PowerTrade Fuel (PTF) Price Prediction
$0.004587
0.4277%
Add to portfolio
Add to favorites
Sentiment
BULLISH 60%
BEARISH 40%
SMA 50
$0.0040032
SMA 200
$0.009897
RSI (14)
60.14
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.004749
PowerTrade Fuel Price Prediction up to $0.00473 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.001584 | $0.00473 |
| 2027 | $0.001525 | $0.0040081 |
| 2028 | $0.002753 | $0.006744 |
| 2029 | $0.006048 | $0.019897 |
| 2030 | $0.005144 | $0.014873 |
| 2031 | $0.006081 | $0.013577 |
| 2032 | $0.009283 | $0.025185 |
| 2033 | $0.021573 | $0.067085 |
| 2034 | $0.017343 | $0.038852 |
| 2035 | $0.0205057 | $0.045777 |
Investment Profit Calculator
If you open a short on $10,000.00 of PowerTrade Fuel today and close it on Apr 06, 2026, our forecast suggests you could make around $3,955.00 in profit, equal to a 39.55% ROI over the next 90 days.
$
≈ $3,955.00
(39.55% ROI)
Long-term PowerTrade Fuel price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'PowerTrade Fuel'
'name_with_ticker' => 'PowerTrade Fuel <small>PTF</small>'
'name_lang' => 'PowerTrade Fuel'
'name_lang_with_ticker' => 'PowerTrade Fuel <small>PTF</small>'
'name_with_lang' => 'PowerTrade Fuel'
'name_with_lang_with_ticker' => 'PowerTrade Fuel <small>PTF</small>'
'image' => '/uploads/coins/powertrade-fuel.jpg?1717589459'
'price_for_sd' => 0.004587
'ticker' => 'PTF'
'marketcap' => '$112.71K'
'low24h' => '$0.004537'
'high24h' => '$0.004615'
'volume24h' => '$56.67K'
'current_supply' => '24.57M'
'max_supply' => '400M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.004587'
'change_24h_pct' => '0.4277%'
'ath_price' => '$2.67'
'ath_days' => 1736
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Apr 6, 2021'
'ath_pct' => '-99.83%'
'fdv' => '$1.83M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.226183'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.004626'
'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' => '$0.0040543'
'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' => '$0.001584'
'current_year_max_price_prediction' => '$0.00473'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.005144'
'grand_prediction_max_price' => '$0.014873'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0046741861641012
107 => 0.0046916378785084
108 => 0.0047309574821744
109 => 0.0043949757738738
110 => 0.0045458216969961
111 => 0.0046344295444788
112 => 0.0042340960659707
113 => 0.004626516238779
114 => 0.0043891270798241
115 => 0.0043085536338093
116 => 0.0044170351641239
117 => 0.0043747598062586
118 => 0.0043384139360583
119 => 0.0043181323159852
120 => 0.0043977891791786
121 => 0.0043940730913001
122 => 0.0042637390023847
123 => 0.0040937234964917
124 => 0.0041507862808381
125 => 0.0041300548363186
126 => 0.0040549214069703
127 => 0.0041055522667062
128 => 0.003882599584121
129 => 0.0034990210818053
130 => 0.0037524247897624
131 => 0.0037426690226562
201 => 0.0037377497224925
202 => 0.0039281756054581
203 => 0.0039098705506836
204 => 0.0038766466970242
205 => 0.0040543112248434
206 => 0.0039894612822643
207 => 0.004189313524725
208 => 0.0043209491372423
209 => 0.004287562087942
210 => 0.0044113660177646
211 => 0.0041521008921388
212 => 0.0042382183669603
213 => 0.0042559670591674
214 => 0.0040521188721483
215 => 0.0039128654840271
216 => 0.0039035788706443
217 => 0.0036621326859412
218 => 0.0037911112889241
219 => 0.0039046071220518
220 => 0.0038502514256161
221 => 0.0038330440359548
222 => 0.0039209528579069
223 => 0.0039277841262607
224 => 0.0037720304838481
225 => 0.0038044165981821
226 => 0.0039394720786982
227 => 0.0038010135465898
228 => 0.0035320112357758
301 => 0.003465294943446
302 => 0.003456393760224
303 => 0.0032754538840897
304 => 0.0034697532451158
305 => 0.0033849363671288
306 => 0.0036528718684276
307 => 0.0034998285470526
308 => 0.003493231155352
309 => 0.0034832582301695
310 => 0.0033275158042486
311 => 0.0033616134975777
312 => 0.0034749594234292
313 => 0.0035154025267063
314 => 0.0035111839796939
315 => 0.0034744039665569
316 => 0.0034912416682269
317 => 0.0034370015645037
318 => 0.0034178482549689
319 => 0.0033573951415443
320 => 0.003268545765409
321 => 0.0032809008161055
322 => 0.0031048669532775
323 => 0.0030089543619845
324 => 0.0029824070208223
325 => 0.0029469068067304
326 => 0.0029864168644664
327 => 0.0031043682714616
328 => 0.0029620938498385
329 => 0.0027181743333561
330 => 0.0027328343119153
331 => 0.0027657709311512
401 => 0.0027043937591027
402 => 0.0026463054167543
403 => 0.00269680851757
404 => 0.0025934566029022
405 => 0.0027782605162692
406 => 0.0027732620883196
407 => 0.0028421455590254
408 => 0.0028852198068889
409 => 0.0027859476110169
410 => 0.0027609809222157
411 => 0.0027752030828296
412 => 0.0025401424481356
413 => 0.0028229360903032
414 => 0.0028253817014639
415 => 0.0028044408939322
416 => 0.0029550197781123
417 => 0.003272788190464
418 => 0.0031532309315325
419 => 0.0031069347472369
420 => 0.0030189256670488
421 => 0.0031361925409374
422 => 0.003127188274671
423 => 0.0030864675678475
424 => 0.0030618395573044
425 => 0.0031072174218662
426 => 0.0030562167377106
427 => 0.0030470556134312
428 => 0.0029915491676995
429 => 0.0029717358919556
430 => 0.0029570669313841
501 => 0.0029409178471371
502 => 0.0029765387028848
503 => 0.0028958171574467
504 => 0.002798474886879
505 => 0.0027903819303392
506 => 0.0028127272948855
507 => 0.0028028411344905
508 => 0.0027903345992067
509 => 0.0027664562173978
510 => 0.002759372011596
511 => 0.0027823922436838
512 => 0.0027564037438196
513 => 0.0027947511910361
514 => 0.0027843228072543
515 => 0.0027260707031681
516 => 0.0026534670137856
517 => 0.0026528206886587
518 => 0.0026371783428752
519 => 0.0026172554636774
520 => 0.0026117133744583
521 => 0.0026925552872839
522 => 0.0028598956274381
523 => 0.0028270427145509
524 => 0.0028507823110139
525 => 0.0029675576296695
526 => 0.0030046769919137
527 => 0.002978330547813
528 => 0.0029422659101501
529 => 0.0029438525711761
530 => 0.0030670963555786
531 => 0.0030747829192379
601 => 0.0030942043858255
602 => 0.0031191664588964
603 => 0.002982581696796
604 => 0.0029374194411641
605 => 0.0029160190589391
606 => 0.0028501141646763
607 => 0.0029211869428801
608 => 0.0028797758786606
609 => 0.0028853636460272
610 => 0.0028817246051993
611 => 0.0028837117675622
612 => 0.0027782088598091
613 => 0.0028166485743247
614 => 0.0027527350934372
615 => 0.0026671621171538
616 => 0.0026668752465315
617 => 0.0026878191112457
618 => 0.0026753608809802
619 => 0.0026418361036661
620 => 0.0026465981400511
621 => 0.0026048776904684
622 => 0.0026516637580035
623 => 0.0026530054150118
624 => 0.0026349902305565
625 => 0.0027070706228275
626 => 0.0027366020183529
627 => 0.0027247440380218
628 => 0.0027357700308419
629 => 0.0028284079014034
630 => 0.0028435119163786
701 => 0.0028502201221153
702 => 0.002841232015095
703 => 0.0027374632810581
704 => 0.0027420658656713
705 => 0.002708295153642
706 => 0.0026797624606472
707 => 0.0026809036187328
708 => 0.0026955731319226
709 => 0.0027596357563779
710 => 0.0028944517728461
711 => 0.0028995679421219
712 => 0.0029057688885333
713 => 0.0028805465231322
714 => 0.0028729392163817
715 => 0.0028829752175981
716 => 0.0029336050250941
717 => 0.0030638386358327
718 => 0.0030178053797873
719 => 0.0029803796260721
720 => 0.0030132121019911
721 => 0.0030081577996728
722 => 0.0029654944016364
723 => 0.0029642969821484
724 => 0.0028824122810032
725 => 0.0028521413714143
726 => 0.0028268447336234
727 => 0.0027992214655413
728 => 0.0027828454662819
729 => 0.0028080064439029
730 => 0.0028137610571808
731 => 0.0027587461398737
801 => 0.0027512478099319
802 => 0.0027961741789843
803 => 0.0027764037589882
804 => 0.002796738126237
805 => 0.0028014558738637
806 => 0.0028006962078368
807 => 0.0027800536187426
808 => 0.0027932105894604
809 => 0.0027620904314311
810 => 0.0027282519336709
811 => 0.0027066650803128
812 => 0.0026878276876772
813 => 0.0026982797679471
814 => 0.0026610200102594
815 => 0.0026490998638843
816 => 0.0027887533038225
817 => 0.0028919168014322
818 => 0.0028904167633198
819 => 0.0028812856670886
820 => 0.0028677187102642
821 => 0.0029326125176991
822 => 0.0029100048127814
823 => 0.002926453807046
824 => 0.0029306407664484
825 => 0.0029433134315281
826 => 0.0029478428200418
827 => 0.002934151862091
828 => 0.0028882033349985
829 => 0.0027737039741389
830 => 0.0027204042125736
831 => 0.0027028144034794
901 => 0.0027034537596321
902 => 0.0026858174627271
903 => 0.002691012142569
904 => 0.0026840109650715
905 => 0.002670752428658
906 => 0.0026974610906851
907 => 0.0027005390151754
908 => 0.0026943048943135
909 => 0.0026957732554549
910 => 0.0026441573973465
911 => 0.0026480816389347
912 => 0.0026262309631029
913 => 0.0026221342247983
914 => 0.0025668976190515
915 => 0.002469037965297
916 => 0.0025232617129434
917 => 0.0024577670507993
918 => 0.0024329632298392
919 => 0.0025503806604786
920 => 0.0025385952070949
921 => 0.0025184236339156
922 => 0.0024885856730592
923 => 0.0024775184831326
924 => 0.0024102777405847
925 => 0.0024063047987996
926 => 0.002439631126459
927 => 0.0024242521729331
928 => 0.0024026542977175
929 => 0.0023244289830282
930 => 0.0022364778298058
1001 => 0.0022391325222803
1002 => 0.002267108147731
1003 => 0.0023484510517559
1004 => 0.0023166689719069
1005 => 0.002293610708319
1006 => 0.0022892925886779
1007 => 0.0023433428965826
1008 => 0.0024198354061574
1009 => 0.0024557239802264
1010 => 0.0024201594932762
1011 => 0.0023793049255958
1012 => 0.0023817915538286
1013 => 0.0023983339774328
1014 => 0.0024000723522564
1015 => 0.0023734802286138
1016 => 0.0023809657556549
1017 => 0.0023695945555885
1018 => 0.0022998095217706
1019 => 0.0022985473317995
1020 => 0.0022814209590649
1021 => 0.002280902379305
1022 => 0.0022517661469095
1023 => 0.0022476897865881
1024 => 0.002189838028724
1025 => 0.0022279162309414
1026 => 0.0022023753720893
1027 => 0.0021638792733197
1028 => 0.0021572425313818
1029 => 0.002157043022905
1030 => 0.0021965699087713
1031 => 0.0022274543362664
1101 => 0.0022028196662641
1102 => 0.0021972108294275
1103 => 0.0022570985329278
1104 => 0.0022494772767689
1105 => 0.0022428773180871
1106 => 0.0024129863409022
1107 => 0.0022783317755714
1108 => 0.0022196146992733
1109 => 0.0021469411672841
1110 => 0.0021706040357515
1111 => 0.0021755901498175
1112 => 0.0020008234057721
1113 => 0.0019299205594787
1114 => 0.0019055893745482
1115 => 0.0018915864336282
1116 => 0.0018979677496433
1117 => 0.0018341468719048
1118 => 0.001877035557245
1119 => 0.001821772071768
1120 => 0.0018125069685848
1121 => 0.0019113249264498
1122 => 0.0019250748680006
1123 => 0.001866413345573
1124 => 0.0019040835394094
1125 => 0.0018904238034694
1126 => 0.0018227194056106
1127 => 0.0018201335956123
1128 => 0.0017861619086914
1129 => 0.001733002796875
1130 => 0.0017087076563256
1201 => 0.0016960545361873
1202 => 0.0017012754601608
1203 => 0.0016986356012369
1204 => 0.0016814087360892
1205 => 0.0016996230249821
1206 => 0.0016530930435245
1207 => 0.0016345644299906
1208 => 0.0016261954851178
1209 => 0.0015848974484084
1210 => 0.0016506209901334
1211 => 0.0016635693558166
1212 => 0.0016765432337801
1213 => 0.00178947198381
1214 => 0.0017838303825918
1215 => 0.0018348277100327
1216 => 0.0018328460476664
1217 => 0.0018183007837783
1218 => 0.0017569367080143
1219 => 0.0017813953349044
1220 => 0.0017061154830513
1221 => 0.001762520266592
1222 => 0.0017367794789041
1223 => 0.0017538172803818
1224 => 0.0017231817770883
1225 => 0.0017401367295198
1226 => 0.0016666398936728
1227 => 0.0015980095824871
1228 => 0.0016256284231519
1229 => 0.0016556532615521
1230 => 0.0017207547613901
1231 => 0.0016819808451623
]
'min_raw' => 0.0015848974484084
'max_raw' => 0.0047309574821744
'avg_raw' => 0.0031579274652914
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001584'
'max' => '$0.00473'
'avg' => '$0.003157'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0030023625515916
'max_diff' => 0.00014369748217441
'year' => 2026
]
1 => [
'items' => [
101 => 0.0016959254116419
102 => 0.0016492134482274
103 => 0.0015528333250905
104 => 0.0015533788261206
105 => 0.0015385528439312
106 => 0.0015257410306906
107 => 0.0016864344958682
108 => 0.0016664497232856
109 => 0.0016346066037176
110 => 0.0016772298846546
111 => 0.0016885001566568
112 => 0.0016888210054566
113 => 0.0017199178509621
114 => 0.0017365142429829
115 => 0.0017394394290094
116 => 0.0017883709873042
117 => 0.0018047722002217
118 => 0.0018723264750426
119 => 0.0017351061550724
120 => 0.001732280192883
121 => 0.0016778296816269
122 => 0.0016432963065597
123 => 0.0016801942113623
124 => 0.0017128807179511
125 => 0.0016788453424999
126 => 0.0016832896440078
127 => 0.0016375999332568
128 => 0.0016539318549496
129 => 0.0016679991060589
130 => 0.0016602319968311
131 => 0.0016486042583849
201 => 0.0017102007971628
202 => 0.0017067252790462
203 => 0.0017640853920545
204 => 0.0018088017020056
205 => 0.0018889413234344
206 => 0.0018053114507005
207 => 0.0018022636457394
208 => 0.0018320564281171
209 => 0.001804767639102
210 => 0.0018220132117825
211 => 0.00188616279506
212 => 0.0018875181746691
213 => 0.0018648138199093
214 => 0.0018634322578588
215 => 0.0018677928775488
216 => 0.0018933331632749
217 => 0.0018844086026685
218 => 0.0018947363301444
219 => 0.0019076513114969
220 => 0.0019610731502093
221 => 0.0019739529746641
222 => 0.0019426616786623
223 => 0.0019454869323375
224 => 0.0019337831286675
225 => 0.0019224774009706
226 => 0.0019478910257644
227 => 0.001994334924581
228 => 0.0019940459994969
301 => 0.002004820081282
302 => 0.0020115322449768
303 => 0.0019827187247946
304 => 0.0019639621826585
305 => 0.0019711546344233
306 => 0.0019826555214264
307 => 0.0019674250517733
308 => 0.0018734155376345
309 => 0.0019019320188732
310 => 0.0018971854820104
311 => 0.0018904258363192
312 => 0.0019190993787161
313 => 0.0019163337456023
314 => 0.0018334922965584
315 => 0.0018387955373478
316 => 0.0018338148041957
317 => 0.0018499085719722
318 => 0.0018038985228268
319 => 0.0018180509040615
320 => 0.0018269271449016
321 => 0.0018321553189469
322 => 0.0018510430685911
323 => 0.0018488268091719
324 => 0.0018509053027938
325 => 0.001878910849335
326 => 0.0020205532933976
327 => 0.0020282625791115
328 => 0.0019902992367175
329 => 0.0020054648432101
330 => 0.0019763501950979
331 => 0.0019958950534268
401 => 0.0020092671491098
402 => 0.0019488412200243
403 => 0.0019452631886648
404 => 0.0019160283740432
405 => 0.0019317375074763
406 => 0.0019067431466576
407 => 0.0019128758885369
408 => 0.0018957282075996
409 => 0.0019265906192175
410 => 0.0019610995909404
411 => 0.0019698179199981
412 => 0.0019468837497238
413 => 0.0019302778990097
414 => 0.001901123495463
415 => 0.0019496079183094
416 => 0.0019637862410857
417 => 0.0019495334456157
418 => 0.0019462307614756
419 => 0.0019399721809979
420 => 0.0019475585489102
421 => 0.0019637090228949
422 => 0.0019560927576161
423 => 0.0019611234350141
424 => 0.0019419516803851
425 => 0.0019827282632687
426 => 0.002047491290307
427 => 0.0020476995140288
428 => 0.0020400832076955
429 => 0.0020369667792395
430 => 0.0020447815717336
501 => 0.002049020776082
502 => 0.0020742923820199
503 => 0.0021014098220565
504 => 0.0022279550824411
505 => 0.0021924216797041
506 => 0.0023047001629285
507 => 0.0023934978656227
508 => 0.0024201244140078
509 => 0.0023956292423694
510 => 0.0023118325833979
511 => 0.0023077211195357
512 => 0.002432948706076
513 => 0.0023975661770915
514 => 0.0023933575378551
515 => 0.0023485847269877
516 => 0.0023750510034308
517 => 0.0023692624405359
518 => 0.00236012491082
519 => 0.0024106207226167
520 => 0.0025051443745079
521 => 0.0024904119769235
522 => 0.002479414925543
523 => 0.002431229047587
524 => 0.002460247708822
525 => 0.002449914719372
526 => 0.0024943117995261
527 => 0.0024680119527586
528 => 0.0023972981196348
529 => 0.0024085595306356
530 => 0.0024068573910176
531 => 0.0024418873037403
601 => 0.0024313721934368
602 => 0.0024048041469694
603 => 0.0025048213029418
604 => 0.0024983267451576
605 => 0.002507534543233
606 => 0.0025115881007064
607 => 0.0025724667810468
608 => 0.0025974068284818
609 => 0.0026030686558865
610 => 0.0026267597720172
611 => 0.0026024791993351
612 => 0.0026996188018187
613 => 0.0027642109692174
614 => 0.0028392380955335
615 => 0.0029488728924718
616 => 0.0029900965902992
617 => 0.0029826498982657
618 => 0.0030657737500596
619 => 0.0032151454639939
620 => 0.0030128421923525
621 => 0.0032258680286216
622 => 0.0031584265083604
623 => 0.0029985238770421
624 => 0.0029882280327134
625 => 0.0030965159511499
626 => 0.003336688131916
627 => 0.0032765277246444
628 => 0.0033367865327904
629 => 0.0032664914322531
630 => 0.0032630006880178
701 => 0.0033333724566589
702 => 0.0034977999298545
703 => 0.003419686600811
704 => 0.003307691989453
705 => 0.0033903870676506
706 => 0.0033187489378476
707 => 0.0031573281811515
708 => 0.0032764817211148
709 => 0.0031968071422388
