0.066161305946531
226 => 0.065587244043983
227 => 0.06510078668836
228 => 0.063358356821828
229 => 0.063560047823358
301 => 0.064949498816558
302 => 0.066912180182708
303 => 0.068596364977057
304 => 0.068006622161842
305 => 0.072505943548387
306 => 0.072952032885783
307 => 0.07289039776315
308 => 0.073906655660733
309 => 0.071889590691353
310 => 0.071027256338149
311 => 0.065205964290171
312 => 0.066841509908236
313 => 0.06921887151632
314 => 0.068904218792841
315 => 0.067177715245993
316 => 0.068595055269297
317 => 0.068126438333272
318 => 0.067756820712895
319 => 0.069450110685744
320 => 0.067588268804078
321 => 0.069200298219315
322 => 0.067132853819965
323 => 0.068009316057345
324 => 0.0675117937017
325 => 0.067833751639849
326 => 0.06595159211211
327 => 0.066967159706438
328 => 0.06590934116131
329 => 0.065908839617587
330 => 0.065885488214574
331 => 0.067130007041832
401 => 0.067170590756109
402 => 0.066250889462402
403 => 0.066118346137544
404 => 0.066608428278312
405 => 0.066034670444189
406 => 0.066303128123586
407 => 0.066042801753816
408 => 0.065984196804668
409 => 0.06551722259905
410 => 0.065316037271547
411 => 0.065394927222368
412 => 0.065125635149658
413 => 0.06496337693513
414 => 0.065853210971724
415 => 0.065377808541775
416 => 0.065780348731104
417 => 0.065321603380741
418 => 0.063731392130549
419 => 0.062816844824385
420 => 0.059813083185433
421 => 0.060664946260085
422 => 0.061229732359895
423 => 0.061043070557277
424 => 0.061444092337829
425 => 0.061468711818191
426 => 0.061338335549401
427 => 0.061187376532375
428 => 0.061113898031445
429 => 0.061661546577575
430 => 0.061979474991606
501 => 0.061286416200874
502 => 0.061124042223129
503 => 0.061824762925383
504 => 0.062252202148965
505 => 0.065408173218542
506 => 0.065174368688055
507 => 0.065761172177754
508 => 0.065695107110048
509 => 0.066310170652379
510 => 0.067315539598844
511 => 0.065271343425103
512 => 0.065626145197879
513 => 0.065539155996764
514 => 0.066488881284747
515 => 0.06649184622343
516 => 0.065922438470987
517 => 0.066231123651172
518 => 0.066058824051928
519 => 0.06637019271545
520 => 0.065171246086007
521 => 0.066631433662377
522 => 0.06745926592577
523 => 0.067470760377551
524 => 0.067863146300316
525 => 0.068261833123305
526 => 0.069027077761729
527 => 0.068240490865677
528 => 0.066825497612369
529 => 0.066927655554858
530 => 0.066098045528169
531 => 0.066111991422599
601 => 0.066037547145173
602 => 0.066260960025633
603 => 0.065220272649672
604 => 0.065464519896713
605 => 0.065122572320545
606 => 0.06562540187063
607 => 0.065084440395441
608 => 0.065539114047937
609 => 0.065735336123684
610 => 0.06645939980755
611 => 0.064977495600616
612 => 0.061955792606581
613 => 0.062590991210535
614 => 0.061651482581514
615 => 0.061738437682092
616 => 0.06191410082406
617 => 0.061344719107537
618 => 0.06145333919577
619 => 0.06144945852187
620 => 0.061416016970714
621 => 0.061267898795682
622 => 0.061053098137597
623 => 0.061908797847252
624 => 0.062054197902326
625 => 0.062377404213498
626 => 0.063339046962614
627 => 0.063242956174879
628 => 0.063399684236442
629 => 0.063057547758041
630 => 0.061754308412053
701 => 0.061825080578614
702 => 0.060942550527554
703 => 0.062354835935895
704 => 0.062020388109943
705 => 0.06180476742084
706 => 0.061745933318107
707 => 0.062709959793595
708 => 0.062998411624324
709 => 0.062818667800696
710 => 0.062450007974469
711 => 0.063157943825318
712 => 0.063347357593589
713 => 0.063389760350994
714 => 0.064644086945463
715 => 0.063459863273795
716 => 0.063744917681736
717 => 0.065968830800127
718 => 0.063952048480779
719 => 0.065020383054951
720 => 0.06496809363689
721 => 0.065514617454565
722 => 0.064923262732005
723 => 0.064930593282524
724 => 0.065415869407889
725 => 0.064734386609824
726 => 0.064565641885309
727 => 0.064332522256964
728 => 0.064841530436944
729 => 0.065146657820382
730 => 0.067605760439527
731 => 0.069194452880198
801 => 0.06912548355147
802 => 0.069755734110868
803 => 0.069471800461426
804 => 0.068554903809464
805 => 0.070119934590728
806 => 0.069624693367867
807 => 0.069665520452562
808 => 0.06966400086643
809 => 0.069993292984894
810 => 0.069759959339783
811 => 0.069300034774062
812 => 0.069605354164568
813 => 0.070512043600692
814 => 0.07332643543105
815 => 0.074901406385051
816 => 0.073231620202028
817 => 0.074383416351749
818 => 0.073692749088847
819 => 0.073567234301607
820 => 0.074290647400699
821 => 0.075015326738657
822 => 0.074969167797704
823 => 0.074443087811042
824 => 0.074145918575362
825 => 0.076396183586927
826 => 0.078054140515183
