Xend Finance (RWA) Price Prediction
$0.004182
1.4918%
Add to portfolio
Add to favorites
Sentiment
BULLISH 51.43%
BEARISH 48.57%
SMA 50
$0.004876
SMA 200
$0.0112057
RSI (14)
46.22
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.004179
Xend Finance Price Prediction up to $0.004314 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.001445 | $0.004314 |
| 2027 | $0.001391 | $0.003654 |
| 2028 | $0.00251 | $0.006149 |
| 2029 | $0.005515 | $0.018143 |
| 2030 | $0.00469 | $0.013562 |
| 2031 | $0.005545 | $0.01238 |
| 2032 | $0.008465 | $0.022965 |
| 2033 | $0.019671 | $0.061173 |
| 2034 | $0.015815 | $0.035428 |
| 2035 | $0.018698 | $0.041743 |
Investment Profit Calculator
If you open a short on $10,000.00 of Xend Finance today and close it on Apr 06, 2026, our forecast suggests you could make around $3,956.45 in profit, equal to a 39.56% ROI over the next 90 days.
$
≈ $3,956.45
(39.56% ROI)
Long-term Xend Finance price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'Xend Finance'
'name_with_ticker' => 'Xend Finance <small>RWA</small>'
'name_lang' => 'Xend Finance'
'name_lang_with_ticker' => 'Xend Finance <small>RWA</small>'
'name_with_lang' => 'Xend Finance'
'name_with_lang_with_ticker' => 'Xend Finance <small>RWA</small>'
'image' => '/uploads/coins/xend-finance.png?1717260399'
'price_for_sd' => 0.004182
'ticker' => 'RWA'
'marketcap' => '$837.11K'
'low24h' => '$0.004113'
'high24h' => '$0.004187'
'volume24h' => '$15.2K'
'current_supply' => '200M'
'max_supply' => '200M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.004182'
'change_24h_pct' => '1.4918%'
'ath_price' => '$3'
'ath_days' => 1745
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Mar 28, 2021'
'ath_pct' => '-99.86%'
'fdv' => '$837.11K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.206249'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.004218'
'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' => '$0.003696'
'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' => '$0.001445'
'current_year_max_price_prediction' => '$0.004314'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00469'
'grand_prediction_max_price' => '$0.013562'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0042622350812578
107 => 0.0042781487198599
108 => 0.0043140029602009
109 => 0.0040076324020964
110 => 0.0041451837881183
111 => 0.0042259823405843
112 => 0.0038609315410666
113 => 0.0042187664600056
114 => 0.0040022991722928
115 => 0.0039288269236135
116 => 0.0040277476272275
117 => 0.0039891981328256
118 => 0.0039560555412411
119 => 0.0039375614056749
120 => 0.0040101978529294
121 => 0.0040068092758456
122 => 0.0038879619500105
123 => 0.0037329304582953
124 => 0.0037849641156502
125 => 0.003766059800115
126 => 0.0036975481219104
127 => 0.0037437167208887
128 => 0.0035404135763813
129 => 0.0031906410830341
130 => 0.0034217115059605
131 => 0.0034128155460341
201 => 0.0034083297996395
202 => 0.0035819728361513
203 => 0.0035652810648171
204 => 0.0035349853363993
205 => 0.0036969917170998
206 => 0.0036378572088508
207 => 0.0038200958294318
208 => 0.0039401299714014
209 => 0.0039096854303002
210 => 0.0040225781209979
211 => 0.0037861628660224
212 => 0.0038646905303916
213 => 0.0038808749731834
214 => 0.0036949925835095
215 => 0.003568012045038
216 => 0.0035595438908061
217 => 0.0033393771360925
218 => 0.0034569884393365
219 => 0.0035604815191049
220 => 0.0035109163652832
221 => 0.0034952255183002
222 => 0.0035753866526072
223 => 0.0035816158592765
224 => 0.0034395892870738
225 => 0.0034691211088314
226 => 0.0035922737148172
227 => 0.0034660179791376
228 => 0.0032207237084693
301 => 0.003159887337885
302 => 0.0031517706446122
303 => 0.0029867775825941
304 => 0.0031639527150678
305 => 0.0030866110217447
306 => 0.0033309325042567
307 => 0.0031913773837683