710 => 0.0032200604200884
711 => 0.0033875245341865
712 => 0.0033673748089231
713 => 0.0033934504192283
714 => 0.0033474276495573
715 => 0.0033044351255599
716 => 0.0032241863868521
717 => 0.0032004286915357
718 => 0.0032069944638088
719 => 0.003200425437865
720 => 0.003155527006082
721 => 0.0031458311940132
722 => 0.0031296710824487
723 => 0.0031346797767524
724 => 0.0031042940392037
725 => 0.0031616382039717
726 => 0.0031722817862677
727 => 0.0032140120872794
728 => 0.0032183446655654
729 => 0.0033345629598892
730 => 0.0032705518763448
731 => 0.0033134960376375
801 => 0.0033096547076453
802 => 0.00300198945193
803 => 0.003044383009614
804 => 0.0031103340815391
805 => 0.0030806232130314
806 => 0.0030386189962341
807 => 0.0030046983390466
808 => 0.0029533050748423
809 => 0.0030256401072896
810 => 0.0031207529829848
811 => 0.0032207568850532
812 => 0.0033409050208731
813 => 0.0033140893556366
814 => 0.0032185107992273
815 => 0.0032227983834477
816 => 0.0032493025419956
817 => 0.0032149772485193
818 => 0.0032048540493638
819 => 0.0032479117698839
820 => 0.003248208284741
821 => 0.0032087128862463
822 => 0.0031648209784009
823 => 0.0031646370697044
824 => 0.0031568269286489
825 => 0.0032678808389965
826 => 0.003328949260871
827 => 0.0033359506570222
828 => 0.0033284780111258
829 => 0.0033313539359526
830 => 0.0032958195668147
831 => 0.0033770405972741
901 => 0.003451577046751
902 => 0.0034315996860522
903 => 0.0034016507824155
904 => 0.0033777950381343
905 => 0.003425980030846
906 => 0.0034238344289708
907 => 0.003450926035889
908 => 0.0034496970041105
909 => 0.0034405871156707
910 => 0.003431600011395
911 => 0.0034672328639921
912 => 0.0034569711746903
913 => 0.0034466935461506
914 => 0.003426080188688
915 => 0.0034288818863187
916 => 0.0033989381537825
917 => 0.0033850848129793
918 => 0.0031767638061112
919 => 0.0031210936259908
920 => 0.0031386085979277
921 => 0.0031443749814654
922 => 0.0031201472477337
923 => 0.0031548835943108
924 => 0.0031494699714916
925 => 0.0031705312110175
926 => 0.0031573730629345
927 => 0.0031579130779215
928 => 0.0031966083858208
929 => 0.0032078417983256
930 => 0.0032021283940609
1001 => 0.0032061298665638
1002 => 0.0032983421114782
1003 => 0.003285232479033
1004 => 0.0032782682480811
1005 => 0.0032801973876492
1006 => 0.0033037595932776
1007 => 0.0033103557244049
1008 => 0.0032824074533169
1009 => 0.003295588019529
1010 => 0.0033517091975973
1011 => 0.0033713484337377
1012 => 0.0034340274481295
1013 => 0.0034074002887852
1014 => 0.0034562755921581
1015 => 0.0036065016119076
1016 => 0.0037265125513334
1017 => 0.0036161455317756
1018 => 0.0038365303387301
1019 => 0.0040081315232671
1020 => 0.0040015451839878
1021 => 0.0039716225482569
1022 => 0.0037762591619151
1023 => 0.0035964828610993
1024 => 0.0037468733704366
1025 => 0.003747256746773
1026 => 0.0037343380686462
1027 => 0.0036541012683113
1028 => 0.0037315460019179
1029 => 0.0037376932836336
1030 => 0.003734252440567
1031 => 0.0036727350738753
1101 => 0.003578809425247
1102 => 0.0035971622721627
1103 => 0.0036272246097987
1104 => 0.0035703103329932
1105 => 0.0035521227729963
1106 => 0.0035859369073555
1107 => 0.0036948930937156
1108 => 0.0036742955578244
1109 => 0.0036737576729211
1110 => 0.0037618826661781
1111 => 0.00369880418957
1112 => 0.0035973937603363
1113 => 0.0035717862895156
1114 => 0.0034808970193613
1115 => 0.0035436745619933
1116 => 0.0035459338139919
1117 => 0.0035115511954633
1118 => 0.0036001837203365
1119 => 0.0035993669560163
1120 => 0.003683510347173
1121 => 0.0038443609082501
1122 => 0.0037967894823642
1123 => 0.0037414690898154
1124 => 0.0037474839503535
1125 => 0.0038134521245164
1126 => 0.0037735662605106
1127 => 0.0037879094953012
1128 => 0.0038134304143127
1129 => 0.0038288278184011
1130 => 0.0037452685008578
1201 => 0.0037257868268343
1202 => 0.0036859341589206
1203 => 0.0036755373417472
1204 => 0.0037079965082097
1205 => 0.0036994446646461
1206 => 0.0035457439326097
1207 => 0.0035296813509291
1208 => 0.0035301739673772
1209 => 0.0034897838420072
1210 => 0.0034281792060771
1211 => 0.0035900725110796
1212 => 0.0035770702129926
1213 => 0.0035627166822024
1214 => 0.0035644749078241
1215 => 0.0036347473044525
1216 => 0.0035939857655669
1217 => 0.003702356997379
1218 => 0.0036800791300558
1219 => 0.0036572299194979
1220 => 0.0036540714625949
1221 => 0.0036452764659331
1222 => 0.0036151151499058
1223 => 0.0035786935483888
1224 => 0.0035546448522822
1225 => 0.0032789719784143
1226 => 0.0033301352602889
1227 => 0.0033889939524056
1228 => 0.003409311737063
1229 => 0.0033745567604587
1230 => 0.0036164874882163
1231 => 0.0036606905634801
]
'min_raw' => 0.0015257410306906
'max_raw' => 0.0040081315232671
'avg_raw' => 0.0027669362769788
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001525'
'max' => '$0.0040081'
'avg' => '$0.002766'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.9156417717829E-5
'max_diff' => -0.00072282595890734
'year' => 2027
]
2 => [
'items' => [
101 => 0.0035267965652108
102 => 0.0035017504649905
103 => 0.003618129506377
104 => 0.0035479387176617
105 => 0.0035795456255224
106 => 0.0035112287787819
107 => 0.0036500433370661
108 => 0.00364898580271
109 => 0.0035949838042685
110 => 0.0036406259235615
111 => 0.003632694482137
112 => 0.0035717263588975
113 => 0.0036519761353197
114 => 0.0036520159382076
115 => 0.0036000401888123
116 => 0.0035393438924732
117 => 0.0035284928282703
118 => 0.0035203180090288
119 => 0.0035775351211145
120 => 0.0036288358048973
121 => 0.003724293658899
122 => 0.0037482940314177
123 => 0.0038419690831535
124 => 0.0037861901508003
125 => 0.0038109162290544
126 => 0.0038377598847165
127 => 0.0038506297203836
128 => 0.0038296590137975
129 => 0.0039751749273327
130 => 0.0039874609289274
131 => 0.0039915803189886
201 => 0.0039425131716806
202 => 0.003986096282799
203 => 0.0039657051884276
204 => 0.0040187571511727
205 => 0.0040270763763326
206 => 0.0040200302885872
207 => 0.0040226709419629
208 => 0.0038984987805269
209 => 0.0038920597988961
210 => 0.0038042638274709
211 => 0.0038400413347817
212 => 0.0037731569997247
213 => 0.0037943667113562
214 => 0.0038037157501499
215 => 0.0037988323428374
216 => 0.0038420641413649
217 => 0.0038053082809436
218 => 0.0037083035220687
219 => 0.0036112723343121
220 => 0.0036100541867897
221 => 0.0035845075877962
222 => 0.0035660420758168
223 => 0.0035695991885233
224 => 0.0035821349176623
225 => 0.0035653134764505
226 => 0.0035689031838018
227 => 0.0036285162439275
228 => 0.0036404712179948
229 => 0.0035998435450042
301 => 0.0034367175754014
302 => 0.0033966860532904
303 => 0.0034254599175242
304 => 0.0034117078636947
305 => 0.0027535145188829
306 => 0.0029081472821265
307 => 0.0028162697450396
308 => 0.0028586111412115
309 => 0.0027648279674186
310 => 0.0028095862135499
311 => 0.0028013209997989
312 => 0.0030499659071785
313 => 0.0030460836589497
314 => 0.0030479418857328
315 => 0.0029592438797892
316 => 0.0031005422116707
317 => 0.0031701508508792
318 => 0.0031572681443356
319 => 0.0031605104440256
320 => 0.0031047969930987
321 => 0.0030484813137214
322 => 0.002986018558371
323 => 0.0031020666371821
324 => 0.0030891640718251
325 => 0.0031187579145576
326 => 0.0031940233889546
327 => 0.0032051065159653
328 => 0.0032200023510617
329 => 0.0032146632545374
330 => 0.003341862194613
331 => 0.0033264575636843
401 => 0.0033635782920078
402 => 0.0032872181374898
403 => 0.0032008093744802
404 => 0.003217232855413
405 => 0.0032156511421299
406 => 0.0031955141166297
407 => 0.0031773353103954
408 => 0.0031470727198622
409 => 0.00324282803433
410 => 0.0032389405434323
411 => 0.0033018745023516
412 => 0.0032907503138047
413 => 0.0032164602601383
414 => 0.0032191135439386
415 => 0.0032369581526201
416 => 0.003298718547013
417 => 0.0033170532370371
418 => 0.0033085598781069
419 => 0.0033286630287079
420 => 0.0033445517392715
421 => 0.0033306584061278
422 => 0.0035273587049958
423 => 0.0034456750270088
424 => 0.0034854870833083
425 => 0.0034949820241495
426 => 0.0034706609328419
427 => 0.0034759353066736
428 => 0.0034839245458476
429 => 0.0035324336416592
430 => 0.0036597355452887
501 => 0.0037161166918328
502 => 0.0038857421530076
503 => 0.0037114350224758
504 => 0.0037010923587046
505 => 0.0037316470264604
506 => 0.0038312351288486
507 => 0.0039119419319994
508 => 0.0039387170346917
509 => 0.0039422558065213
510 => 0.0039924876791472
511 => 0.0040212796517674
512 => 0.003986388208581
513 => 0.0039568213637669
514 => 0.0038509165956146
515 => 0.0038631753608974
516 => 0.0039476260972628
517 => 0.0040669177365025
518 => 0.0041692823731499
519 => 0.0041334378451637
520 => 0.0044069062914048
521 => 0.0044340195708311
522 => 0.0044302733922917
523 => 0.0044920414778219
524 => 0.0043694444068963
525 => 0.0043170317838692
526 => 0.0039632140512136
527 => 0.0040626224020521
528 => 0.0042071182780435
529 => 0.0041879937070243
530 => 0.0040830569394935
531 => 0.0041692027692018
601 => 0.004140720263871
602 => 0.0041182549301765
603 => 0.0042211729789505
604 => 0.004108010356683
605 => 0.0042059893943215
606 => 0.0040803302650868
607 => 0.0041336015799482
608 => 0.0041033622051893
609 => 0.0041229307866567
610 => 0.0040085332592501
611 => 0.0040702593881957
612 => 0.0040059652493493
613 => 0.0040059347655561
614 => 0.0040045154688776
615 => 0.0040801572381066
616 => 0.0040826239134855
617 => 0.0040267245317369
618 => 0.0040186685575145
619 => 0.0040484557165218
620 => 0.0040135827545935
621 => 0.004029899593992
622 => 0.0040140769750367
623 => 0.0040105149702345
624 => 0.0039821323099456
625 => 0.0039699042794956
626 => 0.0039746992053126
627 => 0.0039583316515456
628 => 0.0039484696083607
629 => 0.0040025536602641
630 => 0.0039736587330765
701 => 0.003998125098261
702 => 0.0039702425872319
703 => 0.0038735896561731
704 => 0.003818003533435
705 => 0.0036354351063964
706 => 0.0036872112858291
707 => 0.0037215389463593
708 => 0.0037101936547589
709 => 0.0037345677311617
710 => 0.0037360641014947
711 => 0.0037281398407919
712 => 0.0037189645620587
713 => 0.0037144985437961
714 => 0.0037477845849854
715 => 0.0037671082522524
716 => 0.0037249841863384
717 => 0.003715115107073
718 => 0.0037577048634455
719 => 0.0037836845902294
720 => 0.0039755042960543
721 => 0.0039612936726773
722 => 0.0039969595486596
723 => 0.0039929441183615
724 => 0.0040303276384105
725 => 0.0040914338942363
726 => 0.0039671877905646
727 => 0.003988752618055
728 => 0.0039834654203589
729 => 0.0040411896584267
730 => 0.0040413698671972
731 => 0.004006761302936
801 => 0.0040255231670818
802 => 0.0040150508092204
803 => 0.0040339757753
804 => 0.0039611038811383
805 => 0.0040498539821923
806 => 0.0041001695705598
807 => 0.0041008682025531
808 => 0.0041247173921101
809 => 0.0041489495499519
810 => 0.004195461066753
811 => 0.0041476523689925
812 => 0.0040616491758041
813 => 0.0040678583285637
814 => 0.0040174346878647
815 => 0.0040182823183746
816 => 0.0040137576002826
817 => 0.0040273366198815
818 => 0.0039640837123258
819 => 0.003978929043301
820 => 0.0039581454930015
821 => 0.0039887074386756
822 => 0.0039558278372009
823 => 0.0039834628707121
824 => 0.0039953892350597
825 => 0.0040393977762585
826 => 0.0039493277398836
827 => 0.0037656688385098
828 => 0.0038042761662275
829 => 0.0037471728959929
830 => 0.0037524580210606
831 => 0.0037631348148187
901 => 0.003728527833019
902 => 0.003735129754555
903 => 0.0037348938874608
904 => 0.003732861312268
905 => 0.0037238586997169
906 => 0.003710803130405
907 => 0.003762812500251
908 => 0.0037716499056569
909 => 0.0037912943631513
910 => 0.0038497429436919
911 => 0.0038439025521834
912 => 0.0038534284730492
913 => 0.0038326334412849
914 => 0.0037534226429425
915 => 0.0037577241703872
916 => 0.0037040840542252
917 => 0.0037899226647816
918 => 0.0037695949487875
919 => 0.0037564895380466
920 => 0.0037529136053051
921 => 0.0038115070685716
922 => 0.003829039151121
923 => 0.0038181143338105
924 => 0.0037957072147789
925 => 0.0038387355073896
926 => 0.0038502480632743
927 => 0.0038528252999702
928 => 0.0039290631846197
929 => 0.0038570861508249
930 => 0.0038744117382495
1001 => 0.0040095810255291
1002 => 0.0038870011340531
1003 => 0.0039519344364257
1004 => 0.0039487562891712
1005 => 0.0039819739694419
1006 => 0.0039460314698375
1007 => 0.0039464770201968
1008 => 0.0039759720699166
1009 => 0.0039345515920454
1010 => 0.003924295299227
1011 => 0.0039101263041554
1012 => 0.003941063786532
1013 => 0.0039596094080349
1014 => 0.0041090734970896
1015 => 0.0042056341150096
1016 => 0.0042014421639252
1017 => 0.0042397487498331
1018 => 0.0042224912820335
1019 => 0.0041667623662184
1020 => 0.0042618848300974
1021 => 0.0042317841024332
1022 => 0.0042342655698494
1023 => 0.0042341732095083
1024 => 0.0042541875619537
1025 => 0.0042400055589576
1026 => 0.0042120513752997
1027 => 0.004230608666979
1028 => 0.0042857171889133
1029 => 0.0044567757319334
1030 => 0.0045525023588317
1031 => 0.0044510128687962
1101 => 0.0045210189600242
1102 => 0.0044790402510082
1103 => 0.0044714114708216
1104 => 0.0045153804695223
1105 => 0.0045594264301347
1106 => 0.0045566208928596
1107 => 0.0045246457872401
1108 => 0.0045065838614139
1109 => 0.0046433548149589
1110 => 0.0047441253236984
1111 => 0.0047372534505764
1112 => 0.004767583663684
1113 => 0.0048566341074459
1114 => 0.0048647757640069
1115 => 0.0048637501024141
1116 => 0.0048435701571334
1117 => 0.0049312518836784
1118 => 0.0050043975225754
1119 => 0.0048388990828556
1120 => 0.0049019187221672
1121 => 0.0049302102686202
1122 => 0.0049717506525367
1123 => 0.0050418362431806
1124 => 0.0051179677839047
1125 => 0.005128733618503
1126 => 0.0051210947436629
1127 => 0.0050708839460297
1128 => 0.0051541879863282
1129 => 0.0052029855394149
1130 => 0.0052320433655659
1201 => 0.0053057291779236
1202 => 0.0049303849875795
1203 => 0.0046646977138373
1204 => 0.0046232068094717
1205 => 0.0047075801950484
1206 => 0.0047298287839598
1207 => 0.0047208604056669
1208 => 0.00442180522384
1209 => 0.0046216323458303
1210 => 0.0048366295271502
1211 => 0.0048448884444883
1212 => 0.0049525205288361
1213 => 0.004987569947488
1214 => 0.0050742278830478
1215 => 0.0050688074055841
1216 => 0.005089907233864
1217 => 0.0050850567487405
1218 => 0.0052455723263838
1219 => 0.0054226448453183
1220 => 0.0054165133870437
1221 => 0.00539105711742
1222 => 0.0054288640187503
1223 => 0.005611621834535
1224 => 0.0055947964234919
1225 => 0.0056111408771352
1226 => 0.0058266226417245
1227 => 0.0061067795876143
1228 => 0.005976618558951
1229 => 0.0062590305383232
1230 => 0.0064367939093223
1231 => 0.0067442172783896
]
'min_raw' => 0.0027535145188829
'max_raw' => 0.0067442172783896
'avg_raw' => 0.0047488658986362
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002753'
'max' => '$0.006744'
'avg' => '$0.004748'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0012277734881923
'max_diff' => 0.0027360857551225
'year' => 2028
]
3 => [
'items' => [
101 => 0.0067057263584903
102 => 0.0068254040200913
103 => 0.0066368195785733
104 => 0.0062037915816441
105 => 0.0061352632435655
106 => 0.0062724587118128
107 => 0.0066097403831608
108 => 0.0062618365116985
109 => 0.0063322170117843
110 => 0.0063119474230249
111 => 0.0063108673427801
112 => 0.0063520896127197
113 => 0.0062922945601632
114 => 0.0060486787591235
115 => 0.0061603264451031
116 => 0.0061172139117841
117 => 0.0061650504817538
118 => 0.0064232047205779
119 => 0.0063090685779653
120 => 0.0061888354233903
121 => 0.0063396344811003
122 => 0.0065316535017434
123 => 0.0065196372965229
124 => 0.006496320836011
125 => 0.0066277545031063
126 => 0.0068448444146966
127 => 0.0069035229454615
128 => 0.0069468382372424
129 => 0.0069528106841612
130 => 0.0070143305992792
131 => 0.0066835225106745
201 => 0.0072085234430445
202 => 0.0072991766012067
203 => 0.0072821375646606
204 => 0.0073828947346899
205 => 0.0073532494193046
206 => 0.0073102980085188
207 => 0.0074700195546798
208 => 0.0072869116908703
209 => 0.0070270131308318
210 => 0.006884427640584
211 => 0.0070721957161857
212 => 0.0071868591277528
213 => 0.0072626443488361
214 => 0.0072855769109452
215 => 0.006709202200903
216 => 0.0063985681993972
217 => 0.0065976810329364
218 => 0.0068406124318879
219 => 0.0066821730144874
220 => 0.006688383539684
221 => 0.0064624905676174
222 => 0.00686059894753
223 => 0.0068025979051952
224 => 0.00710350741543
225 => 0.0070316929458628
226 => 0.0072770729702193
227 => 0.0072124561862261
228 => 0.0074806768439062
301 => 0.0075876773260392
302 => 0.0077673477888357
303 => 0.0078995141126592
304 => 0.0079771247059473
305 => 0.0079724652570363
306 => 0.0082799970930877
307 => 0.0080986563137122
308 => 0.0078708495560764
309 => 0.0078667292505519
310 => 0.0079847135983781
311 => 0.008231976423997
312 => 0.0082960880771521
313 => 0.0083319177449933
314 => 0.0082770433614548
315 => 0.0080802109422535
316 => 0.0079952197016053
317 => 0.0080676347010708
318 => 0.0079790773794164
319 => 0.0081319521613879