827 => 0.07794107896776
828 => 0.078440095868499
829 => 0.079905224923081
830 => 0.080039177962237
831 => 0.080022302958179
901 => 0.079690286374077
902 => 0.081132896199363
903 => 0.082336346695921
904 => 0.079613434127739
905 => 0.08065028358816
906 => 0.081115758716146
907 => 0.081799214304277
908 => 0.08295231844191
909 => 0.084204895381147
910 => 0.084382023494163
911 => 0.084256342621618
912 => 0.083430234459116
913 => 0.08480081909238
914 => 0.085603675426381
915 => 0.086081758000238
916 => 0.087294095862185
917 => 0.08111863333207
918 => 0.076747334012851
919 => 0.076064692501828
920 => 0.077452870858045
921 => 0.077818922420065
922 => 0.077671367494405
923 => 0.072751072689477
924 => 0.076038788167958
925 => 0.079576093583835
926 => 0.079711975890988
927 => 0.081482824943744
928 => 0.082059485984877
929 => 0.083485251582837
930 => 0.08339606955649
1001 => 0.083743220790708
1002 => 0.083663416733782
1003 => 0.086304347273635
1004 => 0.089217685841074
1005 => 0.089116806190333
1006 => 0.088697979302206
1007 => 0.089320008651671
1008 => 0.092326886265601
1009 => 0.092050061159142
1010 => 0.092318973170161
1011 => 0.095864251337181
1012 => 0.10047361726425
1013 => 0.098332104018352
1014 => 0.10297857155811
1015 => 0.10590327657572
1016 => 0.11096125148354
1017 => 0.11032796811403
1018 => 0.11229700062851
1019 => 0.10919425871238
1020 => 0.10206973610534
1021 => 0.1009422531312
1022 => 0.10319950259785
1023 => 0.10874873015241
1024 => 0.10302473767413
1025 => 0.10418269389754
1026 => 0.1038492024273
1027 => 0.1038314320841
1028 => 0.1045096538069
1029 => 0.10352585782431
1030 => 0.099517696009719
1031 => 0.1013546129491
1101 => 0.10064529110281
1102 => 0.10143233657471
1103 => 0.10567969638435
1104 => 0.1038018373681
1105 => 0.10182366543936
1106 => 0.10430473202949
1107 => 0.10746398238572
1108 => 0.10726628217614
1109 => 0.10688266113729
1110 => 0.10904511284755
1111 => 0.11261684953398
1112 => 0.11358227560792
1113 => 0.11429493339844
1114 => 0.1143931968673
1115 => 0.11540537166697
1116 => 0.10996265266827
1117 => 0.11860038749814
1118 => 0.12009188569065
1119 => 0.11981154584673
1120 => 0.12146928331586
1121 => 0.1209815348997
1122 => 0.12027486397007
1123 => 0.12290273046952
1124 => 0.11989009358579
1125 => 0.11561403480977
1126 => 0.11326810439439
1127 => 0.11635741480617
1128 => 0.11824394887257
1129 => 0.11949082788435
1130 => 0.11986813271994
1201 => 0.1103851554507
1202 => 0.10527435665262
1203 => 0.10855032008676
1204 => 0.11254722157134
1205 => 0.10994044967871
1206 => 0.11004263020163
1207 => 0.10632605853035
1208 => 0.11287605569647
1209 => 0.11192177620351
1210 => 0.11687257990107
1211 => 0.11569103086596
1212 => 0.11972821909223
1213 => 0.11866509213134
1214 => 0.12307807270735
1215 => 0.1248385301358
1216 => 0.12779461215149
1217 => 0.12996911811564
1218 => 0.13124602960947
1219 => 0.13116936863295
1220 => 0.13622912812626
1221 => 0.13324556472759
1222 => 0.12949750592695
1223 => 0.12942971536822
1224 => 0.13137088813148
1225 => 0.13543905370852
1226 => 0.13649386985324
1227 => 0.13708336817748
1228 => 0.13618053097333
1229 => 0.13294208673798
1230 => 0.13154374293644
1231 => 0.13273517236927
]
'min_raw' => 0.049128363235214
'max_raw' => 0.13708336817748
'avg_raw' => 0.093105865706346
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.049128'
'max' => '$0.137083'
'avg' => '$0.0931058'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.019449183371962
'max_diff' => 0.070826689886655
'year' => 2036
]
11 => [
'items' => [
101 => 0.13127815655362
102 => 0.13379337461787
103 => 0.13724730624168
104 => 0.13653408301969
105 => 0.1389182813184
106 => 0.14138567573259
107 => 0.14491416056249
108 => 0.14583663715645
109 => 0.14736145588761
110 => 0.14893099523883
111 => 0.14943508897817
112 => 0.15039756033768
113 => 0.15039248763852
114 => 0.15329295986219
115 => 0.15649227054503
116 => 0.15769993626359
117 => 0.16047689699235
118 => 0.15572144906067
119 => 0.1593285109435
120 => 0.16258217105243
121 => 0.1587030233379
122 => 0.16404952473688
123 => 0.16425711727077
124 => 0.16739151806729
125 => 0.16421420238148
126 => 0.16232752246959
127 => 0.16777429668223
128 => 0.17040981915195
129 => 0.16961597833548
130 => 0.16357481052537
131 => 0.16005859174202
201 => 0.15085596895802
202 => 0.16175687316938
203 => 0.167066385627
204 => 0.16356106017079
205 => 0.1653289424383
206 => 0.17497393485207
207 => 0.17864612349622
208 => 0.17788233392877
209 => 0.17801140179262
210 => 0.17999284813007
211 => 0.18877967239273
212 => 0.18351440361755
213 => 0.18753950431031
214 => 0.18967440320418