308 => 0.0031853614414493
309 => 0.0031762674622873
310 => 0.0030342511180307
311 => 0.0030653436718134
312 => 0.0031687000561167
313 => 0.0032055787784291
314 => 0.0032017320255534
315 => 0.0031681935534477
316 => 0.0031835472942329
317 => 0.0031340875455658
318 => 0.0031166222788958
319 => 0.0030614970930851
320 => 0.0029804782986647
321 => 0.002991744458946
322 => 0.0028312250274785
323 => 0.002743765521804
324 => 0.002719557883331
325 => 0.0026871864174581
326 => 0.0027232143265385
327 => 0.0028307702960974
328 => 0.0027010349775376
329 => 0.0024786128737413
330 => 0.0024919808211683
331 => 0.0025220146300575
401 => 0.002466046825886
402 => 0.0024130779962594
403 => 0.0024591300961227
404 => 0.0023648869186054
405 => 0.0025334034678083
406 => 0.0025288455674146
407 => 0.0025916581159639
408 => 0.0026309360916151
409 => 0.0025404130741348
410 => 0.0025176467800387
411 => 0.0025306154958262
412 => 0.0023162715120307
413 => 0.0025741416395965
414 => 0.002576371711168
415 => 0.0025572764844573
416 => 0.0026945843665391
417 => 0.0029843468251342
418 => 0.0028753265325428
419 => 0.0028331105800957
420 => 0.002752858023634
421 => 0.0028597897901939
422 => 0.0028515790989175
423 => 0.0028144472391535
424 => 0.0027919897745098
425 => 0.0028333683416993
426 => 0.0027868625121186
427 => 0.0027785087872312
428 => 0.0027278943033558
429 => 0.0027098272354245
430 => 0.0026964510975989
501 => 0.0026817252841651
502 => 0.002714206759156
503 => 0.0026405994635327
504 => 0.002551836280823
505 => 0.0025444565826116
506 => 0.0025648325782029
507 => 0.0025558177169682
508 => 0.0025444134229243
509 => 0.0025226395198198
510 => 0.0025161796678945
511 => 0.0025371710527771
512 => 0.0025134730031184
513 => 0.0025484407662893
514 => 0.0025389314695614
515 => 0.0024858133110465
516 => 0.0024196084186758
517 => 0.0024190190562642
518 => 0.0024047553208008
519 => 0.002386588309121
520 => 0.0023815346620767
521 => 0.002455251716722
522 => 0.002607843813672
523 => 0.0025778863338213
524 => 0.0025995336831794
525 => 0.0027060172168524
526 => 0.0027398651301355
527 => 0.0027158406830189
528 => 0.0026829545380424
529 => 0.0026844013615214
530 => 0.0027967832742192
531 => 0.0028037923962637
601 => 0.0028215021864417
602 => 0.0028442642716065
603 => 0.0027197171645486
604 => 0.0026785352039793
605 => 0.0026590209063734
606 => 0.0025989244227308
607 => 0.0026637333280562
608 => 0.0026259719543171
609 => 0.0026310672537468
610 => 0.0026277489333089
611 => 0.0026295609606518
612 => 0.0025333563639985
613 => 0.0025684082626542
614 => 0.0025101276827115
615 => 0.0024320965284703
616 => 0.00243183494068
617 => 0.0024509329551339
618 => 0.0024395727088314
619 => 0.0024090025781299
620 => 0.0024133449209091
621 => 0.0023753014289355
622 => 0.0024179640896343
623 => 0.0024191875020888
624 => 0.0024027600538689
625 => 0.0024684877689882
626 => 0.0024954164675012
627 => 0.0024846035691729
628 => 0.0024946578057295
629 => 0.002579131202359
630 => 0.0025929040518423
701 => 0.0025990210417994
702 => 0.0025908250856027
703 => 0.0024962018243499
704 => 0.0025003987683557
705 => 0.0024696043779577
706 => 0.0024435863631043
707 => 0.0024446269472519
708 => 0.0024580035889917
709 => 0.0025164201679992
710 => 0.002639354414675
711 => 0.0026440196794726
712 => 0.0026496741165027
713 => 0.0026266746794091
714 => 0.0026197378291067
715 => 0.0026288893252086
716 => 0.0026750569646844
717 => 0.0027938126678081
718 => 0.0027518364708974
719 => 0.0027177091694106
720 => 0.002747648013469
721 => 0.0027430391630946
722 => 0.0027041358277519
723 => 0.0027030439407004
724 => 0.0026283760020291
725 => 0.002600772965209
726 => 0.0025777058015907
727 => 0.002552517061103
728 => 0.0025375843314076
729 => 0.0025605277910239
730 => 0.0025657752316972
731 => 0.0025156089562631