320 => 0.0083418818893262
321 => 0.0082985322306591
322 => 0.0084434436402393
323 => 0.00859341170403
324 => 0.0088078727707379
325 => 0.0088639408350456
326 => 0.0089566192132688
327 => 0.0090520157077217
328 => 0.0090826544907324
329 => 0.0091411534341558
330 => 0.0091408451158481
331 => 0.0093171356192875
401 => 0.0095115895038437
402 => 0.0095849913436458
403 => 0.0097537748268699
404 => 0.0094647390267274
405 => 0.0096839760013394
406 => 0.0098817332402969
407 => 0.0096459589074378
408 => 0.0099709188969101
409 => 0.0099835363569261
410 => 0.01017404502303
411 => 0.0099809279928894
412 => 0.0098662557168435
413 => 0.010197310281074
414 => 0.010357497156584
415 => 0.010309247566036
416 => 0.0099420657995925
417 => 0.0097283502623554
418 => 0.0091690154787574
419 => 0.0098315716913937
420 => 0.010154283495539
421 => 0.0099412300539813
422 => 0.010048681817324
423 => 0.010634903796774
424 => 0.010858099171486
425 => 0.010811676093799
426 => 0.010819520829739
427 => 0.010939953002651
428 => 0.011474015580552
429 => 0.0111539929044
430 => 0.011398638249298
501 => 0.011528397258097
502 => 0.011648924657017
503 => 0.011352947458344
504 => 0.010967885471638
505 => 0.010845920176646
506 => 0.0099200460880427
507 => 0.0098718503208636
508 => 0.0098447965762647
509 => 0.009674226543397
510 => 0.0095402052206271
511 => 0.0094336264888678
512 => 0.0091539320696279
513 => 0.0092483207256056
514 => 0.0088025461980994
515 => 0.0090877369435186
516 => 0.0083762700340163
517 => 0.0089688008176032
518 => 0.0086463132511657
519 => 0.0088628549787532
520 => 0.0088620994850651
521 => 0.0084633775099592
522 => 0.0082334029958335
523 => 0.0083799517069764
524 => 0.0085370635583728
525 => 0.0085625544276741
526 => 0.0087662540440484
527 => 0.0088231022284699
528 => 0.0086508495756849
529 => 0.0083615264637031
530 => 0.0084287296238589
531 => 0.0082320411259379
601 => 0.0078873520988452
602 => 0.0081349137757963
603 => 0.0082194422168259
604 => 0.0082567747918636
605 => 0.0079178127215202
606 => 0.0078113034797937
607 => 0.0077545988531977
608 => 0.0083177707169252
609 => 0.0083486225429088
610 => 0.0081907802391681
611 => 0.0089042424192974
612 => 0.0087427639545298
613 => 0.0089231749628596
614 => 0.008422631641465
615 => 0.0084417530704132
616 => 0.0082047878405024
617 => 0.0083374725352301
618 => 0.0082436952696239
619 => 0.0083267529231118
620 => 0.0083765373381529
621 => 0.0086134636844012
622 => 0.0089715061358973
623 => 0.008578074789069
624 => 0.0084066511172153
625 => 0.00851300139911
626 => 0.008796226214472
627 => 0.0092253263077569
628 => 0.008971290416088
629 => 0.0090840272310015
630 => 0.0091086552097483
701 => 0.0089213385481516
702 => 0.0092322329402556
703 => 0.0093988437706857
704 => 0.0095697520074535
705 => 0.0097181468406989
706 => 0.0095014874993358
707 => 0.0097333440514909
708 => 0.0095465085986449
709 => 0.009378897882748
710 => 0.0093791520790173
711 => 0.0092740074285333
712 => 0.009070276419142
713 => 0.0090327052952157
714 => 0.0092281550265899
715 => 0.0093848872019934
716 => 0.0093977964146562
717 => 0.0094845714001495
718 => 0.0095359239427111
719 => 0.010039248670211
720 => 0.010241690039331
721 => 0.010489231513473
722 => 0.010585662868325
723 => 0.010875886673873
724 => 0.010641507380068
725 => 0.010590797945538
726 => 0.0098868099247609
727 => 0.010002087923725
728 => 0.010186659122739
729 => 0.0098898534358508
730 => 0.01007810832893
731 => 0.010115273832607
801 => 0.0098797680921844
802 => 0.010005561883747
803 => 0.0096714908686175
804 => 0.0089787879711164
805 => 0.0092330041166002
806 => 0.0094201927679056
807 => 0.0091530514822985
808 => 0.0096318918969537
809 => 0.0093521632119847
810 => 0.0092635026481944
811 => 0.0089176061790752
812 => 0.0090808559977234
813 => 0.0093016537149573
814 => 0.0091652263961965
815 => 0.0094483335672901
816 => 0.0098492888234835
817 => 0.010135033416345
818 => 0.01015696933808
819 => 0.0099732547082712
820 => 0.010267658574991
821 => 0.010269802985753
822 => 0.0099377142214169
823 => 0.0097343117023393
824 => 0.0096880982220424
825 => 0.0098035485565107
826 => 0.0099437265758628
827 => 0.010164748242565
828 => 0.010298307006777
829 => 0.010646557429745
830 => 0.010740784009079
831 => 0.010844310452052
901 => 0.010982653706237
902 => 0.011148770253369
903 => 0.010785316705265
904 => 0.010799757392294
905 => 0.010461314480656
906 => 0.010099639691949
907 => 0.010374105773179
908 => 0.010732933663695
909 => 0.010650618149141
910 => 0.0106413559722
911 => 0.010656932384701
912 => 0.0105948691749
913 => 0.010314159577144
914 => 0.010173188974486
915 => 0.010355077017351
916 => 0.010451742417229
917 => 0.01060166202233
918 => 0.010583181266582
919 => 0.010969358069133
920 => 0.011119414697224
921 => 0.011081023790473
922 => 0.011088088641244
923 => 0.011359758998764
924 => 0.011661912309597
925 => 0.011944918757832
926 => 0.012232805072388
927 => 0.011885746883797
928 => 0.011709532139204
929 => 0.01189134077544
930 => 0.011794870553912
1001 => 0.012349217061742
1002 => 0.012387598811195
1003 => 0.012941905233463
1004 => 0.013468008033776
1005 => 0.01313757229101
1006 => 0.013449158313286
1007 => 0.013786164000358
1008 => 0.014436302647923
1009 => 0.014217358823576
1010 => 0.014049651285414
1011 => 0.013891168472208
1012 => 0.014220946048052
1013 => 0.01464519963105
1014 => 0.014736579789378
1015 => 0.014884650555776
1016 => 0.01472897225014
1017 => 0.014916469621875
1018 => 0.015578417734619
1019 => 0.015399553511378
1020 => 0.015145537560517
1021 => 0.015668082021356
1022 => 0.015857188830394
1023 => 0.017184439452223
1024 => 0.018860148188271
1025 => 0.018166393768251
1026 => 0.017735758012429
1027 => 0.017836967629863
1028 => 0.018448879733948
1029 => 0.01864540648066
1030 => 0.018111179036264
1031 => 0.018299877201079
1101 => 0.019339622641603
1102 => 0.019897412711417
1103 => 0.019139858875409
1104 => 0.017049797886883
1105 => 0.015122666203391
1106 => 0.015633828305724
1107 => 0.015575878386526
1108 => 0.016692955151485
1109 => 0.015395287658808
1110 => 0.015417137051331
1111 => 0.016557313780784
1112 => 0.016253134176944
1113 => 0.015760402175103
1114 => 0.015126263692294
1115 => 0.013954000056113
1116 => 0.012915693462557
1117 => 0.014952051800248
1118 => 0.014864240325849
1119 => 0.014737076297988
1120 => 0.015020066081407
1121 => 0.016394184141637
1122 => 0.016362506272762
1123 => 0.016160987833174
1124 => 0.0163138377935
1125 => 0.015733606838039
1126 => 0.015883145566874
1127 => 0.015122360935886
1128 => 0.015466267362266
1129 => 0.015759344993524
1130 => 0.015818184667088
1201 => 0.015950753456054
1202 => 0.014817967669025
1203 => 0.015326555230558
1204 => 0.015625302774748
1205 => 0.014275550501567
1206 => 0.015598622512092
1207 => 0.014798248388694
1208 => 0.014526589389997
1209 => 0.014892342443391
1210 => 0.014749808122777
1211 => 0.014627265483809
1212 => 0.014558884585715
1213 => 0.014827453261436
1214 => 0.014814924211705
1215 => 0.014375493731291
1216 => 0.013802274583069
1217 => 0.013994665744489
1218 => 0.013924768231869
1219 => 0.013671450629172
1220 => 0.013842156107706
1221 => 0.013090455572311
1222 => 0.011797193871157
1223 => 0.012651562164616
1224 => 0.012618669914692
1225 => 0.012602084150735
1226 => 0.013244118310265
1227 => 0.013182401540074
1228 => 0.013070384997846
1229 => 0.01366939335753
1230 => 0.013450747248446
1231 => 0.01412456303714
]
'min_raw' => 0.0060486787591235
'max_raw' => 0.019897412711417
'avg_raw' => 0.012973045735271
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.006048'
'max' => '$0.019897'
'avg' => '$0.012973'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0032951642402406
'max_diff' => 0.013153195433028
'year' => 2029
]
4 => [
'items' => [
101 => 0.014568381695247
102 => 0.014455814927522
103 => 0.014873228520633
104 => 0.013999098048273
105 => 0.014289449127164
106 => 0.014349290082114
107 => 0.013662001687353
108 => 0.013192499166942
109 => 0.013161188701551
110 => 0.01234713603259
111 => 0.012781996397545
112 => 0.013164655522961
113 => 0.012981391497435
114 => 0.01292337558181
115 => 0.01321976631262
116 => 0.013242798410819
117 => 0.012717664131052
118 => 0.012826856176656
119 => 0.013282205158488
120 => 0.012815382550619
121 => 0.011908422478568
122 => 0.011683483840995
123 => 0.011653472880301
124 => 0.011043421455096
125 => 0.011698515316344
126 => 0.011412549290485
127 => 0.012315912539773
128 => 0.011799916296614
129 => 0.01177767272988
130 => 0.01174404831634
131 => 0.011218951853759
201 => 0.011333914607443
202 => 0.011716068310011
203 => 0.011852425056357
204 => 0.011838201930575
205 => 0.011714195548385
206 => 0.011770965035136
207 => 0.01158809073851
208 => 0.011523514018173
209 => 0.01131969212556
210 => 0.011020130250654
211 => 0.01106178616668
212 => 0.010468275707863
213 => 0.010144899709916
214 => 0.010055393495711
215 => 0.0099357020453544
216 => 0.010068912963516
217 => 0.010466594367304
218 => 0.009986906221519
219 => 0.0091645145417816
220 => 0.0092139416830211
221 => 0.0093249897943362
222 => 0.0091180523735573
223 => 0.0089222034717313
224 => 0.0090924782021453
225 => 0.0087440200060427
226 => 0.0093670993025565
227 => 0.0093502467537453
228 => 0.0095824921845205
301 => 0.0097277200185402
302 => 0.0093930168791943
303 => 0.0093088399447824
304 => 0.0093567909522518
305 => 0.0085642676109716
306 => 0.0095177261195612
307 => 0.0095259716683367
308 => 0.009455368273703
309 => 0.009963055494798
310 => 0.011034433882924
311 => 0.010631338237215
312 => 0.010475247419566
313 => 0.010178518661114
314 => 0.010573892113741
315 => 0.010543533601366
316 => 0.010406240895282
317 => 0.010323205838263
318 => 0.010476200476814
319 => 0.01030424810943
320 => 0.010273360739313
321 => 0.010086216882192
322 => 0.010019415039703
323 => 0.0099699576149816
324 => 0.0099155098499499
325 => 0.010035608052072
326 => 0.0097634497258291
327 => 0.0094352534643897
328 => 0.0094079674963838
329 => 0.009483306453055
330 => 0.0094499745730537
331 => 0.009407807916166
401 => 0.0093273002847619
402 => 0.0093034153902976
403 => 0.009381029710003
404 => 0.0092934076682516
405 => 0.0094226987638753
406 => 0.0093875387398683
407 => 0.0091911377039099
408 => 0.008946349296129
409 => 0.0089441701658387
410 => 0.0088914309049157
411 => 0.0088242595267294
412 => 0.0088055739859909
413 => 0.0090781381392847
414 => 0.0096423377794441
415 => 0.0095315718899277
416 => 0.0096116115968483
417 => 0.010005327736688
418 => 0.010130478258086
419 => 0.01004164938235
420 => 0.0099200549385169
421 => 0.0099254044769433
422 => 0.010340929500663
423 => 0.010366845286699
424 => 0.010432326117262
425 => 0.010516487489417
426 => 0.010055982427952
427 => 0.0099037147299609
428 => 0.0098315618471624
429 => 0.0096093588948228
430 => 0.0098489857286797
501 => 0.0097093654344353
502 => 0.0097282049822373
503 => 0.0097159357020163
504 => 0.0097226355586621
505 => 0.0093669251391947
506 => 0.0094965273204594
507 => 0.0092810385573504
508 => 0.0089925232932964
509 => 0.0089915560889648
510 => 0.0090621697911027
511 => 0.0090201659979566
512 => 0.0089071348706168
513 => 0.0089231904087635
514 => 0.0087825270001668
515 => 0.0089402694933604
516 => 0.0089447929836354
517 => 0.0088840535314642
518 => 0.0091270776064982
519 => 0.0092266447683284
520 => 0.0091866647597442
521 => 0.0092238396643476
522 => 0.0095361747127151
523 => 0.0095870989537326
524 => 0.009609716137726
525 => 0.0095794121073775
526 => 0.0092295485756702
527 => 0.009245066511036
528 => 0.0091312061976335
529 => 0.0090350062311125
530 => 0.009038853725271
531 => 0.009088313013183
601 => 0.0093043046242438
602 => 0.0097588462363202
603 => 0.0097760957582329
604 => 0.0097970026819951
605 => 0.009711963716076
606 => 0.0096863151502416
607 => 0.0097201522290338
608 => 0.0098908541598671
609 => 0.010329945871093
610 => 0.010174741534396
611 => 0.010048557992763
612 => 0.010159254977614
613 => 0.010142214044468
614 => 0.0099983714193247
615 => 0.0099943342359196
616 => 0.0097182542490013
617 => 0.0096161937638748
618 => 0.0095309043834081
619 => 0.0094377706064741
620 => 0.0093825577816352
621 => 0.0094673897743679
622 => 0.0094867918548085
623 => 0.009301305220089
624 => 0.0092760240771734
625 => 0.0094274964670925
626 => 0.009360839115749
627 => 0.0094293978546285
628 => 0.0094453040701345
629 => 0.0094427428030869
630 => 0.0093731448727362
701 => 0.0094175045181016
702 => 0.0093125807325658
703 => 0.0091984918748386
704 => 0.0091257102915957
705 => 0.0090621987071401
706 => 0.009097438625511
707 => 0.0089718147510737
708 => 0.0089316251453321
709 => 0.0094024764683754
710 => 0.0097502994032122
711 => 0.0097452419199867
712 => 0.0097144557915304
713 => 0.0096687138493824
714 => 0.00988750785189
715 => 0.0098112843963405
716 => 0.0098667433289356
717 => 0.0098808599548851
718 => 0.0099235867299786
719 => 0.0099388578795841
720 => 0.0098926978589809
721 => 0.0097377791918649
722 => 0.0093517366026367
723 => 0.0091720327352489
724 => 0.0091127274658063
725 => 0.0091148830997138
726 => 0.0090554210933715
727 => 0.0090729353191395
728 => 0.0090493303604001
729 => 0.0090046282792005
730 => 0.0090946783979641
731 => 0.0091050558352767
801 => 0.0090840370615385
802 => 0.0090889877436446
803 => 0.0089149612743278
804 => 0.0089281921288243
805 => 0.008854521049692
806 => 0.0088407086104727
807 => 0.0086544745377008
808 => 0.0083245338827247
809 => 0.0085073530336958
810 => 0.0082865332075855
811 => 0.0082029053934711
812 => 0.008598786458695
813 => 0.008559050979778
814 => 0.0084910411124697
815 => 0.0083904403442224
816 => 0.0083531265406982
817 => 0.0081264196825993
818 => 0.0081130246319888
819 => 0.0082253866724626
820 => 0.0081735354569257
821 => 0.0081007167127209
822 => 0.0078369746027288
823 => 0.007540441149086
824 => 0.0075493916301086
825 => 0.0076437134045114
826 => 0.0079179666846116
827 => 0.0078108111834465
828 => 0.0077330686378835
829 => 0.0077185097960319
830 => 0.0079007441828047
831 => 0.0081586440193726
901 => 0.0082796448525066
902 => 0.0081597367017207
903 => 0.0080219926744112
904 => 0.0080303765151092
905 => 0.0080861504512459
906 => 0.0080920115033329
907 => 0.0080023543018692
908 => 0.0080275922789112
909 => 0.0079892534839754
910 => 0.0077539683702228
911 => 0.0077497128086121
912 => 0.0076919700472122
913 => 0.0076902216193455
914 => 0.0075919867775974
915 => 0.0075782430441714
916 => 0.0073831918034519
917 => 0.007511575120763
918 => 0.0074254623319374
919 => 0.0072956700472238
920 => 0.0072732938084175
921 => 0.0072726211516589
922 => 0.0074058888070359
923 => 0.0075100178106177
924 => 0.0074269603007671
925 => 0.0074080497157763
926 => 0.0076099652893534
927 => 0.0075842696921144
928 => 0.0075620174706242
929 => 0.0081355519176781
930 => 0.0076815546493839
1001 => 0.0074835859271496
1002 => 0.0072385620401439
1003 => 0.0073183430532706
1004 => 0.0073351540849634
1005 => 0.0067459158055898
1006 => 0.0065068619090329
1007 => 0.0064248276202907
1008 => 0.0063776157273249
1009 => 0.006399130779799
1010 => 0.0061839542346724
1011 => 0.0063285564316891
1012 => 0.00614223173203
1013 => 0.0061109937897791
1014 => 0.0064441654339706
1015 => 0.0064905243218994
1016 => 0.0062927429034179
1017 => 0.0064197505919861
1018 => 0.0063736958385723
1019 => 0.0061454257342213
1020 => 0.0061367074952764
1021 => 0.0060221695809952
1022 => 0.0058429399240557
1023 => 0.0057610271614606
1024 => 0.0057183662835018
1025 => 0.0057359689931915
1026 => 0.0057270685245206
1027 => 0.0056689869459339
1028 => 0.0057303976926174
1029 => 0.0055735186115135
1030 => 0.0055110480973573
1031 => 0.0054828316154179
1101 => 0.0053435924013152
1102 => 0.0055651839109121
1103 => 0.005608840229839
1104 => 0.0056525825652003
1105 => 0.0060333297303594
1106 => 0.0060143086779684
1107 => 0.0061862497279551
1108 => 0.0061795684149319
1109 => 0.0061305280422154
1110 => 0.005923634776474
1111 => 0.0060060987446807
1112 => 0.0057522874682866
1113 => 0.0059424601340502
1114 => 0.0058556732711961
1115 => 0.0059131174084195
1116 => 0.0058098276701628
1117 => 0.0058669924760428
1118 => 0.0056191927625992
1119 => 0.0053878008768216
1120 => 0.0054809197264087
1121 => 0.0055821505653421
1122 => 0.0058016448172877
1123 => 0.0056709158516172
1124 => 0.0057179309310818
1125 => 0.0055604382851046
1126 => 0.0052354859709034
1127 => 0.005237325165712
1128 => 0.0051873383316432
1129 => 0.0051441424088104
1130 => 0.0056859316459161
1201 => 0.0056185515898617
1202 => 0.0055111902890226
1203 => 0.0056548976565642
1204 => 0.0056928961654848
1205 => 0.0056939779296142
1206 => 0.0057988231153485
1207 => 0.0058547790097695
1208 => 0.0058646414786879
1209 => 0.0060296176437711
1210 => 0.0060849154782187
1211 => 0.0063126794322661
1212 => 0.00585003154307
1213 => 0.0058405036142459
1214 => 0.0056569199139325
1215 => 0.0055404882288504
1216 => 0.0056648920910218
1217 => 0.005775096930085
1218 => 0.005660344285477
1219 => 0.0056753285583023
1220 => 0.0055212825085517
1221 => 0.0055763467227972
1222 => 0.0056237754420561