215 => 0.191657416276
216 => 0.18678776290931
217 => 0.18045241542866
218 => 0.17844574494175
219 => 0.16321252463659
220 => 0.16241956936518
221 => 0.16197445954234
222 => 0.15916810507134
223 => 0.15696307918232
224 => 0.15520956072801
225 => 0.15060780465896
226 => 0.15216076224629
227 => 0.14482652353336
228 => 0.14951870955244
301 => 0.13781308747521
302 => 0.14756187737556
303 => 0.14225605425589
304 => 0.14581877178109
305 => 0.14580634179528
306 => 0.13924624927075
307 => 0.13546252480824
308 => 0.13787366130051
309 => 0.14045859101648
310 => 0.14087798716615
311 => 0.14422941601646
312 => 0.14516472776987
313 => 0.14233068949153
314 => 0.13757051447589
315 => 0.13867619456399
316 => 0.13544011823655
317 => 0.12976901894658
318 => 0.13384210146453
319 => 0.13523283091696
320 => 0.13584705627126
321 => 0.13027018144973
322 => 0.12851780630096
323 => 0.12758485647561
324 => 0.13685060996783
325 => 0.13735820886039
326 => 0.1347612611588
327 => 0.14649971102266
328 => 0.14384293829446
329 => 0.14681120435698
330 => 0.13857586568519
331 => 0.1388904667128
401 => 0.13499172540842
402 => 0.13717476002489
403 => 0.13563186152046
404 => 0.13699839240105
405 => 0.13781748537645
406 => 0.14171558693575
407 => 0.14760638743376
408 => 0.14113334055302
409 => 0.13831294133134
410 => 0.14006270114595
411 => 0.14472254211288
412 => 0.15178243971066
413 => 0.14760283823909
414 => 0.14945767439794
415 => 0.14986287358273
416 => 0.14678099019485
417 => 0.15189607314712
418 => 0.1546372876561
419 => 0.1574492065279
420 => 0.1598907168961
421 => 0.15632606429508
422 => 0.16014075355105
423 => 0.15706678739404
424 => 0.15430912197042
425 => 0.15431330421056
426 => 0.15258338040726
427 => 0.14923143505394
428 => 0.14861328490272
429 => 0.15182898005313
430 => 0.15440766303629
501 => 0.15462005571784
502 => 0.15604774711483
503 => 0.15689264017718
504 => 0.16517374076463
505 => 0.16850446792576
506 => 0.17257721805095
507 => 0.17416378375233
508 => 0.1789387776982
509 => 0.17508258228086
510 => 0.17424827014571
511 => 0.16266569672164
512 => 0.16456234247097
513 => 0.16759905531473
514 => 0.16271577099794
515 => 0.16581309091984
516 => 0.16642456748262
517 => 0.16254983886547
518 => 0.16461949883703
519 => 0.15912309556398
520 => 0.14772619400518
521 => 0.15190876115654
522 => 0.15498853841681
523 => 0.1505933165326
524 => 0.15847158164148
525 => 0.15386926180527
526 => 0.15241054736751
527 => 0.14671958227654
528 => 0.14940549873414
529 => 0.15303823920167
530 => 0.15079362794415
531 => 0.15545153333358
601 => 0.16204836958301
602 => 0.16674966794275
603 => 0.16711057525455
604 => 0.16408795537177
605 => 0.16893172302403
606 => 0.16896700458332
607 => 0.16350321488419
608 => 0.16015667411599
609 => 0.15939633301227
610 => 0.16129581416301
611 => 0.16360213494358
612 => 0.1672385600067
613 => 0.16943597551272
614 => 0.17516566973329
615 => 0.17671596070617
616 => 0.17841926046652
617 => 0.18069539422452
618 => 0.18342847638973
619 => 0.17744864820671
620 => 0.17768623792822
621 => 0.17211790472055
622 => 0.1661673421084
623 => 0.17068307738292
624 => 0.17658680055127
625 => 0.17523247993342
626 => 0.17508009119765
627 => 0.1753363667821
628 => 0.17431525326421
629 => 0.16969679466705
630 => 0.16737743367264
701 => 0.17037000108753
702 => 0.17196041748469
703 => 0.1744270146178
704 => 0.1741229544576
705 => 0.1804766437793
706 => 0.18294549532413
707 => 0.18231385745085
708 => 0.18243009402074
709 => 0.18689983181493
710 => 0.19187109951374
711 => 0.19652734773024
712 => 0.20126388340657
713 => 0.19555380477862
714 => 0.19265457900003
715 => 0.19564583995361
716 => 0.19405863478659
717 => 0.20317918647188
718 => 0.20381067368199
719 => 0.21293056584758
720 => 0.22158642948928
721 => 0.21614983662183
722 => 0.22127629882631
723 => 0.22682098566706
724 => 0.23751758617587
725 => 0.23391534743545
726 => 0.23115608901456
727 => 0.22854860313946
728 => 0.23397436731881
729 => 0.24095452625686
730 => 0.24245798563698
731 => 0.24489416419847
801 => 0.24233282032281
802 => 0.24541767689827
803 => 0.25630857616431
804 => 0.253365759046
805 => 0.24918648565654
806 => 0.25778380465399
807 => 0.26089514097794
808 => 0.2827321287189
809 => 0.31030222778282
810 => 0.29888802573533
811 => 0.29180286219045
812 => 0.29346804368582
813 => 0.30353571055721
814 => 0.30676912562453
815 => 0.29797958884655
816 => 0.30108420182923
817 => 0.31819092460263
818 => 0.32736813252118
819 => 0.31490425150432
820 => 0.28051689810352
821 => 0.24881018781424
822 => 0.25722023515473
823 => 0.25626679678047
824 => 0.27464583629335
825 => 0.25329557383098