801 => 0.0025087714782922
802 => 0.002549738341726
803 => 0.0025317103525274
804 => 0.0025502525864908
805 => 0.0025545545438226
806 => 0.0025538618296097
807 => 0.002535038538385
808 => 0.002547035942893
809 => 0.0025186585046332
810 => 0.002487802302679
811 => 0.0024681179682416
812 => 0.0024509407756968
813 => 0.002460471680465
814 => 0.0024264957452411
815 => 0.0024156261597625
816 => 0.0025429714921958
817 => 0.0026370428584573
818 => 0.0026356750235356
819 => 0.0026273486802277
820 => 0.0026149774230094
821 => 0.0026741519301631
822 => 0.0026535367151023
823 => 0.0026685360065179
824 => 0.0026723539557014
825 => 0.0026839097379872
826 => 0.0026880399369014
827 => 0.0026755556071753
828 => 0.002633656671782
829 => 0.0025292485084133
830 => 0.0024806462265207
831 => 0.0024646066639611
901 => 0.0024651896715967
902 => 0.0024491077183468
903 => 0.0024538445743215
904 => 0.0024474604331486
905 => 0.0024353704142568
906 => 0.0024597251558672
907 => 0.0024625318129576
908 => 0.0024568471252483
909 => 0.0024581860749925
910 => 0.002411119288721
911 => 0.0024146976742576
912 => 0.0023947727688709
913 => 0.0023910370893092
914 => 0.0023406686635516
915 => 0.002251433696302
916 => 0.0023008785304062
917 => 0.0022411561238041
918 => 0.0022185383434818
919 => 0.0023256073977411
920 => 0.0023148606343268
921 => 0.0022964668468672
922 => 0.0022692586016133
923 => 0.0022591667987838
924 => 0.0021978521994684
925 => 0.0021942294058402
926 => 0.0022246185768944
927 => 0.0022105950200804
928 => 0.0021909006351773
929 => 0.0021195695694461
930 => 0.0020393698346601
1001 => 0.0020417905605357
1002 => 0.002067300604002
1003 => 0.0021414744958785
1004 => 0.002112493473101
1005 => 0.002091467408557
1006 => 0.0020875298587091
1007 => 0.0021368165388747
1008 => 0.0022065675171876
1009 => 0.0022392931156219
1010 => 0.0022068630414648
1011 => 0.0021696091184322
1012 => 0.0021718765921091
1013 => 0.0021869610786357
1014 => 0.0021885462448865
1015 => 0.0021642977707574
1016 => 0.0021711235741885
1017 => 0.0021607545546122
1018 => 0.0020971199006118
1019 => 0.0020959689515086
1020 => 0.0020803519811696
1021 => 0.0020798791055143
1022 => 0.0020533107431317
1023 => 0.0020495936455759
1024 => 0.0019968405494809
1025 => 0.0020315627970817
1026 => 0.0020082729363909
1027 => 0.0019731696228071
1028 => 0.001967117798314
1029 => 0.001966935873162
1030 => 0.0020029791272552
1031 => 0.0020311416106722
1101 => 0.0020086780734889
1102 => 0.0020035635615096
1103 => 0.0020581731687938
1104 => 0.0020512235984893
1105 => 0.0020452053154255
1106 => 0.0022003220821151
1107 => 0.002077535057368
1108 => 0.0020239929061399
1109 => 0.0019577243266164
1110 => 0.0019793017102644
1111 => 0.0019838483820368
1112 => 0.001824484394092
1113 => 0.0017598304440303
1114 => 0.0017376436448019
1115 => 0.0017248748281706
1116 => 0.0017306937382502
1117 => 0.0016724976000427
1118 => 0.0017116063673934
1119 => 0.0016612134309028
1120 => 0.0016527648911074
1121 => 0.0017428737040394
1122 => 0.0017554118189509
1123 => 0.0017019203254517
1124 => 0.0017362705237643
1125 => 0.0017238146643527
1126 => 0.0016620772731624
1127 => 0.0016597193589285
1128 => 0.0016287417062035
1129 => 0.0015802676781443
1130 => 0.0015581137465895
1201 => 0.0015465757866865
1202 => 0.0015513365738128
1203 => 0.0015489293741593
1204 => 0.0015332207681272
1205 => 0.0015498297730692
1206 => 0.001507400628757
1207 => 0.001490505001617
1208 => 0.0014828736388135
1209 => 0.0014452153311059
1210 => 0.001505146445394
1211 => 0.0015169536299011
1212 => 0.001528784078209
1213 => 0.0016317600537396
1214 => 0.0016266156650092
1215 => 0.0016731184337133
1216 => 0.0016713114216345
1217 => 0.0016580480787052
1218 => 0.0016020922166005
1219 => 0.0016243952259181
1220 => 0.0015557500298957
1221 => 0.0016071836781753