1223 => 0.0055975880910126
1224 => 0.0055583843590183
1225 => 0.0057660613900412
1226 => 0.005754343438058
1227 => 0.0059477370638209
1228 => 0.0060985012248138
1229 => 0.0063686975536307
1230 => 0.0060867335988571
1231 => 0.00607645771164
]
'min_raw' => 0.0051441424088104
'max_raw' => 0.014873228520633
'avg_raw' => 0.010008685464722
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.005144'
'max' => '$0.014873'
'avg' => '$0.0100086'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00090453635031314
'max_diff' => -0.0050241841907841
'year' => 2030
]
5 => [
'items' => [
101 => 0.0061769061574919
102 => 0.006084900100085
103 => 0.006143044752425
104 => 0.0063593295512259
105 => 0.0063638993082074
106 => 0.0062873499909673
107 => 0.0062826919580564
108 => 0.0062973940917902
109 => 0.0063835049482814
110 => 0.006353415169104
111 => 0.0063882358233481
112 => 0.0064317795846731
113 => 0.0066118950436856
114 => 0.0066553202710755
115 => 0.0065498194819171
116 => 0.0065593450219358
117 => 0.0065198848307291
118 => 0.0064817667804582
119 => 0.006567450590773
120 => 0.0067240394382429
121 => 0.0067230653071498
122 => 0.0067593908761105
123 => 0.0067820214046358
124 => 0.0066848746096459
125 => 0.0066216356182941
126 => 0.0066458854715799
127 => 0.0066846615150771
128 => 0.0066333109232843
129 => 0.0063163512828308
130 => 0.0064124965902841
131 => 0.0063964933098586
201 => 0.0063737026924672
202 => 0.0064703775425812
203 => 0.0064610530174478
204 => 0.006181747288191
205 => 0.0061996275347728
206 => 0.0061828346452069
207 => 0.0062370959068964
208 => 0.0060819698138835
209 => 0.0061296855553041
210 => 0.0061596124210158
211 => 0.006177239574829
212 => 0.0062409209414548
213 => 0.0062334486680888
214 => 0.0062404564544508
215 => 0.0063348791098994
216 => 0.006812436499216
217 => 0.0068384288942455
218 => 0.0067104328348483
219 => 0.0067615647359668
220 => 0.0066634026671368
221 => 0.0067292995215711
222 => 0.0067743844757764
223 => 0.0065706542370607
224 => 0.0065585906545223
225 => 0.006460023435916
226 => 0.0065129878760624
227 => 0.0064287176435114
228 => 0.0064493946109318
301 => 0.0063915800074388
302 => 0.0064956347829536
303 => 0.0066119841904565
304 => 0.006641378645569
305 => 0.0065640544892765
306 => 0.0065080667042104
307 => 0.0064097705971574
308 => 0.0065732392138582
309 => 0.0066210424189973
310 => 0.006572988123972
311 => 0.0065618528938076
312 => 0.0065407516527669
313 => 0.0065663296218464
314 => 0.0066207820724759
315 => 0.0065951033023379
316 => 0.0066120645824157
317 => 0.006547425673155
318 => 0.0066849067692773
319 => 0.006903259836547
320 => 0.0069039618773626
321 => 0.0068782829688065
322 => 0.0068677757126851
323 => 0.0068941238311902
324 => 0.0069084166046228
325 => 0.0069936215884495
326 => 0.007085049930812
327 => 0.0075117061113065
328 => 0.007391902763116
329 => 0.0077704575083405
330 => 0.0080698451626315
331 => 0.0081596184295179
401 => 0.008077031248141
402 => 0.0077945049619225
403 => 0.0077806428744578
404 => 0.0082028564255896
405 => 0.0080835617587891
406 => 0.0080693720377657
407 => 0.0079184173799884
408 => 0.0080076502788329
409 => 0.0079881337348879
410 => 0.0079573259154889
411 => 0.0081275760704664
412 => 0.0084462691622483
413 => 0.0083965978552093
414 => 0.0083595205286902
415 => 0.0081970584769311
416 => 0.008294896919303
417 => 0.0082600585239463
418 => 0.0084097463793907
419 => 0.0083210746098175
420 => 0.0080826579843585
421 => 0.0081206266177944
422 => 0.0081148877352328
423 => 0.0082329935316876
424 => 0.0081975411031579
425 => 0.0081079650795713
426 => 0.008445179903907
427 => 0.0084232830489021
428 => 0.0084543277829811
429 => 0.008467994635013
430 => 0.0086732513561945
501 => 0.00875733846738
502 => 0.0087764277137712
503 => 0.0088563039658669
504 => 0.0087744403198535
505 => 0.0091019532716976
506 => 0.0093197302737634
507 => 0.0095726894683649
508 => 0.0099423308406994
509 => 0.010081319416071
510 => 0.010056212373969
511 => 0.010336470243814
512 => 0.010840087406143
513 => 0.010158007801441
514 => 0.010876239281411
515 => 0.010648855487234
516 => 0.010109732601699
517 => 0.010075019443712
518 => 0.010440119721142
519 => 0.011249876996881
520 => 0.011047041983499
521 => 0.011250208762299
522 => 0.01101320392299
523 => 0.011001434635085
524 => 0.011238697966259
525 => 0.011793076672097
526 => 0.011529712129528
527 => 0.011152114478121
528 => 0.01143092670785
529 => 0.011189393751605
530 => 0.010645152400367
531 => 0.011046886879387
601 => 0.010778258474005
602 => 0.010856658523767
603 => 0.01142127547642
604 => 0.011353339270886
605 => 0.01144125501157
606 => 0.011286086030418
607 => 0.011141133734118
608 => 0.010870569508777
609 => 0.010790468780308
610 => 0.010812605739935
611 => 0.01079045781033
612 => 0.010639079612865
613 => 0.010606389505536
614 => 0.010551904561133
615 => 0.010568791723674
616 => 0.010466344088064
617 => 0.010659683943221
618 => 0.010695569524043
619 => 0.010836266147421
620 => 0.010850873737603
621 => 0.011242711831018
622 => 0.011026893993737
623 => 0.0111716832318
624 => 0.011158731919539
625 => 0.010121417029392
626 => 0.010264349868948
627 => 0.0104867085125
628 => 0.01038653624498
629 => 0.010244916095407
630 => 0.010130550231434
701 => 0.0099572742530065
702 => 0.010201156865173
703 => 0.010521836566149
704 => 0.010859006704022
705 => 0.011264094532414
706 => 0.011173683644859
707 => 0.010851433868843
708 => 0.010865889758392
709 => 0.010955250379397
710 => 0.010839520255926
711 => 0.010805389183194
712 => 0.010950561294122
713 => 0.010951561014665
714 => 0.010818399521159
715 => 0.010670414889423
716 => 0.010669794828413
717 => 0.010643462392558
718 => 0.011017888404831
719 => 0.011223784852842
720 => 0.011247390548787
721 => 0.011222196001424
722 => 0.011231892382769
723 => 0.01111208577629
724 => 0.011385928151155
725 => 0.011637232994535
726 => 0.011569877928164
727 => 0.011468903108587
728 => 0.011388471801188
729 => 0.011550930868285
730 => 0.011543696821761
731 => 0.011635038065962
801 => 0.011630894299512
802 => 0.011600179674605
803 => 0.01156987902508
804 => 0.011690017675418
805 => 0.011655419673488
806 => 0.011620767931305
807 => 0.011551268557442
808 => 0.011560714676612
809 => 0.011459757291762
810 => 0.011413049786034
811 => 0.01071068096687
812 => 0.010522985067826
813 => 0.010582038018568
814 => 0.010601479783261
815 => 0.010519794287458
816 => 0.010636910305157
817 => 0.010618657897856
818 => 0.010689667337366
819 => 0.010645303722431
820 => 0.010647124420663
821 => 0.010777588352865
822 => 0.010815462587417
823 => 0.010796199446041
824 => 0.010809690689959
825 => 0.011120590711741
826 => 0.011076390670667
827 => 0.011052910279785
828 => 0.011059414508527
829 => 0.011138856129864
830 => 0.011161095446487
831 => 0.011066865899228
901 => 0.01111130509845
902 => 0.011300521568563
903 => 0.011366736624378
904 => 0.011578063297509
905 => 0.011488287970731
906 => 0.011653074468417
907 => 0.012159571982448
908 => 0.012564197243618
909 => 0.0121920871316
910 => 0.012935129895023
911 => 0.013513695269502
912 => 0.013491488966778
913 => 0.013390602711279
914 => 0.012731921414392
915 => 0.012125793064611
916 => 0.012632845166772
917 => 0.012634137746857
918 => 0.012590581521599
919 => 0.012320057547315
920 => 0.012581167873688
921 => 0.012601893863182
922 => 0.012590292820551
923 => 0.012382882723745
924 => 0.012066205841715
925 => 0.012128083746446
926 => 0.012229441016671
927 => 0.012037550558794
928 => 0.011976229930449
929 => 0.012090236645269
930 => 0.01245759003466
1001 => 0.012388144004329
1002 => 0.012386330487824
1003 => 0.01268345005528
1004 => 0.012470776567397
1005 => 0.012128864224986
1006 => 0.012042526849257
1007 => 0.011736087329246
1008 => 0.011947746197218
1009 => 0.011955363423067
1010 => 0.01183944002418
1011 => 0.012138270769915
1012 => 0.012135516991985
1013 => 0.012419212309974
1014 => 0.012961531206873
1015 => 0.012801140823168
1016 => 0.012614624257343
1017 => 0.012634903779591
1018 => 0.012857320084532
1019 => 0.012722842109294
1020 => 0.012771201326804
1021 => 0.012857246887065
1022 => 0.012909160309961
1023 => 0.012627434236939
1024 => 0.012561750412801
1025 => 0.012427384360506
1026 => 0.012392330765523
1027 => 0.012501769111478
1028 => 0.012472935973833
1029 => 0.01195472322473
1030 => 0.01190056710914
1031 => 0.011902227999888
1101 => 0.011766049872254
1102 => 0.011558345541118
1103 => 0.012104180121963
1104 => 0.012060341966171
1105 => 0.012011948034981
1106 => 0.01201787601542
1107 => 0.012254804306914
1108 => 0.012117373932682
1109 => 0.012482755106974
1110 => 0.012407643721903
1111 => 0.012330606013226
1112 => 0.012319957055261
1113 => 0.012290304109969
1114 => 0.012188613127187
1115 => 0.012065815154798
1116 => 0.011984733296848
1117 => 0.011055282955737
1118 => 0.011227783532683
1119 => 0.011426229722537
1120 => 0.011494732552052
1121 => 0.011377553721916
1122 => 0.012193240061614
1123 => 0.012342273816026
1124 => 0.011890840852681
1125 => 0.011806396177126
1126 => 0.012198776240485
1127 => 0.011962123095767
1128 => 0.012068687992343
1129 => 0.011838352973828
1130 => 0.012306375948806
1201 => 0.01230281039789
1202 => 0.012120738889845
1203 => 0.012274624481673
1204 => 0.012247883073154
1205 => 0.012042324788994
1206 => 0.012312892513062
1207 => 0.012313026711277
1208 => 0.01213778684336
1209 => 0.011933145042573
1210 => 0.011896559922016
1211 => 0.011868997948195
1212 => 0.012061909436363
1213 => 0.012234873273436
1214 => 0.012556716092858
1215 => 0.012637635024457
1216 => 0.012953467001567
1217 => 0.012765404436778
1218 => 0.012848770135931
1219 => 0.01293927539516
1220 => 0.012982666944655
1221 => 0.012911962743272
1222 => 0.013402579805353
1223 => 0.013444002917511
1224 => 0.013457891728709
1225 => 0.013292458415801
1226 => 0.013439401917812
1227 => 0.013370651919478
1228 => 0.013549520315843
1229 => 0.013577569164299
1230 => 0.013553812787524
1231 => 0.013562715934745
]
'min_raw' => 0.0060819698138835
'max_raw' => 0.013577569164299
'avg_raw' => 0.0098297694890914
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.006081'
'max' => '$0.013577'
'avg' => '$0.009829'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00093782740507314
'max_diff' => -0.0012956593563341
'year' => 2031
]
6 => [
'items' => [
101 => 0.013144060823039
102 => 0.013122351346916
103 => 0.012826341099537
104 => 0.012946967463341
105 => 0.012721462257981
106 => 0.012792972281562
107 => 0.012824493218583
108 => 0.012808028469881
109 => 0.012953787496964
110 => 0.012829862547341
111 => 0.012502804230139
112 => 0.012175656806116
113 => 0.012171549736696
114 => 0.012085417594583
115 => 0.012023159831723
116 => 0.012035152885563
117 => 0.012077417971572
118 => 0.012020703308091
119 => 0.012032806257051
120 => 0.012233795851316
121 => 0.012274102881053
122 => 0.012137123845032
123 => 0.011587133249425
124 => 0.011452164177716
125 => 0.011549177269907
126 => 0.011502811260283
127 => 0.0092836664446582
128 => 0.009805021602049
129 => 0.0094952500710757
130 => 0.009638007044451
131 => 0.0093218105262763
201 => 0.0094727160780287
202 => 0.0094448493328084
203 => 0.010283172997872
204 => 0.010270083726919
205 => 0.010276348868255
206 => 0.0099772973485194
207 => 0.010453694539592
208 => 0.010688384926603
209 => 0.01064494998205
210 => 0.010655881621825
211 => 0.010468039832236
212 => 0.01027816758738
213 => 0.010067570046706
214 => 0.010458834246636
215 => 0.010415332346706
216 => 0.010515110053655
217 => 0.010768872855452
218 => 0.010806240391968
219 => 0.010856462739989
220 => 0.010838461603294
221 => 0.011267321710505
222 => 0.011215383921812
223 => 0.011340539049042
224 => 0.011083085456788
225 => 0.010791752279434
226 => 0.01084712519205
227 => 0.010841792335284
228 => 0.010773898947888
229 => 0.010712607833465
301 => 0.010610575396616
302 => 0.010933421124767
303 => 0.01092031417779
304 => 0.011132500414194
305 => 0.011094994435843
306 => 0.01084452033314
307 => 0.010853466064719
308 => 0.01091363040876
309 => 0.011121859890429
310 => 0.011183676577932
311 => 0.011155040625311
312 => 0.01122281980112
313 => 0.011276389698099
314 => 0.011229547355404
315 => 0.011892736146214
316 => 0.011617333922908
317 => 0.011751563050311
318 => 0.011783575906273
319 => 0.011701575648885
320 => 0.011719358568503
321 => 0.01174629484617
322 => 0.011909846649495
323 => 0.012339053905517
324 => 0.012529146877496
325 => 0.013101050962719
326 => 0.012513362302395
327 => 0.012478491289389
328 => 0.012581508484987
329 => 0.012917276725208
330 => 0.0131893853468
331 => 0.013279659474905
401 => 0.013291590691197
402 => 0.013460950956833
403 => 0.013558025102713
404 => 0.013440386165968
405 => 0.013340699484386
406 => 0.012983634164526
407 => 0.013024965447556
408 => 0.013309697001374
409 => 0.013711897091747
410 => 0.014057026611074
411 => 0.013936174282384
412 => 0.014858192241843
413 => 0.014949606556418
414 => 0.014936976053922
415 => 0.015145231466797
416 => 0.014731886882717
417 => 0.014555174064849
418 => 0.013362252876436
419 => 0.013697415071757
420 => 0.014184593006042
421 => 0.014120113179616
422 => 0.013766311541434
423 => 0.014056758220806
424 => 0.013960727465498
425 => 0.013884984024467
426 => 0.014231979411418
427 => 0.013850443729681
428 => 0.014180786895757
429 => 0.013757118368302
430 => 0.013936726325642
501 => 0.013834772162396
502 => 0.013900749001048
503 => 0.013515049750417
504 => 0.013723163703737
505 => 0.013506391525743
506 => 0.013506288747506
507 => 0.013501503489663
508 => 0.013756534995758
509 => 0.013764851564016
510 => 0.01357638289568
511 => 0.013549221616139
512 => 0.013649651102405
513 => 0.013532074476511
514 => 0.013587087839749
515 => 0.013533740775241
516 => 0.013521731227359
517 => 0.013426037106581
518 => 0.013384809448185
519 => 0.013400975875348
520 => 0.013345791525077
521 => 0.013312540957933
522 => 0.013494889114953
523 => 0.013397467850561
524 => 0.013479957908967
525 => 0.013385950076338
526 => 0.013060077971181
527 => 0.01287266547747
528 => 0.012257123279189
529 => 0.012431690283044
530 => 0.012547428387202
531 => 0.012509176944468
601 => 0.012591355844804
602 => 0.012596400961855
603 => 0.012569683763641
604 => 0.012538748670795
605 => 0.012523691178415
606 => 0.012635917390242
607 => 0.012701068483568
608 => 0.012559044254331
609 => 0.01252576996455
610 => 0.012669364301682
611 => 0.012756956764381
612 => 0.013403690294993
613 => 0.013355778186124
614 => 0.01347602817711
615 => 0.013462489873512
616 => 0.013588531021391
617 => 0.01379455502921
618 => 0.013375650616095
619 => 0.013448357937587
620 => 0.013430531781414
621 => 0.013625153080238
622 => 0.013625760666689
623 => 0.01350907547599
624 => 0.013572332410869
625 => 0.013537024125182
626 => 0.013600830969619
627 => 0.013355138290699
628 => 0.013654365452737
629 => 0.01382400797184
630 => 0.013826363458383
701 => 0.013906772666071
702 => 0.01398847307807
703 => 0.014145289904296
704 => 0.013984099541899
705 => 0.013694133771513
706 => 0.013715068363551
707 => 0.013545061538469
708 => 0.013547919383912
709 => 0.01353266398096
710 => 0.013578446593594
711 => 0.013365184999593
712 => 0.013415237069444
713 => 0.013345163878548
714 => 0.013448205612155
715 => 0.013337349740203
716 => 0.013430523185102
717 => 0.013470733755172
718 => 0.013619111624402
719 => 0.013315434208275
720 => 0.012696215399638
721 => 0.012826382700516
722 => 0.012633855038097
723 => 0.012651674206258
724 => 0.012687671761844
725 => 0.012570991906524
726 => 0.012593250745914
727 => 0.012592455503538
728 => 0.012585602534366
729 => 0.012555249597607
730 => 0.012511231834162
731 => 0.012686585055775
801 => 0.012716380985109
802 => 0.012782613645084
803 => 0.012979677115126
804 => 0.012959985827392
805 => 0.01299210313467
806 => 0.012921991233214
807 => 0.012654926496281
808 => 0.012669429396384
809 => 0.01248857799971
810 => 0.012777988868262
811 => 0.012709452554552
812 => 0.012665266747248
813 => 0.012653210240347
814 => 0.012850762192615
815 => 0.012909872832981
816 => 0.012873039048672
817 => 0.012797491882442
818 => 0.012942564775119
819 => 0.012981380161065
820 => 0.012990069494522
821 => 0.013247110845377
822 => 0.013004435250661
823 => 0.013062849678297
824 => 0.013518582367579
825 => 0.013105295705213
826 => 0.013324222867661
827 => 0.013313507522301
828 => 0.013425503250518
829 => 0.013304320603677
830 => 0.01330582280782
831 => 0.013405267427229
901 => 0.013265615394201
902 => 0.013231035586892
903 => 0.01318326383076
904 => 0.013287571712579
905 => 0.01335009957029
906 => 0.013854028181788
907 => 0.014179589046752
908 => 0.014165455590998
909 => 0.014294608919867
910 => 0.014236424162303
911 => 0.014048530231764
912 => 0.01436924225997
913 => 0.014267755555084
914 => 0.014276121995729
915 => 0.01427581059639
916 => 0.014343290383018
917 => 0.014295474769761
918 => 0.014201225287859
919 => 0.014263792492384
920 => 0.01444959472164
921 => 0.015026330542358
922 => 0.015349079548366
923 => 0.015006900646941