826 => 0.25365505749505
827 => 0.27241415608132
828 => 0.26740955019087
829 => 0.25930272958984
830 => 0.24886937657617
831 => 0.22958235856206
901 => 0.21249930884868
902 => 0.24600310332801
903 => 0.24455835878737
904 => 0.24246615459337
905 => 0.24712212862697
906 => 0.26973021691289
907 => 0.26920902730266
908 => 0.26589348491565
909 => 0.26840829459435
910 => 0.25886187129423
911 => 0.26132220194669
912 => 0.24880516530933
913 => 0.25446338862704
914 => 0.25928533599378
915 => 0.26025341331781
916 => 0.26243454096009
917 => 0.24379704406414
918 => 0.25216473300226
919 => 0.25707996630698
920 => 0.23487276341854
921 => 0.25664100130748
922 => 0.24347260670787
923 => 0.23900305579812
924 => 0.24502071727955
925 => 0.24267562874787
926 => 0.24065945933655
927 => 0.23953440216284
928 => 0.24395310860974
929 => 0.2437469706725
930 => 0.23651710929141
1001 => 0.22708604984662
1002 => 0.23025142296027
1003 => 0.22910141323255
1004 => 0.22493362962509
1005 => 0.22774221255641
1006 => 0.2153746347182
1007 => 0.19409685985831
1008 => 0.20815360968662
1009 => 0.20761244010903
1010 => 0.20733955786793
1011 => 0.21790281686387
1012 => 0.21688740324726
1013 => 0.21504441759015
1014 => 0.22489978174821
1015 => 0.22130244125717
1016 => 0.23238859701055
1017 => 0.23969065619733
1018 => 0.2378386177907
1019 => 0.24470623974978
1020 => 0.23032434676365
1021 => 0.23510143471225
1022 => 0.23608598591769
1023 => 0.22477816808431
1024 => 0.21705353747277
1025 => 0.21653839267822
1026 => 0.20314494771747
1027 => 0.21029961790739
1028 => 0.21659543159415
1029 => 0.21358022541307
1030 => 0.21262570121286
1031 => 0.21750215834068
1101 => 0.21788110082355
1102 => 0.20924117205576
1103 => 0.21103768683754
1104 => 0.21852945212331
1105 => 0.21084891357423
1106 => 0.19592688178222
1107 => 0.19222601158457
1108 => 0.19173224727963
1109 => 0.18169519378389
1110 => 0.19247332142757
1111 => 0.18776837987524
1112 => 0.2026312338652
1113 => 0.19414165137722
1114 => 0.19377568244408
1115 => 0.19322246672566
1116 => 0.18458316015642
1117 => 0.18647461923851
1118 => 0.19276211730473
1119 => 0.19500556744849
1120 => 0.19477155721845
1121 => 0.19273130513407
1122 => 0.19366532209052
1123 => 0.19065652804072
1124 => 0.1895940602391
1125 => 0.18624061960241
1126 => 0.18131198827809
1127 => 0.18199734469279
1128 => 0.17223243639277
1129 => 0.16691199608802
1130 => 0.16543936833393
1201 => 0.16347010895583
1202 => 0.16566180142069
1203 => 0.17220477363445
1204 => 0.16431256097567
1205 => 0.15078191594652
1206 => 0.15159513076787
1207 => 0.15342218302579
1208 => 0.15001748323031
1209 => 0.14679522060869
1210 => 0.14959671652776
1211 => 0.14386360385757
1212 => 0.15411500230172
1213 => 0.15383773070301
1214 => 0.15765881810077
1215 => 0.16004822246719
1216 => 0.15454141898144
1217 => 0.15315647279675
1218 => 0.15394540108584
1219 => 0.14090617382664
1220 => 0.15659323505015
1221 => 0.15672889740703
1222 => 0.15556727394441
1223 => 0.16392014976225
1224 => 0.18154732306519
1225 => 0.17491527141722
1226 => 0.17234714056431
1227 => 0.16746512193562
1228 => 0.17397012189276
1229 => 0.17347063938986
1230 => 0.17121179008863
1231 => 0.1698456309832
]
'min_raw' => 0.12758485647561
'max_raw' => 0.32736813252118
'avg_raw' => 0.22747649449839
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.127584'
'max' => '$0.327368'
'avg' => '$0.227476'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.078456493240395
'max_diff' => 0.1902847643437
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0040047428568194
]
1 => [
'year' => 2028
'avg' => 0.0068733013274603
]
2 => [
'year' => 2029
'avg' => 0.018776620434585
]
3 => [
'year' => 2030
'avg' => 0.0144861347023
]
4 => [
'year' => 2031
'avg' => 0.014227179524569
]
5 => [
'year' => 2032
'avg' => 0.024944723164748
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0040047428568194
'min' => '$0.0040047'
'max_raw' => 0.024944723164748
'max' => '$0.024944'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.024944723164748
]
1 => [
'year' => 2033
'avg' => 0.064160393015365
]
2 => [
'year' => 2034
'avg' => 0.040667940497344
]
3 => [
'year' => 2035
'avg' => 0.047967929077038
]
4 => [
'year' => 2036
'avg' => 0.093105865706346
]
5 => [
'year' => 2037
'avg' => 0.22747649449839
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.024944723164748
'min' => '$0.024944'
'max_raw' => 0.22747649449839
'max' => '$0.227476'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.22747649449839
]
]
]
]
'prediction_2025_max_price' => '$0.006847'
'last_price' => 0.0066394
'sma_50day_nextmonth' => '$0.006268'