924 => 0.015242931071186
925 => 0.015101396922878
926 => 0.015075675957855
927 => 0.015223920506792
928 => 0.015372424538187
929 => 0.015362965473388
930 => 0.015255159172361
1001 => 0.015194262128395
1002 => 0.015655394947314
1003 => 0.015995149753102
1004 => 0.015971980753092
1005 => 0.016074241184172
1006 => 0.016374480972619
1007 => 0.016401931136147
1008 => 0.016398473046477
1009 => 0.016330434952045
1010 => 0.016626060014834
1011 => 0.01687267564324
1012 => 0.016314686098993
1013 => 0.016527161212823
1014 => 0.016622548136942
1015 => 0.016762604441573
1016 => 0.016998902903649
1017 => 0.017255585708535
1018 => 0.017291883471529
1019 => 0.017266128471677
1020 => 0.01709683926185
1021 => 0.017377704649819
1022 => 0.017542229006987
1023 => 0.017640199496608
1024 => 0.017888636357551
1025 => 0.016623137214112
1026 => 0.015727354020997
1027 => 0.015587464540126
1028 => 0.015871935300359
1029 => 0.015946947971221
1030 => 0.015916710457654
1031 => 0.014908425032759
1101 => 0.015582156126033
1102 => 0.016307034133477
1103 => 0.016334879649902
1104 => 0.016697768736912
1105 => 0.016815940298969
1106 => 0.017108113578973
1107 => 0.017089838060759
1108 => 0.017160977604947
1109 => 0.017144623855703
1110 => 0.017685813332568
1111 => 0.018282825692964
1112 => 0.018262153053306
1113 => 0.01817632546297
1114 => 0.018303794070398
1115 => 0.01891997480606
1116 => 0.018863246758015
1117 => 0.018918353224607
1118 => 0.019644865038376
1119 => 0.020589433741377
1120 => 0.020150586745686
1121 => 0.021102758451514
1122 => 0.02170210006788
1123 => 0.022738599420304
1124 => 0.022608824596514
1125 => 0.023012326188229
1126 => 0.022376500577106
1127 => 0.02091651645241
1128 => 0.020685468376082
1129 => 0.021148032475959
1130 => 0.022285201179164
1201 => 0.021112218986656
1202 => 0.021349511756505
1203 => 0.021281171422825
1204 => 0.02127752985687
1205 => 0.021416513618019
1206 => 0.021214910423568
1207 => 0.02039354274165
1208 => 0.020769970709923
1209 => 0.020624613793817
1210 => 0.020785898129312
1211 => 0.021656283169261
1212 => 0.021271465195712
1213 => 0.020866090720651
1214 => 0.021374520272175
1215 => 0.022021925806613
1216 => 0.021981412331767
1217 => 0.021902799257248
1218 => 0.022345937042265
1219 => 0.023077870835926
1220 => 0.023275709599204
1221 => 0.02342175012962
1222 => 0.02344188665139
1223 => 0.023649305340394
1224 => 0.02253396277338
1225 => 0.024304040071259
1226 => 0.024609683523205
1227 => 0.024552235221862
1228 => 0.024891945055257
1229 => 0.024791993804665
1230 => 0.024647180124429
1231 => 0.025185692468713
]
'min_raw' => 0.0092836664446582
'max_raw' => 0.025185692468713
'avg_raw' => 0.017234679456686
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.009283'
'max' => '$0.025185'
'avg' => '$0.017234'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0032016966307747
'max_diff' => 0.011608123304414
'year' => 2032
]
7 => [
'items' => [
101 => 0.024568331521697
102 => 0.023692065380989
103 => 0.023211328445618
104 => 0.023844401622057
105 => 0.0242309973197
106 => 0.024486512483737
107 => 0.024563831217988
108 => 0.022620543641884
109 => 0.021573219418033
110 => 0.022244542237925
111 => 0.023063602410418
112 => 0.022529412852766
113 => 0.022550352072071
114 => 0.021788738145405
115 => 0.02313098834332
116 => 0.022935433779585
117 => 0.023949971202172
118 => 0.0237078437041
119 => 0.024535159588105
120 => 0.024317299589472
121 => 0.025221624263408
122 => 0.025582383859455
123 => 0.026188155368965
124 => 0.026633763357294
125 => 0.026895432891163
126 => 0.026879723233847
127 => 0.027916588290281
128 => 0.027305185191808
129 => 0.026537118803479
130 => 0.026523226905733
131 => 0.026921019371833
201 => 0.027754683251746
202 => 0.027970840166491
203 => 0.028091642393165
204 => 0.027906629577858
205 => 0.02724299533412
206 => 0.026956441432376
207 => 0.027200593658928
208 => 0.026902016466095
209 => 0.027417444466889
210 => 0.028125237201458
211 => 0.027979080800685
212 => 0.028467659735477
213 => 0.028973287532983
214 => 0.029696357992582
215 => 0.029885395385943
216 => 0.03019786700872
217 => 0.030519502950139
218 => 0.03062280374619
219 => 0.030820037018208
220 => 0.030818997501508
221 => 0.031413373242064
222 => 0.032068988090182
223 => 0.032316467517827
224 => 0.032885532815604
225 => 0.031911028435588
226 => 0.032650201202129
227 => 0.033316953540244
228 => 0.032522023915771
301 => 0.033617649208259
302 => 0.033660189855626
303 => 0.034302503124285
304 => 0.033651395574166
305 => 0.033264769989315
306 => 0.034380943566109
307 => 0.034921024800782
308 => 0.034758347937572
309 => 0.033520368976194
310 => 0.032799812121257
311 => 0.030913975846848
312 => 0.033147830375949
313 => 0.034235875754645
314 => 0.033517551201516
315 => 0.03387983232367
316 => 0.035856320656095
317 => 0.03660883944494
318 => 0.036452320797364
319 => 0.036478769872288
320 => 0.036884815351567
321 => 0.038685444620018
322 => 0.037606465824102
323 => 0.038431304685015
324 => 0.038868796242666
325 => 0.039275162783081
326 => 0.038277254993285
327 => 0.036978991620938
328 => 0.036567777113526
329 => 0.033446127981337
330 => 0.033283632587371
331 => 0.033192418998624
401 => 0.032617330223991
402 => 0.032165467977202
403 => 0.031806130341986
404 => 0.030863121079878
405 => 0.031181359023513
406 => 0.029678399081042
407 => 0.030639939590605
408 => 0.028241179232184
409 => 0.030238938138226
410 => 0.029151648792619
411 => 0.029881734345641
412 => 0.029879187145924
413 => 0.028534868168976
414 => 0.027759493038293
415 => 0.028253592249616
416 => 0.028783305825798
417 => 0.028869250071363
418 => 0.029556037549822
419 => 0.029747705172612
420 => 0.029166943327451
421 => 0.02819147025551
422 => 0.02841805040195
423 => 0.027754901398857
424 => 0.026592758278595
425 => 0.02742742975664
426 => 0.027712423297158
427 => 0.027838292680375
428 => 0.026695458394636
429 => 0.026336355049918
430 => 0.026145171442359
501 => 0.02804394470032
502 => 0.028147963785629
503 => 0.02761578743837
504 => 0.030021274991014
505 => 0.029476839072984
506 => 0.030085107383462
507 => 0.028397490628562
508 => 0.028461959861276
509 => 0.027663015044248
510 => 0.028110370756272
511 => 0.027794194157961
512 => 0.028074228835596
513 => 0.028242080466744
514 => 0.029040894184789
515 => 0.030248059307734
516 => 0.028921578053403
517 => 0.028343611175329
518 => 0.028702178575877
519 => 0.029657090814995
520 => 0.031103831738317
521 => 0.030247331993336
522 => 0.030627432035849
523 => 0.030710466985665
524 => 0.03007891578306
525 => 0.031127117931992
526 => 0.031688857979184
527 => 0.032265087031878
528 => 0.032765410572762
529 => 0.032034928476684
530 => 0.032816649029982
531 => 0.032186720256277
601 => 0.031621609025424
602 => 0.031622466065894
603 => 0.031267963535822
604 => 0.030581070213614
605 => 0.030454396546165
606 => 0.031113368961357
607 => 0.031641802433421
608 => 0.031685326745206
609 => 0.031977894667233
610 => 0.032151033349799
611 => 0.033848027809574
612 => 0.03453057301957
613 => 0.035365176382433
614 => 0.035690301427936
615 => 0.036668811251122
616 => 0.035878585098217
617 => 0.035707614699281
618 => 0.033334069936357
619 => 0.033722737758317
620 => 0.034345032442143
621 => 0.033344331346488
622 => 0.03397904586204
623 => 0.034104351952501
624 => 0.033310327906181
625 => 0.033734450457074
626 => 0.032608106705473
627 => 0.030272610523576
628 => 0.031129718006879
629 => 0.03176083761385
630 => 0.030860152118217
701 => 0.032474596007797
702 => 0.031531471216391
703 => 0.031232545935489
704 => 0.030066331840133
705 => 0.030616740001444
706 => 0.031361174920702
707 => 0.030901200690449
708 => 0.031855716283703
709 => 0.033207564923761
710 => 0.034170972768644
711 => 0.034244931260292
712 => 0.033625524559344
713 => 0.034618127750613
714 => 0.034625357781212
715 => 0.033505697326557
716 => 0.032819911532377
717 => 0.032664099557034
718 => 0.033053348420179
719 => 0.033525968399341
720 => 0.034271158379867
721 => 0.034721461078182
722 => 0.035895611693289
723 => 0.036213303184201
724 => 0.036562349814671
725 => 0.037028783754974
726 => 0.037588857291515
727 => 0.036363448278568
728 => 0.0364121360631
729 => 0.035271052157186
730 => 0.034051640355732
731 => 0.034977021911209
801 => 0.036186835196645
802 => 0.035909302692241
803 => 0.035878074616021
804 => 0.035930591578277
805 => 0.035721341133321
806 => 0.034774909125966
807 => 0.034299616896851
808 => 0.034912865132389
809 => 0.035238779277039
810 => 0.035744243692691
811 => 0.035681934534403
812 => 0.036983956586207
813 => 0.037489882984435
814 => 0.037360445361957
815 => 0.037384264999583
816 => 0.03830022057738
817 => 0.039318951560522
818 => 0.040273127559628
819 => 0.041243756368731
820 => 0.04007362545507
821 => 0.039479505140755
822 => 0.040092485651298
823 => 0.039767229564078
824 => 0.041636247518464
825 => 0.041765654266476
826 => 0.04363453706959
827 => 0.045408329392171
828 => 0.044294242215148
829 => 0.045344776243492
830 => 0.046481014446442
831 => 0.048673002287936
901 => 0.047934817897983
902 => 0.047369380224103
903 => 0.046835044354461
904 => 0.047946912475755
905 => 0.049377313051272
906 => 0.049685407635033
907 => 0.050184638561913
908 => 0.049659758285352
909 => 0.050291918764804
910 => 0.052523723042662
911 => 0.051920669826104
912 => 0.051064237312949
913 => 0.052826032445556
914 => 0.053463619255242
915 => 0.057938537392419
916 => 0.063588306390254
917 => 0.061249264926767
918 => 0.059797346409984
919 => 0.060138581701396
920 => 0.062201686082655
921 => 0.062864289730256
922 => 0.061063104602903
923 => 0.061699313640062
924 => 0.0652048879855
925 => 0.067085516149537
926 => 0.064531370500715
927 => 0.057484583954501
928 => 0.05098712493557
929 => 0.052710543651783
930 => 0.052515161453274
1001 => 0.056281463758141
1002 => 0.051906287206332
1003 => 0.051979953958699
1004 => 0.055824139406647
1005 => 0.054798576635157
1006 => 0.0531372962895
1007 => 0.050999254120576
1008 => 0.047046885426357
1009 => 0.043546162253931
1010 => 0.050411886563455
1011 => 0.050115824046719
1012 => 0.049687081648478
1013 => 0.05064120146099
1014 => 0.055274136438914
1015 => 0.055167332292325
1016 => 0.054487898803685
1017 => 0.055003243116567
1018 => 0.053046953939799
1019 => 0.053551134204528
1020 => 0.050986095704865
1021 => 0.052145600232183
1022 => 0.053133731927997
1023 => 0.053332113995472
1024 => 0.053779078923131
1025 => 0.049959812553584
1026 => 0.051674551025741
1027 => 0.052681799228866
1028 => 0.048131015203142
1029 => 0.052591844860564
1030 => 0.049893327623191
1031 => 0.048977410342457
1101 => 0.050210572298039
1102 => 0.049730007884659
1103 => 0.049316846821725
1104 => 0.049086295849599
1105 => 0.04999179389066
1106 => 0.04994955132474
1107 => 0.048467980779969
1108 => 0.046535332400856
1109 => 0.047183992633907
1110 => 0.046948328290017
1111 => 0.046094250306456
1112 => 0.046669795745607
1113 => 0.044135384908467
1114 => 0.03977506279038
1115 => 0.042655625141867
1116 => 0.042544726624784
1117 => 0.042488806563623
1118 => 0.04465346955787
1119 => 0.044445387158245
1120 => 0.044067715565378
1121 => 0.04608731407148
1122 => 0.045350133449319
1123 => 0.047621950425219
1124 => 0.049118316017456
1125 => 0.048738789300909
1126 => 0.05014612837297
1127 => 0.047198936455567
1128 => 0.048177875389712
1129 => 0.048379633347288
1130 => 0.046062392539408
1201 => 0.044479432012222
1202 => 0.04437386659213
1203 => 0.041629231183386
1204 => 0.043095393264814
1205 => 0.044385555222561
1206 => 0.043767667765413
1207 => 0.043572063055342
1208 => 0.044571365097607
1209 => 0.044649019424734
1210 => 0.042878492536798
1211 => 0.043246641142095
1212 => 0.044781882025794
1213 => 0.043207957010848
1214 => 0.040150077805998
1215 => 0.039391681484707
1216 => 0.03929049743543
1217 => 0.037233666462919
1218 => 0.039442361153309
1219 => 0.038478206731616
1220 => 0.0415239589974
1221 => 0.039784241637882
1222 => 0.039709245899642
1223 => 0.039595878841809
1224 => 0.037825479457152
1225 => 0.038213084407642
1226 => 0.03950154229697
1227 => 0.039961278587399
1228 => 0.039913324325799
1229 => 0.039495228150396
1230 => 0.039686630438496
1231 => 0.039070056979547
]
'min_raw' => 0.021573219418033
'max_raw' => 0.067085516149537
'avg_raw' => 0.044329367783785
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.021573'
'max' => '$0.067085'
'avg' => '$0.044329'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.012289552973375
'max_diff' => 0.041899823680824
'year' => 2033
]
8 => [
'items' => [
101 => 0.038852332058325
102 => 0.038165132316992
103 => 0.037155138541005
104 => 0.037295584370208
105 => 0.035294522420731
106 => 0.03420423766626
107 => 0.033902461215945
108 => 0.033498913134477
109 => 0.033948043045547
110 => 0.035288853663648
111 => 0.033671551589377
112 => 0.030898800623589
113 => 0.031065447681171
114 => 0.031439854141601
115 => 0.030742150179536
116 => 0.030081831933296
117 => 0.030655925075089
118 => 0.029481073938354
119 => 0.031581829288558
120 => 0.031525009743634
121 => 0.03230804142835
122 => 0.032797687210231
123 => 0.0316692122077
124 => 0.031385403796284
125 => 0.0315470739658
126 => 0.028875026188461
127 => 0.032089678118518
128 => 0.0321174785619
129 => 0.031879434287521
130 => 0.033591137199033
131 => 0.03720336423585
201 => 0.035844299123103
202 => 0.035318028033488
203 => 0.034317586307426
204 => 0.035650615507051
205 => 0.035548259663015
206 => 0.035085367718982
207 => 0.03480540922692
208 => 0.03532124133254
209 => 0.034741491920572
210 => 0.034637352995734
211 => 0.034006384415485
212 => 0.033781157339577
213 => 0.033614408179123
214 => 0.033430833737897
215 => 0.03383575321134
216 => 0.032918152412924
217 => 0.03181161580355
218 => 0.031719619257373
219 => 0.031973629809788
220 => 0.031861249049206
221 => 0.031719081221527
222 => 0.031447644121385
223 => 0.031367114532109
224 => 0.031628796629854
225 => 0.031333372798514
226 => 0.031769286754225
227 => 0.031650742278491
228 => 0.030988562473474
301 => 0.03016324126606
302 => 0.030155894176145
303 => 0.029978080075805
304 => 0.029751607084494
305 => 0.029688607479312
306 => 0.030607576551963
307 => 0.032509815029922
308 => 0.032136360099989
309 => 0.032406219560066
310 => 0.033733661013919
311 => 0.034155614734541
312 => 0.033856121978165
313 => 0.033446157821328
314 => 0.033464194163626
315 => 0.034865165792126
316 => 0.034952542674129
317 => 0.0351733158661
318 => 0.035457071808278
319 => 0.033904446842113
320 => 0.033391065667345
321 => 0.033147797185436
322 => 0.032398624417908
323 => 0.033206543018468
324 => 0.032735803448446
325 => 0.032799322299195
326 => 0.032757955564316
327 => 0.032780544598767
328 => 0.031581242084624
329 => 0.032018204887293
330 => 0.031291669477526
331 => 0.030318920121276
401 => 0.030315659124344
402 => 0.030553738151193
403 => 0.03041211942999
404 => 0.030031027092582
405 => 0.030085159460406
406 => 0.029610902957517
407 => 0.030142742786548
408 => 0.03015799404983
409 => 0.029953206746142
410 => 0.030772579382518
411 => 0.031108277020186
412 => 0.030973481629929
413 => 0.031098819416268
414 => 0.032151878838376
415 => 0.032323573472383
416 => 0.032399828887298
417 => 0.032297656733219
418 => 0.031118067409376
419 => 0.031170387211889
420 => 0.030786499215779
421 => 0.030462154312187
422 => 0.030475126407366
423 => 0.030641881849698
424 => 0.031370112646442
425 => 0.03290263142664
426 => 0.032960789394092
427 => 0.033031278547231
428 => 0.032744563736404
429 => 0.032658087805967
430 => 0.032772171879544
501 => 0.033347705357377
502 => 0.034828133718178
503 => 0.034304851460985
504 => 0.033879414840514
505 => 0.034252637453557
506 => 0.034195182757694
507 => 0.033710207304254
508 => 0.033696595658537
509 => 0.032765772707352
510 => 0.032421668656112
511 => 0.032134109555155
512 => 0.031820102523829
513 => 0.031633948630049
514 => 0.031919965616327
515 => 0.031985381085143
516 => 0.031359999945923
517 => 0.03127476280751
518 => 0.031785462545586
519 => 0.031560722631664
520 => 0.031791873206415
521 => 0.03184550212253
522 => 0.031836866631857
523 => 0.031602212350507
524 => 0.031751773991948
525 => 0.031398016123469
526 => 0.031013357574213
527 => 0.030767969384861
528 => 0.030553835643632
529 => 0.030672649488792
530 => 0.030249099825348
531 => 0.030113597763641
601 => 0.031701105873071
602 => 0.032873815182095
603 => 0.032856763524298
604 => 0.032752965942789
605 => 0.032598743791237
606 => 0.033336423046401
607 => 0.033079430344264
608 => 0.033266414007527
609 => 0.033314009197507
610 => 0.033458065502823
611 => 0.033509553249916
612 => 0.033353921517662
613 => 0.032831602415405
614 => 0.031530032873189
615 => 0.030924148737768
616 => 0.03072419688128
617 => 0.030731464751501
618 => 0.030530984445613
619 => 0.030590034880594
620 => 0.030510449114159
621 => 0.030359732926395
622 => 0.030663343188905
623 => 0.030698331443334
624 => 0.030627465180191
625 => 0.030644156750558
626 => 0.030057414359116
627 => 0.0301020231088
628 => 0.029853635921954
629 => 0.029807066318773
630 => 0.029179165139975