'sma_200day_nextmonth' => '$0.010893'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'INCREASE'
'sma_200day_date_nextmonth' => 'Feb 4, 2026'
'sma_50day_date_nextmonth' => 'Feb 4, 2026'
'daily_sma3' => '$0.006633'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.006567'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.006524'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.006523'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.007211'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.009116'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.012519'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.006624'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.006591'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.006559'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.00667'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.007427'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0090031'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.011398'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.010489'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.013721'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.021891'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.024429'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.006662'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.006874'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0078036'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.009886'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.01368'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.020514'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.04290026'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '43.63'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 111.46
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.006536'
'vwma_10_action' => 'BUY'
'hma_9' => '0.006660'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 88.36
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 102.2
'cci_20_action' => 'SELL'
'adx_14' => 33.36
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000294'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -11.64
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 60.98
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.001583'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 20
'buy_signals' => 14
'sell_pct' => 58.82
'buy_pct' => 41.18
'overall_action' => 'bearish'
'overall_action_label' => 'BEARISH'
'overall_action_dir' => -1
'last_updated' => 1767694525
'last_updated_date' => 'January 6, 2026'
]
Polaris Share price prediction 2026
The Polaris Share price forecast for 2026 suggests that the average price could range between $0.002293 on the lower end and $0.006847 on the high end. In the crypto market, compared to today’s average price, Polaris Share could potentially gain 3.13% by 2026 if POLA reaches the forecast price target.
Polaris Share price prediction 2027-2032
The POLA price prediction for 2027-2032 is currently within a price range of $0.0040047 on the lower end and $0.024944 on the high end. Considering the price volatility in the market, if Polaris Share reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| Polaris Share Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.0022082 | $0.0040047 | $0.0058011 |
| 2028 | $0.003985 | $0.006873 | $0.009761 |
| 2029 | $0.008754 | $0.018776 | $0.028798 |
| 2030 | $0.007445 | $0.014486 | $0.021526 |
| 2031 | $0.0088027 | $0.014227 | $0.019651 |
| 2032 | $0.013436 | $0.024944 | $0.036452 |
Polaris Share price prediction 2032-2037
The Polaris Share price prediction for 2032-2037 is currently estimated to be between $0.024944 on the lower end and $0.227476 on the high end. Compared to the current price, Polaris Share could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| Polaris Share Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.013436 | $0.024944 | $0.036452 |
| 2033 | $0.031224 | $0.06416 | $0.097096 |
| 2034 | $0.0251027 | $0.040667 | $0.056233 |
| 2035 | $0.029679 | $0.047967 | $0.066256 |
| 2036 | $0.049128 | $0.0931058 | $0.137083 |
| 2037 | $0.127584 | $0.227476 | $0.327368 |
Polaris Share potential price histogram
Polaris Share Price Forecast Based on Technical Analysis
Market Sentiment Indicator
BULLISH 41.18%
BEARISH 58.82%
As of January 6, 2026, the overall price prediction sentiment for Polaris Share is BEARISH, with 14 technical indicators showing bullish signals and 20 indicating bearish signals. The POLA price prediction was last updated on January 6, 2026.