701 => 0.028066747186002
702 => 0.028683134717526
703 => 0.027938625256648
704 => 0.027656668242654
705 => 0.028991408893589
706 => 0.028857437952178
707 => 0.028628137936251
708 => 0.028288955422384
709 => 0.028163149328635
710 => 0.027398791328387
711 => 0.027353628980041
712 => 0.027732465444366
713 => 0.027557645451047
714 => 0.027312131970918
715 => 0.026422907033194
716 => 0.025423123790933
717 => 0.025453300962603
718 => 0.025771313410338
719 => 0.026695977491948
720 => 0.026334695238412
721 => 0.026072580818235
722 => 0.026023494666467
723 => 0.02663791062467
724 => 0.02750743792965
725 => 0.02791540068657
726 => 0.027511121984475
727 => 0.02704670837942
728 => 0.027074975083675
729 => 0.027263020803372
730 => 0.027282781749688
731 => 0.026980496235288
801 => 0.027065587836944
802 => 0.026936325913089
803 => 0.02614304572499
804 => 0.026128697801906
805 => 0.025934014050375
806 => 0.025928119103751
807 => 0.02559691347626
808 => 0.025550575519457
809 => 0.024892946643328
810 => 0.02532579996108
811 => 0.025035464681351
812 => 0.024597860931632
813 => 0.024522417880237
814 => 0.024520149971012
815 => 0.024969471175566
816 => 0.025320549381197
817 => 0.025040515187846
818 => 0.024976756830254
819 => 0.025657529283865
820 => 0.025570894783764
821 => 0.025495869865409
822 => 0.027429581296548
823 => 0.025898897809417
824 => 0.025231432440669
825 => 0.024405317298608
826 => 0.024674304554497
827 => 0.024730984121558
828 => 0.022744326123347
829 => 0.021938339220896
830 => 0.02166175488895
831 => 0.021502576695587
901 => 0.021575116197136
902 => 0.020849633452095
903 => 0.02133716985514
904 => 0.020708963121464
905 => 0.020603642218202
906 => 0.021726953677895
907 => 0.021883255905221
908 => 0.021216422044153
909 => 0.021644637333554
910 => 0.02148936051698
911 => 0.02071973192285
912 => 0.020690337771559
913 => 0.020304165196779
914 => 0.019699879894992
915 => 0.019423705296936
916 => 0.019279871168411
917 => 0.019339219933112
918 => 0.019309211381577
919 => 0.019113385284245
920 => 0.01932043590425
921 => 0.018791507129361
922 => 0.018580883429331
923 => 0.018485749590461
924 => 0.018016294858742
925 => 0.018763406104373
926 => 0.018910596431622
927 => 0.019058076769285
928 => 0.020341792419537
929 => 0.020277661613393
930 => 0.020857372867964
1001 => 0.020834846354632
1002 => 0.020669503314129
1003 => 0.019971948223855
1004 => 0.020249981250114
1005 => 0.019394238811214
1006 => 0.020035419231268
1007 => 0.01974281126389
1008 => 0.01993648818316
1009 => 0.019588239619168
1010 => 0.019780974753312
1011 => 0.018945500718614
1012 => 0.018165346820449
1013 => 0.018479303523182
1014 => 0.018820610364358
1015 => 0.019560650559392
1016 => 0.019119888724428
1017 => 0.019278403347331
1018 => 0.018747405895634
1019 => 0.017651806480858
1020 => 0.017658007454564
1021 => 0.017489473353532
1022 => 0.017343835283858
1023 => 0.019170515523277
1024 => 0.018943338959964
1025 => 0.018581362838458
1026 => 0.019065882261453
1027 => 0.01919399688725
1028 => 0.019197644130538
1029 => 0.019551136994299
1030 => 0.019739796199055
1031 => 0.019773048201589
1101 => 0.020329276860435
1102 => 0.020515717370046
1103 => 0.021283639443089
1104 => 0.01972378978362
1105 => 0.01969166570637
1106 => 0.01907270044336
1107 => 0.018680142888104
1108 => 0.019099579195015
1109 => 0.019471142504173
1110 => 0.019084245951104
1111 => 0.019134766473103
1112 => 0.018615389461217
1113 => 0.018801042304006
1114 => 0.018960951542355
1115 => 0.018872659059969
1116 => 0.018740480940433
1117 => 0.019440678550074
1118 => 0.019401170656842
1119 => 0.020053210768413
1120 => 0.020561522663218
1121 => 0.02147250845033
1122 => 0.020521847290716
1123 => 0.020487201419524
1124 => 0.0208258703678
1125 => 0.020515665521595
1126 => 0.020711704276489
1127 => 0.021440923576169
1128 => 0.021456330830882
1129 => 0.021198239463305
1130 => 0.021182534580132
1201 => 0.021232103850486
1202 => 0.021522432615214
1203 => 0.021420982823916
1204 => 0.0215383830908
1205 => 0.021685193922236
1206 => 0.022292465767556
1207 => 0.022438876953554
1208 => 0.022083173677076
1209 => 0.022115289700302
1210 => 0.021982246910626
1211 => 0.02185372924282
1212 => 0.022142618191549
1213 => 0.022670568423478
1214 => 0.022667284072486
1215 => 0.022789758264407
1216 => 0.022866058671343
1217 => 0.022538521469462
1218 => 0.022325306794914
1219 => 0.022407066868338
1220 => 0.022537803006246
1221 => 0.022364670900832
1222 => 0.021296019343628
1223 => 0.021620179960358
1224 => 0.02156622378309
1225 => 0.021489383625364
1226 => 0.021815329632146
1227 => 0.021783891344642
1228 => 0.020842192577949
1229 => 0.020902477077659
1230 => 0.020845858678045
1231 => 0.021028804310231
]
'min_raw' => 0.017343835283858
'max_raw' => 0.038852332058325
'avg_raw' => 0.028098083671092
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.017343'
'max' => '$0.038852'
'avg' => '$0.028098'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0042293841341754
'max_diff' => -0.028233184091212
'year' => 2034
]
9 => [
'items' => [
101 => 0.020505785857081
102 => 0.020666662810687
103 => 0.020767563327861
104 => 0.020826994507631
105 => 0.021041700681301
106 => 0.02101650738995
107 => 0.021040134630937
108 => 0.021358487206161
109 => 0.022968605286234
110 => 0.023056240460807
111 => 0.02262469281015
112 => 0.022797087584687
113 => 0.02246612731617
114 => 0.022688303161666
115 => 0.0228403102325
116 => 0.022153419508679
117 => 0.022112746297899
118 => 0.021780420038624
119 => 0.021958993346437
120 => 0.021674870373831
121 => 0.021744584213109
122 => 0.021549658240946
123 => 0.021900486181466
124 => 0.022292766332118
125 => 0.022391871789786
126 => 0.022131167998245
127 => 0.021942401271953
128 => 0.021610989084208
129 => 0.022162134938429
130 => 0.022323306782069
131 => 0.022161288371348
201 => 0.022123745165411
202 => 0.022052600858001
203 => 0.022138838766549
204 => 0.022322429005595
205 => 0.022235851239241
206 => 0.022293037379222
207 => 0.022075102783705
208 => 0.022538629897905
209 => 0.023274822509129
210 => 0.023277189488754
211 => 0.023190611255712
212 => 0.023155185308106
213 => 0.023244019829213
214 => 0.02329220891273
215 => 0.023579483464524
216 => 0.023887740504122
217 => 0.025326241604843
218 => 0.024922316252016
219 => 0.026198640005388
220 => 0.027208046384409
221 => 0.027510723221486
222 => 0.027232274773421
223 => 0.02627971767408
224 => 0.026232980678373
225 => 0.027656503144022
226 => 0.027254292846017
227 => 0.027206451210892
228 => 0.026697497042878
301 => 0.026998351991374
302 => 0.026932550600862
303 => 0.026828679886825
304 => 0.027402690170818
305 => 0.028477186180202
306 => 0.02830971590058
307 => 0.028184707105564
308 => 0.02763695495532
309 => 0.027966824094639
310 => 0.027849364012355
311 => 0.028354047067858
312 => 0.028055084005876
313 => 0.027251245707425
314 => 0.027379259605939
315 => 0.027359910562706
316 => 0.027758112501337
317 => 0.02763858216334
318 => 0.027336570345819
319 => 0.028473513669654
320 => 0.028399686894216
321 => 0.028504356382637
322 => 0.028550435128452
323 => 0.029242472494482
324 => 0.029525978060619
325 => 0.029590338787595
326 => 0.029859647148318
327 => 0.029583638150246
328 => 0.030687870933613
329 => 0.031422121300782
330 => 0.032274990886428
331 => 0.03352126258079
401 => 0.033989872266528
402 => 0.033905222121162
403 => 0.034850131096325
404 => 0.036548111520547
405 => 0.034248432512016
406 => 0.036670000092056
407 => 0.035903359754557
408 => 0.034085669305619
409 => 0.03396863146987
410 => 0.035199592545711
411 => 0.037929745736314
412 => 0.037245873327209
413 => 0.037930864306584
414 => 0.037131785943705
415 => 0.037092104967827
416 => 0.037892054854076
417 => 0.039761181366295
418 => 0.038873229423499
419 => 0.037600132578752
420 => 0.038540167477333
421 => 0.03772582225206
422 => 0.035890874538643
423 => 0.037245350382866
424 => 0.036339650959085
425 => 0.036603982200574
426 => 0.03850762767674
427 => 0.038278576016626
428 => 0.038574990074426
429 => 0.038051827020916
430 => 0.037563110233697
501 => 0.036650884057767
502 => 0.036380818859281
503 => 0.036455455164215
504 => 0.036380781873235
505 => 0.035870399711594
506 => 0.035760182732381
507 => 0.035576482938311
508 => 0.03563341918584
509 => 0.035288009829717
510 => 0.035939868649936
511 => 0.036060859391129
512 => 0.036535227879971
513 => 0.03658447839014
514 => 0.03790558787935
515 => 0.037177942973036
516 => 0.03766610999803
517 => 0.037622443744509
518 => 0.034125064169367
519 => 0.03460697221718
520 => 0.035356669908501
521 => 0.035018932114752
522 => 0.034541449892864
523 => 0.034155857397712
524 => 0.033571645338699
525 => 0.03439391259296
526 => 0.03547510659394
527 => 0.036611899254246
528 => 0.037977681149999
529 => 0.037672854530321
530 => 0.036586366911723
531 => 0.036635105952614
601 => 0.036936391525294
602 => 0.036546199333992
603 => 0.036431124039321
604 => 0.036920581946907
605 => 0.036923952574515
606 => 0.036474989302122
607 => 0.035976048784268
608 => 0.03597395820528
609 => 0.035885176559322
610 => 0.037147580001291
611 => 0.03784177425099
612 => 0.037921362502968
613 => 0.037836417327506
614 => 0.037869109354188
615 => 0.037465173015815
616 => 0.038388451701736
617 => 0.039235743526736
618 => 0.039008651217887
619 => 0.038668207563847
620 => 0.038397027795417
621 => 0.038944769882661
622 => 0.038920379789742
623 => 0.039228343171806
624 => 0.039214372173913
625 => 0.039110815671614
626 => 0.039008654916215
627 => 0.039413710763641
628 => 0.03929706118458
629 => 0.039180230416504
630 => 0.038945908425231
701 => 0.038977756675521
702 => 0.038637371803878
703 => 0.038479894187304
704 => 0.036111808675668
705 => 0.035478978847532
706 => 0.035678079993903
707 => 0.035743629260947
708 => 0.035468220908749
709 => 0.0358630857392
710 => 0.035801546473639
711 => 0.036040959756669
712 => 0.035891384731549
713 => 0.035897523342753
714 => 0.036337391598875
715 => 0.03646508722496
716 => 0.036400140198903
717 => 0.0364456268697
718 => 0.037493847999485
719 => 0.037344824475054
720 => 0.037265658697849
721 => 0.037287588159164
722 => 0.037555431131938
723 => 0.037630412540631
724 => 0.03731271104315
725 => 0.037462540905972
726 => 0.03810049744563
727 => 0.038323746129297
728 => 0.039036248762116
729 => 0.03873356497997
730 => 0.039289154161946
731 => 0.040996845893029
801 => 0.042361068211098
802 => 0.04110647298853
803 => 0.043611693543
804 => 0.045562367097199
805 => 0.045487496997172
806 => 0.045147351943105
807 => 0.042926561962989
808 => 0.040882957913173
809 => 0.042592519476855
810 => 0.042596877500856
811 => 0.0424500246464
812 => 0.041537934179722
813 => 0.042418285875231
814 => 0.042488164995852
815 => 0.042449051270662
816 => 0.041749753648369
817 => 0.040682055430932
818 => 0.040890681106911
819 => 0.041232414220013
820 => 0.040585442143915
821 => 0.040378695364182
822 => 0.040763076962891
823 => 0.042001634563018
824 => 0.041767492423189
825 => 0.041761378025676
826 => 0.042763137391581
827 => 0.042046093878795
828 => 0.040893312544797
829 => 0.040602220054645
830 => 0.039569037818002
831 => 0.04028266046892
901 => 0.040308342477689
902 => 0.039917498644828
903 => 0.04092502736777
904 => 0.040915742813217
905 => 0.04187224138479
906 => 0.043700707409182
907 => 0.043159940032421
908 => 0.042531086408571
909 => 0.042599460233703
910 => 0.043349352334422
911 => 0.042895950451956
912 => 0.043058996930121
913 => 0.04334910554405
914 => 0.043524135273824
915 => 0.042574276149143
916 => 0.042352818550166
917 => 0.041899794023713
918 => 0.041781608380865
919 => 0.042150587404994
920 => 0.042053374468357
921 => 0.040306184004298
922 => 0.040123592879527
923 => 0.040129192688644
924 => 0.039670058623674
925 => 0.038969768969794
926 => 0.040810088368069
927 => 0.040662284965134
928 => 0.040499121447368
929 => 0.040519108047297
930 => 0.041317928323876
1001 => 0.040854572222069
1002 => 0.042086480361294
1003 => 0.041833237082418
1004 => 0.041573499069013
1005 => 0.041537595363747
1006 => 0.041437618388392
1007 => 0.041094760140105
1008 => 0.040680738202713
1009 => 0.04040736505768
1010 => 0.037273658340474
1011 => 0.037855256079254
1012 => 0.038524331263419
1013 => 0.038755293335842
1014 => 0.038360216728873
1015 => 0.041110360172568
1016 => 0.041612837880773
1017 => 0.040090800126811
1018 => 0.039806089007437
1019 => 0.041129025786155
1020 => 0.040331133186144
1021 => 0.040690424175074
1022 => 0.039913833578672
1023 => 0.041491805715132
1024 => 0.041479784211278
1025 => 0.040865917410078
1026 => 0.041384753426874
1027 => 0.041294592901028
1028 => 0.040601538794361
1029 => 0.041513776766491
1030 => 0.041514229225144
1031 => 0.040923395775604
1101 => 0.040233431656615
1102 => 0.040110082368365
1103 => 0.040017155249314
1104 => 0.040667569800323
1105 => 0.041250729452964
1106 => 0.042335844988992
1107 => 0.042608668816458
1108 => 0.04367351837797
1109 => 0.043039452310674
1110 => 0.043320525585776
1111 => 0.043625670386142
1112 => 0.043771968024766
1113 => 0.043533583873392
1114 => 0.045187733551987
1115 => 0.045327394466697
1116 => 0.045374221563337
1117 => 0.044816451598683
1118 => 0.045311881874981
1119 => 0.045080086455627
1120 => 0.045683153742164
1121 => 0.045777722393042
1122 => 0.045697626110125
1123 => 0.045727643692579
1124 => 0.044316118753898
1125 => 0.04424292373944
1126 => 0.043244904523626
1127 => 0.043651604731056
1128 => 0.042891298186914
1129 => 0.043132399224087
1130 => 0.043238674263978
1201 => 0.043183162214194
1202 => 0.043674598950576
1203 => 0.043256777330759
1204 => 0.042154077379828
1205 => 0.041051076999033
1206 => 0.041037229727736
1207 => 0.040746829197047
1208 => 0.040536922802869
1209 => 0.040577358221217
1210 => 0.04071985790955
1211 => 0.040528640461932
1212 => 0.040569446399352
1213 => 0.041247096849062
1214 => 0.041382994813969
1215 => 0.040921160430451
1216 => 0.039066828738245
1217 => 0.038611771089738
1218 => 0.038938857503299
1219 => 0.03878253126468
1220 => 0.031300529583058
1221 => 0.033058314896055
1222 => 0.032013898551821
1223 => 0.03249521365453
1224 => 0.031429135017368
1225 => 0.03193792362099
1226 => 0.031843968943886
1227 => 0.034670435710537
1228 => 0.034626304319654
1229 => 0.034647427681089
1230 => 0.033639154603189
1231 => 0.03524536099388
]
'min_raw' => 0.020505785857081
'max_raw' => 0.045777722393042
'avg_raw' => 0.033141754125061
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0205057'
'max' => '$0.045777'
'avg' => '$0.033141'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0031619505732226
'max_diff' => 0.0069253903347167
'year' => 2035
]
10 => [
'items' => [
101 => 0.036036636019249
102 => 0.035890192071156
103 => 0.03592704885788
104 => 0.035293727149586
105 => 0.034653559619598
106 => 0.033943515307764
107 => 0.035262689875021
108 => 0.035116020182203
109 => 0.035452427687438
110 => 0.036308006690851
111 => 0.036433993949132
112 => 0.036603322101898
113 => 0.03654263001273
114 => 0.03798856180625
115 => 0.037813449925489
116 => 0.038235419174996
117 => 0.037367396413877
118 => 0.036385146266195
119 => 0.036571839907093
120 => 0.036553859808179
121 => 0.036324952512408
122 => 0.036118305240923
123 => 0.035774295756408
124 => 0.036862792669238
125 => 0.036818601682406
126 => 0.037534002392815
127 => 0.037407548368218
128 => 0.036563057443414
129 => 0.036593218602003
130 => 0.036796066888476
131 => 0.037498127124041
201 => 0.037706546401862
202 => 0.037609998288303
203 => 0.037838520511732
204 => 0.03801913515953
205 => 0.037861202930704
206 => 0.040097190241282
207 => 0.039168652417439
208 => 0.039621215292055
209 => 0.039729148870996
210 => 0.039452679278138
211 => 0.039512635633195
212 => 0.039603453173978
213 => 0.040154879497712
214 => 0.041601981727683
215 => 0.04224289345458
216 => 0.044171108006975
217 => 0.042189674657583
218 => 0.042072104602616
219 => 0.042419434270004
220 => 0.043551500334499
221 => 0.044468933550214
222 => 0.044773299075858
223 => 0.0448135260046
224 => 0.045384535964546
225 => 0.045711828224883
226 => 0.045315200336356
227 => 0.044979099729501
228 => 0.043775229074088
229 => 0.043914580380483
301 => 0.044874572693503
302 => 0.046230618378909
303 => 0.047394246649494
304 => 0.046986784585675
305 => 0.050095432509229
306 => 0.050403642253161
307 => 0.050361057632164
308 => 0.051063205296601
309 => 0.049669585172578
310 => 0.04907378556944
311 => 0.045051768495607
312 => 0.046181791237409
313 => 0.047824345656528
314 => 0.047606947419895
315 => 0.046414080495125
316 => 0.047393341752965
317 => 0.047069567356792
318 => 0.046814193057119
319 => 0.047984112230666
320 => 0.04669773804172
321 => 0.047811513089968
322 => 0.046383085070062
323 => 0.04698864583806
324 => 0.046644900258466
325 => 0.046867345776337
326 => 0.045566933824171
327 => 0.046268604547844
328 => 0.045537742015187
329 => 0.045537395491185
330 => 0.045521261660268
331 => 0.046381118188799
401 => 0.046409158079325
402 => 0.045773722805569
403 => 0.045682146655257
404 => 0.046020751679966
405 => 0.045624333876828