Polaris Share's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, Polaris Share's 200-day SMA is projected to INCREASE over the next month, reaching $0.010893 by Feb 4, 2026. The short-term 50-day SMA for Polaris Share is expected to reach $0.006268 by Feb 4, 2026.
The Relative Strength Index (RSI) momentum oscillator is a commonly used tool to identify if a cryptocurrency is oversold (below 30) or overbought (above 70). Right now, the RSI stands at 43.63, suggesting that the POLA market is in a NEUTRAL state.
Popular POLA Moving Averages and Oscillators for Sat, Oct 19, 2024
Moving averages (MA) are widely used indicators across financial markets, designed to smooth out price movements over a set period. As lagging indicators, they are based on historical price data. The table below highlights two types: the simple moving average (SMA) and the exponential moving average (EMA).
Daily Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 3 | $0.006633 | BUY |
| SMA 5 | $0.006567 | BUY |
| SMA 10 | $0.006524 | BUY |
| SMA 21 | $0.006523 | BUY |
| SMA 50 | $0.007211 | SELL |
| SMA 100 | $0.009116 | SELL |
| SMA 200 | $0.012519 | SELL |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.006624 | BUY |
| EMA 5 | $0.006591 | BUY |
| EMA 10 | $0.006559 | BUY |
| EMA 21 | $0.00667 | SELL |
| EMA 50 | $0.007427 | SELL |
| EMA 100 | $0.0090031 | SELL |
| EMA 200 | $0.011398 | SELL |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.010489 | SELL |
| SMA 50 | $0.013721 | SELL |
| SMA 100 | $0.021891 | SELL |
| SMA 200 | $0.024429 | SELL |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.009886 | SELL |
| EMA 50 | $0.01368 | SELL |
| EMA 100 | $0.020514 | SELL |
| EMA 200 | $0.04290026 | SELL |
Polaris Share Oscillators
An oscillator is a technical analysis tool that sets high and low boundaries between two extremes, creating a trend indicator that fluctuates within these limits. Traders use this indicator to identify short-term overbought or oversold conditions.
| Period | Value | Action |
|---|---|---|
| RSI (14) | 43.63 | NEUTRAL |
| Stoch RSI (14) | 111.46 | SELL |
| Stochastic Fast (14) | 88.36 | SELL |
| Commodity Channel Index (20) | 102.2 | SELL |
| Average Directional Index (14) | 33.36 | SELL |
| Awesome Oscillator (5, 34) | -0.000294 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -11.64 | SELL |
| Ultimate Oscillator (7, 14, 28) | 60.98 | NEUTRAL |
| VWMA (10) | 0.006536 | BUY |
| Hull Moving Average (9) | 0.006660 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | -0.001583 | SELL |
Polaris Share price prediction based on worldwide money flows
Worldwide money flows definitions used for Polaris Share price prediction
M0: The total of all physical currency, plus accounts at the central bank which can be exchanged for physical currency.
M1: Measure M0 plus the amount in demand accounts, including "checking" or "current" accounts.
M2: Measure M1 plus most savings accounts, money market accounts, and certificate of deposit (CD) accounts of under $100,000.
Polaris Share price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.009329 | $0.0131094 | $0.01842 | $0.025884 | $0.036372 | $0.0511088 |
| Amazon.com stock | $0.013853 | $0.0289061 | $0.060314 | $0.125849 | $0.262592 | $0.547915 |
| Apple stock | $0.009417 | $0.013357 | $0.018947 | $0.026875 | $0.03812 | $0.054071 |
| Netflix stock | $0.010475 | $0.016529 | $0.02608 | $0.041151 | $0.06493 | $0.10245 |
| Google stock | $0.008597 | $0.011134 | $0.014418 | $0.018672 | $0.02418 | $0.031313 |
| Tesla stock | $0.015051 | $0.034119 | $0.077346 | $0.175338 | $0.397478 | $0.901054 |
| Kodak stock | $0.004978 | $0.003733 | $0.002799 | $0.002099 | $0.001574 | $0.00118 |
| Nokia stock | $0.004398 | $0.002913 | $0.00193 | $0.001278 | $0.000847 | $0.000561 |
This calculation shows how much cryptocurrency can cost if we assume that its capitalization will behave like the capitalization of some Internet companies or technological niches. If you extrapolate the data projections, you can get a potential picture of the future Polaris Share price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
Polaris Share forecast and prediction overview
You may ask questions like: "Should I invest in Polaris Share now?", "Should I buy POLA today?", "Will Polaris Share be a good or bad investment in short-term, long-term period?".
We update Polaris Share forecast projection regularly with fresh values. Look at our similar predictions. We making a forecast of future prices for huge amounts of digital coins like Polaris Share with technical analysis methods.
If you are trying to find cryptocurrencies with good returns, you should explore the maximum of available sources of information about Polaris Share in order to make such a responsible decision about the investment by yourself.
Polaris Share price equal to $0.006639 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
Polaris Share price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If Polaris Share has 1% of Bitcoin's previous average grow per year | $0.006811 | $0.006989 | $0.00717 | $0.007357 |
| If Polaris Share has 2% of Bitcoin's previous average grow per year | $0.006984 | $0.007347 | $0.007729 | $0.008131 |
| If Polaris Share has 5% of Bitcoin's previous average grow per year | $0.0075022 | $0.008477 | $0.009579 | $0.010824 |
| If Polaris Share has 10% of Bitcoin's previous average grow per year | $0.008365 | $0.010539 | $0.013279 | $0.01673 |
| If Polaris Share has 20% of Bitcoin's previous average grow per year | $0.01009 | $0.015336 | $0.02331 | $0.035428 |
| If Polaris Share has 50% of Bitcoin's previous average grow per year | $0.015268 | $0.035112 | $0.080745 | $0.185687 |
| If Polaris Share has 100% of Bitcoin's previous average grow per year | $0.023897 | $0.086014 | $0.309592 | $1.11 |
Frequently Asked Questions about Polaris Share
Is POLA a good investment?
The determination to procure Polaris Share is entirely contingent on your individualistic risk tolerance. As you may discern, Polaris Share's value has experienced an escalation of 0.3457% during the preceding 24 hours, and Polaris Share has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in Polaris Share will hinge on whether such an investment aligns with your trading aspirations.
Can Polaris Share rise?
It appears that the mean value of Polaris Share may potentially surge to $0.006847 by the end of this year. Looking at Polaris Share's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.021526. However, given the market's unpredictability, it is vital to conduct thorough research before investing any funds into a particular project, network, or asset.
What will the price of Polaris Share be next week?
Based on the our new experimental Polaris Share forecast, the price of Polaris Share will increase by 0.86% over the next week and reach $0.006696 by January 13, 2026.
What will the price of Polaris Share be next month?
Based on the our new experimental Polaris Share forecast, the price of Polaris Share will decrease by -11.62% over the next month and reach $0.005868 by February 5, 2026.
How high can Polaris Share’s price go this year in 2026?
As per our most recent prediction on Polaris Share's value in 2026, POLA is anticipated to fluctuate within the range of $0.002293 and $0.006847. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected Polaris Share price forecast fails to consider sudden and extreme price fluctuations.
Where will Polaris Share be in 5 years?
Polaris Share's future appears to be on an upward trend, with an maximum price of $0.021526 projected after a period of five years. Based on the Polaris Share forecast for 2030, Polaris Share's value may potentially reach its highest peak of approximately $0.021526, while its lowest peak is anticipated to be around $0.007445.
How much will be Polaris Share in 2026?
Based on the our new experimental Polaris Share price prediction simulation, POLA’s value in 2026 expected to grow by 3.13% to $0.006847 if the best happened. The price will be between $0.006847 and $0.002293 during 2026.
How much will be Polaris Share in 2027?
According to our latest experimental simulation for Polaris Share price prediction, POLA’s value could down by -12.62% to $0.0058011 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.0058011 and $0.0022082 throughout the year.
How much will be Polaris Share in 2028?
Our new experimental Polaris Share price prediction model suggests that POLA’s value in 2028 could increase by 47.02% , reaching $0.009761 in the best-case scenario. The price is expected to range between $0.009761 and $0.003985 during the year.
How much will be Polaris Share in 2029?
Based on our experimental forecast model, Polaris Share's value may experience a 333.75% growth in 2029, potentially reaching $0.028798 under optimal conditions. The predicted price range for 2029 lies between $0.028798 and $0.008754.
How much will be Polaris Share in 2030?
Using our new experimental simulation for Polaris Share price predictions, POLA’s value in 2030 is expected to rise by 224.23% , reaching $0.021526 in the best scenario. The price is forecasted to range between $0.021526 and $0.007445 over the course of 2030.
How much will be Polaris Share in 2031?
Our experimental simulation indicates that Polaris Share’s price could grow by 195.98% in 2031, potentially hitting $0.019651 under ideal conditions. The price will likely fluctuate between $0.019651 and $0.0088027 during the year.
How much will be Polaris Share in 2032?