406 => 0.045809815271892
407 => 0.045629951919331
408 => 0.045589460890168
409 => 0.045266821480815
410 => 0.04512781955211
411 => 0.045182325789993
412 => 0.044996267900205
413 => 0.044884161291599
414 => 0.045498960834134
415 => 0.045170498239501
416 => 0.04544861923069
417 => 0.045131665259562
418 => 0.044032964705362
419 => 0.043401090398094
420 => 0.041325746900805
421 => 0.041914311742181
422 => 0.042304530840927
423 => 0.042175563431119
424 => 0.042452635331149
425 => 0.042469645295526
426 => 0.042379566396413
427 => 0.042275266571061
428 => 0.042224499184222
429 => 0.04260287769278
430 => 0.042822539152634
501 => 0.042343694547945
502 => 0.042231507956814
503 => 0.04271564628989
504 => 0.043010970393388
505 => 0.045191477645343
506 => 0.045029938625172
507 => 0.045435369865368
508 => 0.045389724529572
509 => 0.045814681059559
510 => 0.046509305386058
511 => 0.045096939910269
512 => 0.045342077720942
513 => 0.045281975590824
514 => 0.045938154887831
515 => 0.045940203407972
516 => 0.045546791140829
517 => 0.045760066313232
518 => 0.045641021962895
519 => 0.045856151193763
520 => 0.045027781173072
521 => 0.046036646441256
522 => 0.046608608038475
523 => 0.046616549725807
524 => 0.04688765498352
525 => 0.047163113626715
526 => 0.047691832504936
527 => 0.047148367944164
528 => 0.046170728104545
529 => 0.046241310543208
530 => 0.045668120662944
531 => 0.045677756088386
601 => 0.045626321432233
602 => 0.04578068070717
603 => 0.045061654353546
604 => 0.045230408401572
605 => 0.044994151746113
606 => 0.045341564145113
607 => 0.044967805833116
608 => 0.045281946607757
609 => 0.04541751935216
610 => 0.045917785697681
611 => 0.044893916087128
612 => 0.042806176641333
613 => 0.043245044784233
614 => 0.042595924328535
615 => 0.042656002898086
616 => 0.042777371170012
617 => 0.042383976891472
618 => 0.042459024122539
619 => 0.042456342907346
620 => 0.042433237643323
621 => 0.042330900597867
622 => 0.042182491635189
623 => 0.04277370726463
624 => 0.042874166320665
625 => 0.043097474357986
626 => 0.043761887605765
627 => 0.043695497054369
628 => 0.043803782798214
629 => 0.043567395627399
630 => 0.042666968220965
701 => 0.042715865761221
702 => 0.042106112650696
703 => 0.043081881600038
704 => 0.042850806633313
705 => 0.042701831099034
706 => 0.042661181744257
707 => 0.043327241943965
708 => 0.043526537594933
709 => 0.043402349919484
710 => 0.043147637374004
711 => 0.043636760760329
712 => 0.04376762954405
713 => 0.043796926238471
714 => 0.044663559098931
715 => 0.04384536138828
716 => 0.04404230970942
717 => 0.045578844289573
718 => 0.044185419452652
719 => 0.044923547665851
720 => 0.044887420130849
721 => 0.045265021547825
722 => 0.044856445793297
723 => 0.044861510579448
724 => 0.045196795056787
725 => 0.044725948477239
726 => 0.044609360242612
727 => 0.044448294431497
728 => 0.044799975737593
729 => 0.045010792775421
730 => 0.046709823272257
731 => 0.047807474458417
801 => 0.047759822525577
802 => 0.048195271991057
803 => 0.047999098018598
804 => 0.04736560051345
805 => 0.048446903507947
806 => 0.048104733996849
807 => 0.048132942035608
808 => 0.048131892130997
809 => 0.048359404942899
810 => 0.048198191264423
811 => 0.047880422555903
812 => 0.048091372254264
813 => 0.048717817442497
814 => 0.050662322528457
815 => 0.051750493335827
816 => 0.050596813279506
817 => 0.051392606333965
818 => 0.050915414071348
819 => 0.05082869404199
820 => 0.051328510888835
821 => 0.051829202598905
822 => 0.051797310701523
823 => 0.051433834230816
824 => 0.051228515595388
825 => 0.052783257089641
826 => 0.053928764138277
827 => 0.053850648237137
828 => 0.054195426420118
829 => 0.055207705828939
830 => 0.055300255971782
831 => 0.055288596781025
901 => 0.055059201595377
902 => 0.056055922134453
903 => 0.05688740394378
904 => 0.055006103237764
905 => 0.05572247791858
906 => 0.056044081592949
907 => 0.056516291202433
908 => 0.057312987965153
909 => 0.058178411962846
910 => 0.058300792405012
911 => 0.058213957624852
912 => 0.057643187234528
913 => 0.058590144499459
914 => 0.059144849856376
915 => 0.059475164202213
916 => 0.06031278642419
917 => 0.056046067707755
918 => 0.053025872130583
919 => 0.052554224979055
920 => 0.053513338008296
921 => 0.053766248465323
922 => 0.053664300577218
923 => 0.050264795870942
924 => 0.05253632729032
925 => 0.054980304101784
926 => 0.055074187204521
927 => 0.056297693097485
928 => 0.056696116769435
929 => 0.057681199381854
930 => 0.057619582196238
1001 => 0.057859434136275
1002 => 0.057804296328917
1003 => 0.059628954434807
1004 => 0.061641823289954
1005 => 0.061572124042032
1006 => 0.061282750328921
1007 => 0.061712519638441
1008 => 0.063790016009088
1009 => 0.06359875343448
1010 => 0.063784548734005
1011 => 0.066234034037563
1012 => 0.069418713367411
1013 => 0.06793911008212
1014 => 0.071149423466825
1015 => 0.073170145571097
1016 => 0.07666477550387
1017 => 0.076227230624872
1018 => 0.077587664412921
1019 => 0.075443933973093
1020 => 0.070521495563843
1021 => 0.069742500843242
1022 => 0.071302068001173
1023 => 0.07513611167861
1024 => 0.071181320321568
1025 => 0.071981369462366
1026 => 0.071750955255994
1027 => 0.071738677462134
1028 => 0.072207270916383
1029 => 0.071527551670804
1030 => 0.068758253185159
1031 => 0.070027406361552
1101 => 0.069537325370405
1102 => 0.07008110676804
1103 => 0.07301567069857
1104 => 0.071718230033616
1105 => 0.070351481688608
1106 => 0.072065687418986
1107 => 0.074248460378755
1108 => 0.074111866369753
1109 => 0.073846816900422
1110 => 0.0753408868815
1111 => 0.077808652768811
1112 => 0.078475679971865
1113 => 0.078968065816388
1114 => 0.079035957505421
1115 => 0.079735284096908
1116 => 0.075974828761489
1117 => 0.081942767954142
1118 => 0.08297326619172
1119 => 0.082779575232831
1120 => 0.083924930653904
1121 => 0.083587938034162
1122 => 0.083099688600677
1123 => 0.084915320567163
1124 => 0.082833845031532
1125 => 0.079879452559186
1126 => 0.078258614417601
1127 => 0.080393064831724
1128 => 0.081696499217575
1129 => 0.082557986432626
1130 => 0.082818671943376
1201 => 0.076266742204534
1202 => 0.072735615461981
1203 => 0.074999027219507
1204 => 0.077760545776024
1205 => 0.075959488386475
1206 => 0.076030086426293
1207 => 0.073462251898352
1208 => 0.077987742153537
1209 => 0.077328416288721
1210 => 0.080749000041716
1211 => 0.079932650277164
1212 => 0.082722003541435
1213 => 0.081987473345545
1214 => 0.085036467121654
1215 => 0.086252793287156
1216 => 0.088295194225084
1217 => 0.089797592669091
1218 => 0.090679829771715
1219 => 0.090626863565262
1220 => 0.094122726494637
1221 => 0.092061338261332
1222 => 0.089471748808398
1223 => 0.089424911305245
1224 => 0.090766096377685
1225 => 0.093576852353366
1226 => 0.094305640483023
1227 => 0.094712933624397
1228 => 0.094089150000407
1229 => 0.091851660814181
1230 => 0.090885524327896
1231 => 0.091708700605879
]
'min_raw' => 0.033943515307764
'max_raw' => 0.094712933624397
'avg_raw' => 0.06432822446608
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.033943'
'max' => '$0.094712'
'avg' => '$0.064328'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.013437729450683
'max_diff' => 0.048935211231355
'year' => 2036
]
11 => [
'items' => [
101 => 0.09070202675425
102 => 0.092439828244959
103 => 0.094826200866071
104 => 0.094333424356551
105 => 0.095980702346692
106 => 0.097685461767789
107 => 0.1001233443055
108 => 0.10076069707538
109 => 0.10181421696765
110 => 0.10289863500004
111 => 0.10324692084616
112 => 0.10391190659316
113 => 0.10390840179003
114 => 0.1059123810973
115 => 0.1081228323313
116 => 0.10895722650007
117 => 0.11087586988239
118 => 0.10759026032744
119 => 0.11008243291723
120 => 0.11233043497635
121 => 0.10965027424722
122 => 0.11334425141496
123 => 0.11348768017765
124 => 0.11565328420781
125 => 0.11345802964371
126 => 0.11215449449105
127 => 0.11591775163396
128 => 0.11773867322393
129 => 0.11719019682188
130 => 0.11301626432066
131 => 0.11058685657657
201 => 0.10422862791252
202 => 0.11176022442013
203 => 0.1154286453793
204 => 0.11300676399661
205 => 0.11422822009361
206 => 0.12089208850039
207 => 0.12342925813616
208 => 0.12290154458808
209 => 0.1229907194908
210 => 0.12435973017338
211 => 0.13043067746788
212 => 0.12679282512556
213 => 0.12957382693354
214 => 0.13104886026484
215 => 0.13241895342746
216 => 0.12905443764246
217 => 0.12467725204074
218 => 0.12329081361892
219 => 0.11276595562316
220 => 0.11221809105734
221 => 0.11191055807455
222 => 0.10997160611946
223 => 0.1084481210064
224 => 0.10723658908111
225 => 0.10405716751511
226 => 0.10513012896074
227 => 0.10006279458139
228 => 0.10330469554199
301 => 0.095217107517478
302 => 0.10195269114827
303 => 0.098286819207438
304 => 0.1007483536224
305 => 0.10073976556071
306 => 0.096207300272577
307 => 0.093593068884518
308 => 0.095258958872397
309 => 0.097044925177916
310 => 0.097334692202274
311 => 0.099650244135869
312 => 0.10029646490791
313 => 0.098338385799456
314 => 0.095049510232052
315 => 0.095813441015095
316 => 0.093577587851582
317 => 0.089659341183376
318 => 0.092473494346505
319 => 0.093434369965978
320 => 0.093858747379413
321 => 0.090005601794903
322 => 0.088794859796389
323 => 0.08815027091549
324 => 0.094552117522822
325 => 0.094902825131323
326 => 0.093108555421172
327 => 0.10121882465069
328 => 0.09938322094175
329 => 0.10143404001846
330 => 0.095744122303677
331 => 0.095961484822873
401 => 0.093267786591716
402 => 0.094776077608183
403 => 0.093710066132233
404 => 0.094654222599275
405 => 0.095220146092717
406 => 0.097913402314499
407 => 0.10198344380809
408 => 0.097511119647145
409 => 0.095562463965361
410 => 0.096771398990684
411 => 0.099990952274714
412 => 0.10486874030592
413 => 0.10198099161681
414 => 0.10326252544789
415 => 0.1035424835785
416 => 0.10141316460542
417 => 0.10494725133369
418 => 0.10684119712223
419 => 0.10878399360442
420 => 0.11047086935398
421 => 0.10800799796642
422 => 0.11064362338985
423 => 0.10851977454908
424 => 0.10661446257946
425 => 0.10661735215124
426 => 0.10542212212052
427 => 0.10310621332734
428 => 0.10267912421346
429 => 0.10490089571927
430 => 0.10668254606438
501 => 0.10682929132033
502 => 0.10781570449589
503 => 0.10839945365231
504 => 0.11412098895381
505 => 0.1164222377831
506 => 0.11923616129114
507 => 0.12033234308156
508 => 0.1236314572678
509 => 0.12096715462146
510 => 0.12039071598467
511 => 0.11238814410087
512 => 0.11369856479853
513 => 0.11579667477227
514 => 0.11242274116156
515 => 0.11456272546509
516 => 0.11498520369767
517 => 0.11230809618851
518 => 0.11373805498014
519 => 0.10994050838281
520 => 0.10206621994641
521 => 0.1049560176677
522 => 0.10708388148596
523 => 0.10404715745358
524 => 0.10949036774418
525 => 0.10631055666308
526 => 0.10530270920822
527 => 0.10137073696326
528 => 0.10322647650739
529 => 0.10573639081246
530 => 0.10418555558078
531 => 0.10740377154559
601 => 0.1119616236186
602 => 0.11520982043062
603 => 0.11545917664882
604 => 0.11337080371098
605 => 0.11671743467169
606 => 0.11674181122464
607 => 0.11296679782957
608 => 0.11065462314446
609 => 0.11012929219114
610 => 0.11144167190972
611 => 0.11303514316674
612 => 0.11554760321359
613 => 0.11706583020009
614 => 0.1210245609755
615 => 0.12209568001762
616 => 0.12327251510191
617 => 0.12484512969702
618 => 0.12673345672855
619 => 0.12260190468607
620 => 0.1227660589509
621 => 0.11891881489418
622 => 0.11480748286896
623 => 0.11792747139133
624 => 0.12200644134964
625 => 0.12107072113434
626 => 0.12096543349509
627 => 0.12114249809996
628 => 0.12043699561539
629 => 0.11724603402482
630 => 0.11564355309051
701 => 0.11771116233225
702 => 0.11881000462554
703 => 0.12051421319331
704 => 0.12030413351585
705 => 0.12469399176779
706 => 0.12639975794207
707 => 0.12596334996083
708 => 0.12604365953213
709 => 0.12913186771264
710 => 0.13256659034783
711 => 0.13578366134726
712 => 0.13905620414429
713 => 0.13511102607295
714 => 0.13310790795308
715 => 0.13517461454131
716 => 0.13407799093459
717 => 0.14037951545847
718 => 0.14081581934428
719 => 0.14711688819622
720 => 0.15309735285402
721 => 0.14934113015361
722 => 0.15288307897611
723 => 0.15671398540697
724 => 0.16410442545428
725 => 0.16161558524516
726 => 0.15970917265008
727 => 0.15790762195944
728 => 0.16165636295854
729 => 0.16647905836627
730 => 0.1675178207659
731 => 0.16920101269107
801 => 0.16743134219267
802 => 0.16956271538518
803 => 0.17708739932757
804 => 0.17505416330412
805 => 0.1721666412918
806 => 0.178106656586
807 => 0.18025632502974
808 => 0.19534382395805
809 => 0.21439241458852
810 => 0.20650617298771
811 => 0.20161092833867
812 => 0.20276142694795
813 => 0.20971732741071
814 => 0.21195134187011
815 => 0.20587852045851
816 => 0.20802354364599
817 => 0.21984283230302
818 => 0.22618350145933
819 => 0.21757202107957
820 => 0.19381328824809
821 => 0.17190665152766
822 => 0.17771727805462
823 => 0.1770585333312
824 => 0.18975688450689
825 => 0.17500567129739
826 => 0.17525404389625
827 => 0.18821498352646
828 => 0.18475722703988
829 => 0.1791561043676
830 => 0.17194754592174
831 => 0.15862185892361
901 => 0.14681892633509
902 => 0.16996719519421
903 => 0.16896899974861
904 => 0.1675234648191
905 => 0.17074034638151
906 => 0.18636061012077
907 => 0.18600051248372
908 => 0.18370975504024
909 => 0.18544727437131
910 => 0.17885150882808
911 => 0.18055138779136
912 => 0.17190318140448
913 => 0.17581253187235
914 => 0.17914408687394
915 => 0.17981294586502
916 => 0.18131991932472
917 => 0.16844299610713
918 => 0.17422435658523
919 => 0.17762036422589
920 => 0.16227707815756
921 => 0.17731707679274
922 => 0.16821883752248
923 => 0.16513075846319
924 => 0.16928845009305
925 => 0.1676681936214
926 => 0.16627519225174
927 => 0.16549787355266
928 => 0.16855082341795
929 => 0.16840839965767
930 => 0.16341318112602
1001 => 0.15689712218264
1002 => 0.15908412544638
1003 => 0.1582895666574
1004 => 0.155409983106
1005 => 0.1573504747374
1006 => 0.14880553165307
1007 => 0.13410440120397
1008 => 0.14381641828645
1009 => 0.14344251619342
1010 => 0.143253977803
1011 => 0.15055229022004
1012 => 0.14985072588186
1013 => 0.14857737973832
1014 => 0.15538659710551
1015 => 0.15290114116959
1016 => 0.16056073071703
1017 => 0.16560583178416
1018 => 0.16432623096162
1019 => 0.16907117290035
1020 => 0.15913450958445
1021 => 0.16243507054826
1022 => 0.16311531158852
1023 => 0.15530257242016
1024 => 0.14996551048398
1025 => 0.1496095892998
1026 => 0.14035585939489
1027 => 0.1452991272166
1028 => 0.14964899833337
1029 => 0.14756574763207
1030 => 0.14690625269538
1031 => 0.15027546929992
1101 => 0.15053728628548
1102 => 0.14456783126856
1103 => 0.14580906999464
1104 => 0.15098524182112
1105 => 0.1456786437453
1106 => 0.13536879051184
1107 => 0.13281180436507
1108 => 0.13247065527848
1109 => 0.12553590605131
1110 => 0.1329826744061
1111 => 0.12973196045825
1112 => 0.14000092686997
1113 => 0.13413534832917
1114 => 0.13388249496166
1115 => 0.13350027001114
1116 => 0.12753124488043
1117 => 0.12883808203272
1118 => 0.13318220776384
1119 => 0.13473224076479
1120 => 0.13457055962375
1121 => 0.13316091917783
1122 => 0.13380624535544
1123 => 0.13172742489081
1124 => 0.13099335011784
1125 => 0.12867640821118
1126 => 0.12527114367993
1127 => 0.1257446665987
1128 => 0.11899794652636
1129 => 0.11532197535541
1130 => 0.11430451498381
1201 => 0.11294392445232
1202 => 0.11445819730474
1203 => 0.11897883391607
1204 => 0.11352598705624
1205 => 0.1041774635878
1206 => 0.10473932577736
1207 => 0.10600166329893
1208 => 0.10364930567869
1209 => 0.10142299660954
1210 => 0.103358591719
1211 => 0.099397499086014
1212 => 0.10648034241928
1213 => 0.10628877135655
1214 => 0.1089288173511
1215 => 0.11057969229069
1216 => 0.10677496003205
1217 => 0.10581808015809
1218 => 0.10636316242206
1219 => 0.097354166784346
1220 => 0.10819259020636
1221 => 0.10828632134219
1222 => 0.1074837384514
1223 => 0.11325486432485
1224 => 0.12543373997711
1225 => 0.12085155706259
1226 => 0.11907719734088
1227 => 0.11570413821285
1228 => 0.12019853922851
1229 => 0.11985343935409
1230 => 0.1182927668467
1231 => 0.11734886724463
]
'min_raw' => 0.08815027091549
'max_raw' => 0.22618350145933
'avg_raw' => 0.15716688618741
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.08815'
'max' => '$0.226183'
'avg' => '$0.157166'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.054206755607726
'max_diff' => 0.13147056783493
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0027669362769788
]
1 => [
'year' => 2028
'avg' => 0.0047488658986362
]
2 => [
'year' => 2029
'avg' => 0.012973045735271
]
3 => [
'year' => 2030
'avg' => 0.010008685464722
]
4 => [
'year' => 2031
'avg' => 0.0098297694890914
]
5 => [
'year' => 2032
'avg' => 0.017234679456686
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0027669362769788
'min' => '$0.002766'
'max_raw' => 0.017234679456686
'max' => '$0.017234'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.017234679456686
]
1 => [
'year' => 2033
'avg' => 0.044329367783785
]
2 => [