Based on the findings from our latest experimental Polaris Share price prediction, POLA could see a 449.04% rise in value, reaching $0.036452 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.036452 and $0.013436 throughout the year.
How much will be Polaris Share in 2033?
According to our experimental Polaris Share price prediction, POLA’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $0.097096. Throughout the year, POLA’s price could range from $0.097096 and $0.031224.
How much will be Polaris Share in 2034?
The results from our new Polaris Share price prediction simulation suggest that POLA may rise by 746.96% in 2034, potentially reaching $0.056233 under the best circumstances. The predicted price range for the year is between $0.056233 and $0.0251027.
How much will be Polaris Share in 2035?
Based on our experimental forecast for Polaris Share’s price, POLA could grow by 897.93% , with the value potentially hitting $0.066256 in 2035. The expected price range for the year lies between $0.066256 and $0.029679.
How much will be Polaris Share in 2036?
Our recent Polaris Share price prediction simulation suggests that POLA’s value might rise by 1964.7% in 2036, possibly reaching $0.137083 if conditions are optimal. The expected price range for 2036 is between $0.137083 and $0.049128.
How much will be Polaris Share in 2037?
According to the experimental simulation, Polaris Share’s value could rise by 4830.69% in 2037, with a high of $0.327368 under favorable conditions. The price is expected to fall between $0.327368 and $0.127584 over the course of the year.
Related Predictions
Prisma mkUSD Price Prediction- Source Price Prediction
- VLaunch Price Prediction
- EURA Price Prediction
- SOLVE Price Prediction
- Hubble Price Prediction
- NumberGoUpTech Price Prediction
- Geodnet Price Prediction
- AC Milan Fan Token Price Prediction
- Electra Protocol Price Prediction
- PowerPool Concentrated Voting Power Price Prediction
- Vita Inu Price Prediction
- HAPI Price Prediction
- Hydra Price Prediction
- Bitrock Price Prediction
- Rejuve.AI Price Prediction
- Beoble Price Prediction
- Nimiq Price Prediction
- OHO Blockchain Price Prediction
- AVINOC Price Prediction
- StorX Price Prediction
- WXT Token Price Prediction
- Unibot Price Prediction
- Muse DAO Price Prediction
- Feisty Doge NFT Price Prediction
Prisma mkUSD Price Prediction
Source Price Prediction
VLaunch Price Prediction
EURA Price Prediction
SOLVE Price Prediction
Hubble Price Prediction
NumberGoUpTech Price Prediction
Geodnet Price Prediction
AC Milan Fan Token Price Prediction
Electra Protocol Price Prediction
PowerPool Concentrated Voting Power Price Prediction
Vita Inu Price Prediction
HAPI Price Prediction
Hydra Price Prediction
Bitrock Price Prediction
Rejuve.AI Price Prediction
Beoble Price Prediction
Nimiq Price Prediction
OHO Blockchain Price Prediction
AVINOC Price Prediction
StorX Price Prediction
WXT Token Price Prediction
Unibot Price Prediction
Muse DAO Price Prediction
Feisty Doge NFT Price PredictionHow to read and predict Polaris Share price movements?
Polaris Share traders use indicators and chart patterns to predict market direction. They also identify key support and resistance levels to gauge when a downtrend might slow or an uptrend might stall.
Polaris Share Price Prediction Indicators
Moving averages are popular tools for Polaris Share price prediction. A simple moving average (SMA) calculates the average closing price of POLA over a specific period, like a 12-day SMA. An exponential moving average (EMA) gives more weight to recent prices, reacting faster to price changes.
Commonly used moving averages in the crypto market include the 50-day, 100-day, and 200-day averages, which help identify key resistance and support levels. A POLA price move above these averages is seen as bullish, while a drop below indicates weakness.
Traders also use RSI and Fibonacci retracement levels to gauge POLA's future direction.
How to read Polaris Share charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent Polaris Share's price action in different time frames, such as 5-minute for short-term and weekly for long-term trends. Popular choices include 1-hour, 4-hour, and 1-day charts.
A 1-hour candlestick chart, for instance, shows POLA's opening, closing, highest, and lowest prices within each hour. The candle's color is crucial: green indicates the price closed higher than it opened, while red means the opposite. Some charts use hollow and filled candlesticks to convey the same information.
What affects the price of Polaris Share?
Polaris Share's price action is driven by supply and demand, influenced by factors like block reward halvings, hard forks, and protocol updates. Real-world events, such as regulations, adoption by companies and governments, and cryptocurrency exchange hacks, also impact POLA's price. Polaris Share's market capitalization can change rapidly.
Traders often monitor the activity of POLA "whales," large holders of Polaris Share, as their actions can significantly influence price movements in the relatively small Polaris Share market.
Bullish and bearish price prediction patterns
Traders often identify candlestick patterns to gain an edge in cryptocurrency price predictions. Certain formations indicate bullish trends, while others suggest bearish movements.
Commonly followed bullish candlestick patterns:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Three White Soldiers
Common bearish candlestick patterns:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man