'year' => 2034
'avg' => 0.028098083671092
]
3 => [
'year' => 2035
'avg' => 0.033141754125061
]
4 => [
'year' => 2036
'avg' => 0.06432822446608
]
5 => [
'year' => 2037
'avg' => 0.15716688618741
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.017234679456686
'min' => '$0.017234'
'max_raw' => 0.15716688618741
'max' => '$0.157166'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.15716688618741
]
]
]
]
'prediction_2025_max_price' => '$0.00473'
'last_price' => 0.00458726
'sma_50day_nextmonth' => '$0.00395'
'sma_200day_nextmonth' => '$0.009066'
'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' => '$0.004582'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.004116'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.00373'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0036034'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0040032'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.005628'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.009897'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.004439'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.00423'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.00395'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.003865'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0044077'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.005952'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.007847'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.007693'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.009179'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.00999'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.018445'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.004312'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.004238'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.004856'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.006672'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.008735'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.019618'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.089234'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '60.14'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 119.19
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.003751'
'vwma_10_action' => 'BUY'
'hma_9' => '0.004749'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 129.79
'cci_20_action' => 'SELL'
'adx_14' => 18.32
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000143'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 81.52
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.0010074'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 21
'sell_pct' => 40
'buy_pct' => 60
'overall_action' => 'bullish'
'overall_action_label' => 'BULLISH'
'overall_action_dir' => 1
'last_updated' => 1767708401
'last_updated_date' => 'January 6, 2026'
]
PowerTrade Fuel price prediction 2026
The PowerTrade Fuel price forecast for 2026 suggests that the average price could range between $0.001584 on the lower end and $0.00473 on the high end. In the crypto market, compared to today’s average price, PowerTrade Fuel could potentially gain 3.13% by 2026 if PTF reaches the forecast price target.
PowerTrade Fuel price prediction 2027-2032
The PTF price prediction for 2027-2032 is currently within a price range of $0.002766 on the lower end and $0.017234 on the high end. Considering the price volatility in the market, if PowerTrade Fuel reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| PowerTrade Fuel Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.001525 | $0.002766 | $0.0040081 |
| 2028 | $0.002753 | $0.004748 | $0.006744 |
| 2029 | $0.006048 | $0.012973 | $0.019897 |
| 2030 | $0.005144 | $0.0100086 | $0.014873 |
| 2031 | $0.006081 | $0.009829 | $0.013577 |
| 2032 | $0.009283 | $0.017234 | $0.025185 |
PowerTrade Fuel price prediction 2032-2037
The PowerTrade Fuel price prediction for 2032-2037 is currently estimated to be between $0.017234 on the lower end and $0.157166 on the high end. Compared to the current price, PowerTrade Fuel could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| PowerTrade Fuel Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.009283 | $0.017234 | $0.025185 |
| 2033 | $0.021573 | $0.044329 | $0.067085 |
| 2034 | $0.017343 | $0.028098 | $0.038852 |
| 2035 | $0.0205057 | $0.033141 | $0.045777 |
| 2036 | $0.033943 | $0.064328 | $0.094712 |
| 2037 | $0.08815 | $0.157166 | $0.226183 |
PowerTrade Fuel potential price histogram
PowerTrade Fuel Price Forecast Based on Technical Analysis
Market Sentiment Indicator
BULLISH 60%
BEARISH 40%
As of January 6, 2026, the overall price prediction sentiment for PowerTrade Fuel is BULLISH, with 21 technical indicators showing bullish signals and 14 indicating bearish signals. The PTF price prediction was last updated on January 6, 2026.
PowerTrade Fuel's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, PowerTrade Fuel's 200-day SMA is projected to INCREASE over the next month, reaching $0.009066 by Feb 4, 2026. The short-term 50-day SMA for PowerTrade Fuel is expected to reach $0.00395 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 60.14, suggesting that the PTF market is in a NEUTRAL state.
Popular PTF 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 | $0.004582 | BUY |
| SMA 5 | $0.004116 | BUY |
| SMA 10 | $0.00373 | BUY |
| SMA 21 | $0.0036034 | BUY |
| SMA 50 | $0.0040032 | BUY |
| SMA 100 | $0.005628 | SELL |
| SMA 200 | $0.009897 | SELL |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.004439 | BUY |
| EMA 5 | $0.00423 | BUY |
| EMA 10 | $0.00395 | BUY |
| EMA 21 | $0.003865 | BUY |
| EMA 50 | $0.0044077 | BUY |
| EMA 100 | $0.005952 | SELL |
| EMA 200 | $0.007847 | SELL |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.007693 | SELL |
| SMA 50 | $0.009179 | SELL |
| SMA 100 | $0.00999 | SELL |
| SMA 200 | $0.018445 | SELL |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.006672 | SELL |
| EMA 50 | $0.008735 | SELL |
| EMA 100 | $0.019618 | SELL |
| EMA 200 | $0.089234 | SELL |
PowerTrade Fuel 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) | 60.14 | NEUTRAL |
| Stoch RSI (14) | 119.19 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 129.79 | SELL |
| Average Directional Index (14) | 18.32 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.000143 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 81.52 | SELL |
| VWMA (10) | 0.003751 | BUY |
| Hull Moving Average (9) | 0.004749 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | -0.0010074 | SELL |
PowerTrade Fuel price prediction based on worldwide money flows
Worldwide money flows definitions used for PowerTrade Fuel 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.
PowerTrade Fuel price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.006445 | $0.009057 | $0.012727 | $0.017884 | $0.02513 | $0.035311 |
| Amazon.com stock | $0.009571 | $0.019971 | $0.041672 | $0.086951 | $0.181429 | $0.378562 |
| Apple stock | $0.0065066 | $0.009229 | $0.01309 | $0.018568 | $0.026338 | $0.037358 |
| Netflix stock | $0.007237 | $0.01142 | $0.018019 | $0.028432 | $0.044861 | $0.070784 |
| Google stock | $0.00594 | $0.007692 | $0.009962 | $0.012901 | $0.0167068 | $0.021635 |
| Tesla stock | $0.010398 | $0.023573 | $0.053439 | $0.121143 | $0.274624 | $0.622551 |
| Kodak stock | $0.003439 | $0.002579 | $0.001934 | $0.00145 | $0.001087 | $0.000815 |
| Nokia stock | $0.003038 | $0.002013 | $0.001333 | $0.000883 | $0.000585 | $0.000387 |
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 PowerTrade Fuel price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
PowerTrade Fuel forecast and prediction overview
You may ask questions like: "Should I invest in PowerTrade Fuel now?", "Should I buy PTF today?", "Will PowerTrade Fuel be a good or bad investment in short-term, long-term period?".
We update PowerTrade Fuel 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 PowerTrade Fuel 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 PowerTrade Fuel in order to make such a responsible decision about the investment by yourself.
PowerTrade Fuel price equal to $0.004587 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
PowerTrade Fuel price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If PowerTrade Fuel has 1% of Bitcoin's previous average grow per year | $0.0047064 | $0.004828 | $0.004954 | $0.005083 |
| If PowerTrade Fuel has 2% of Bitcoin's previous average grow per year | $0.004825 | $0.005076 | $0.00534 | $0.005618 |
| If PowerTrade Fuel has 5% of Bitcoin's previous average grow per year | $0.005183 | $0.005857 | $0.006618 | $0.007478 |
| If PowerTrade Fuel has 10% of Bitcoin's previous average grow per year | $0.005779 | $0.007281 | $0.009174 | $0.011559 |
| If PowerTrade Fuel has 20% of Bitcoin's previous average grow per year | $0.006972 | $0.010596 | $0.0161052 | $0.024477 |
| If PowerTrade Fuel has 50% of Bitcoin's previous average grow per year | $0.010549 | $0.024259 | $0.055788 | $0.128294 |
| If PowerTrade Fuel has 100% of Bitcoin's previous average grow per year | $0.016511 | $0.059428 | $0.2139021 | $0.7699026 |
Frequently Asked Questions about PowerTrade Fuel
Is PTF a good investment?
The determination to procure PowerTrade Fuel is entirely contingent on your individualistic risk tolerance. As you may discern, PowerTrade Fuel's value has experienced an escalation of 0.4277% during the preceding 24 hours, and PowerTrade Fuel has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in PowerTrade Fuel will hinge on whether such an investment aligns with your trading aspirations.
Can PowerTrade Fuel rise?
It appears that the mean value of PowerTrade Fuel may potentially surge to $0.00473 by the end of this year. Looking at PowerTrade Fuel's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.014873. 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 PowerTrade Fuel be next week?
Based on the our new experimental PowerTrade Fuel forecast, the price of PowerTrade Fuel will increase by 0.86% over the next week and reach $0.004626 by January 13, 2026.
What will the price of PowerTrade Fuel be next month?
Based on the our new experimental PowerTrade Fuel forecast, the price of PowerTrade Fuel will decrease by -11.62% over the next month and reach $0.0040543 by February 5, 2026.
How high can PowerTrade Fuel’s price go this year in 2026?
As per our most recent prediction on PowerTrade Fuel's value in 2026, PTF is anticipated to fluctuate within the range of $0.001584 and $0.00473. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected PowerTrade Fuel price forecast fails to consider sudden and extreme price fluctuations.
Where will PowerTrade Fuel be in 5 years?
PowerTrade Fuel's future appears to be on an upward trend, with an maximum price of $0.014873 projected after a period of five years. Based on the PowerTrade Fuel forecast for 2030, PowerTrade Fuel's value may potentially reach its highest peak of approximately $0.014873, while its lowest peak is anticipated to be around $0.005144.
How much will be PowerTrade Fuel in 2026?
Based on the our new experimental PowerTrade Fuel price prediction simulation, PTF’s value in 2026 expected to grow by 3.13% to $0.00473 if the best happened. The price will be between $0.00473 and $0.001584 during 2026.
How much will be PowerTrade Fuel in 2027?
According to our latest experimental simulation for PowerTrade Fuel price prediction, PTF’s value could down by -12.62% to $0.0040081 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.0040081 and $0.001525 throughout the year.
How much will be PowerTrade Fuel in 2028?
Our new experimental PowerTrade Fuel price prediction model suggests that PTF’s value in 2028 could increase by 47.02% , reaching $0.006744 in the best-case scenario. The price is expected to range between $0.006744 and $0.002753 during the year.
How much will be PowerTrade Fuel in 2029?
Based on our experimental forecast model, PowerTrade Fuel's value may experience a 333.75% growth in 2029, potentially reaching $0.019897 under optimal conditions. The predicted price range for 2029 lies between $0.019897 and $0.006048.
How much will be PowerTrade Fuel in 2030?
Using our new experimental simulation for PowerTrade Fuel price predictions, PTF’s value in 2030 is expected to rise by 224.23% , reaching $0.014873 in the best scenario. The price is forecasted to range between $0.014873 and $0.005144 over the course of 2030.
How much will be PowerTrade Fuel in 2031?
Our experimental simulation indicates that PowerTrade Fuel’s price could grow by 195.98% in 2031, potentially hitting $0.013577 under ideal conditions. The price will likely fluctuate between $0.013577 and $0.006081 during the year.
How much will be PowerTrade Fuel in 2032?
Based on the findings from our latest experimental PowerTrade Fuel price prediction, PTF could see a 449.04% rise in value, reaching $0.025185 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.025185 and $0.009283 throughout the year.
How much will be PowerTrade Fuel in 2033?
According to our experimental PowerTrade Fuel price prediction, PTF’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $0.067085. Throughout the year, PTF’s price could range from $0.067085 and $0.021573.
How much will be PowerTrade Fuel in 2034?
The results from our new PowerTrade Fuel price prediction simulation suggest that PTF may rise by 746.96% in 2034, potentially reaching $0.038852 under the best circumstances. The predicted price range for the year is between $0.038852 and $0.017343.
How much will be PowerTrade Fuel in 2035?
Based on our experimental forecast for PowerTrade Fuel’s price, PTF could grow by 897.93% , with the value potentially hitting $0.045777 in 2035. The expected price range for the year lies between $0.045777 and $0.0205057.
How much will be PowerTrade Fuel in 2036?
Our recent PowerTrade Fuel price prediction simulation suggests that PTF’s value might rise by 1964.7% in 2036, possibly reaching $0.094712 if conditions are optimal. The expected price range for 2036 is between $0.094712 and $0.033943.
How much will be PowerTrade Fuel in 2037?
According to the experimental simulation, PowerTrade Fuel’s value could rise by 4830.69% in 2037, with a high of $0.226183 under favorable conditions. The price is expected to fall between $0.226183 and $0.08815 over the course of the year.
Related Predictions
Busy Price Prediction- Spellfire Price Prediction
- Robot Price Prediction
- 8Pay Price Prediction
- LuckysLeprecoin Price Prediction
- EXMO Coin Price Prediction
- ESports Token Price Prediction
- Swapr Price Prediction
- MoveZ Price Prediction
- Friends With Benefits Price Prediction
- CrossSwap Price Prediction
- Smartcoin Price Prediction
- Shopping.io Price Prediction
- Moonft Price Prediction
- Button Price Prediction
- ApeSwap Price Prediction
- humanDAO Price Prediction
- Ftribe Fighters Price Prediction
- STAKE Price Prediction
- Froggies Price Prediction
- Pakcoin Price Prediction
- Einsteinium Price Prediction
- Calvaria: DoE Price Prediction
- AGA Price Prediction
- Sint-Truidense Voetbalvereniging Fan Token Price Prediction
Busy Price Prediction
Spellfire Price Prediction
Robot Price Prediction
8Pay Price Prediction
LuckysLeprecoin Price Prediction
EXMO Coin Price Prediction
ESports Token Price Prediction
Swapr Price Prediction
MoveZ Price Prediction
Friends With Benefits Price Prediction
CrossSwap Price Prediction
Smartcoin Price Prediction
Shopping.io Price Prediction
Moonft Price Prediction
Button Price Prediction
ApeSwap Price Prediction
humanDAO Price Prediction
Ftribe Fighters Price Prediction
STAKE Price Prediction
Froggies Price Prediction
Pakcoin Price Prediction
Einsteinium Price Prediction
Calvaria: DoE Price Prediction
AGA Price Prediction
Sint-Truidense Voetbalvereniging Fan Token Price PredictionHow to read and predict PowerTrade Fuel price movements?
PowerTrade Fuel 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.
PowerTrade Fuel Price Prediction Indicators
Moving averages are popular tools for PowerTrade Fuel price prediction. A simple moving average (SMA) calculates the average closing price of PTF 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 PTF 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 PTF's future direction.
How to read PowerTrade Fuel charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent PowerTrade Fuel'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 PTF'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 PowerTrade Fuel?
PowerTrade Fuel'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 PTF's price. PowerTrade Fuel's market capitalization can change rapidly.
Traders often monitor the activity of PTF "whales," large holders of PowerTrade Fuel, as their actions can significantly influence price movements in the relatively small PowerTrade Fuel 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