1222 => 0.001583711509021
1223 => 0.0015992477141733
1224 => 0.0015713122164662
1225 => 0.0015867728743258
1226 => 0.0015197535513654
1227 => 0.0014571718505723
1228 => 0.0014823565538452
1229 => 0.0015097352065229
1230 => 0.0015690991014793
1231 => 0.0015337424553848
]
'min_raw' => 0.0014452153311059
'max_raw' => 0.0043140029602009
'avg_raw' => 0.0028796091456534
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001445'
'max' => '$0.004314'
'avg' => '$0.002879'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0027377546688941
'max_diff' => 0.00013103296020088
'year' => 2026
]
1 => [
'items' => [
101 => 0.0015464580423032
102 => 0.0015038629546901
103 => 0.001415977122259
104 => 0.0014164745465262
105 => 0.0014029552259036
106 => 0.0013912725590326
107 => 0.0015378035915082
108 => 0.001519580141307
109 => 0.0014905434584377
110 => 0.0015294102123302
111 => 0.0015396871989577
112 => 0.0015399797703193
113 => 0.0015683359506632
114 => 0.0015834696491958
115 => 0.0015861370291554
116 => 0.0016307560916023
117 => 0.0016457118127949
118 => 0.0017073123117741
119 => 0.0015821856606086
120 => 0.0015796087595697
121 => 0.0015299571472632
122 => 0.0014984673097775
123 => 0.0015321132833766
124 => 0.001561919022852
125 => 0.0015308832946719
126 => 0.0015349359055722
127 => 0.0014932729762027
128 => 0.0015081655130293
129 => 0.0015209929719857
130 => 0.0015139104031131
131 => 0.0015033074547107
201 => 0.0015594752921152
202 => 0.0015563060826053
203 => 0.0016086108640893
204 => 0.001649386181607
205 => 0.0017224628400584
206 => 0.001646203537392
207 => 0.0016434243452995
208 => 0.0016705913937995
209 => 0.0016457076536613
210 => 0.0016614333184712
211 => 0.0017199291923397
212 => 0.0017211651179779
213 => 0.001700461771137
214 => 0.0016992019706002
215 => 0.0017031782748308
216 => 0.001726467612907
217 => 0.0017183296025741
218 => 0.0017277471141606
219 => 0.0017395238566055
220 => 0.001788237456593
221 => 0.0017999821406309
222 => 0.0017714486473394
223 => 0.0017740249023076
224 => 0.0017633525925547
225 => 0.001753043275057
226 => 0.0017762171152369
227 => 0.0018185677636486
228 => 0.0018183043024628
301 => 0.0018281288297154
302 => 0.001834249428803
303 => 0.0018079753369668
304 => 0.0017908718693066
305 => 0.0017974304271294
306 => 0.001807917703915
307 => 0.0017940295446118
308 => 0.0017083053917718
309 => 0.0017343086236634
310 => 0.0017299804143836
311 => 0.0017238165180408
312 => 0.0017499629687849
313 => 0.0017474410798259
314 => 0.00167190071453
315 => 0.0016767365636262
316 => 0.0016721947985304
317 => 0.0016868701707125
318 => 0.001644915135403
319 => 0.0016578202216927
320 => 0.001665914170836
321 => 0.001670681569062
322 => 0.00168790468049
323 => 0.0016858837471523
324 => 0.0016877790564362
325 => 0.001713316383951
326 => 0.0018424754231684
327 => 0.0018495052646996
328 => 0.001814887753956
329 => 0.0018287167666979
330 => 0.0018021680863061
331 => 0.0018199903933138
401 => 0.0018321839631309
402 => 0.0017770835658159
403 => 0.0017738208778856
404 => 0.001747162621646
405 => 0.0017614872585483
406 => 0.0017386957312588
407 => 0.0017442879748419
408 => 0.0017286515742606
409 => 0.0017567939821306
410 => 0.0017882615670173
411 => 0.0017962115216523
412 => 0.0017752986136783
413 => 0.0017601562900774
414 => 0.0017335713580257
415 => 0.0017777826925116
416 => 0.0017907114340312
417 => 0.0017777147833363
418 => 0.0017747031753879
419 => 0.0017689961837674
420 => 0.0017759139406388
421 => 0.0017906410213283
422 => 0.0017836960020416
423 => 0.001788283309636
424 => 0.0017708012234974
425 => 0.0018079840347844
426 => 0.0018670392876391
427 => 0.0018672291599336
428 => 0.0018602841032106
429 => 0.001857442335633
430 => 0.001864568385292
501 => 0.0018684339749061
502 => 0.0018914783128094
503 => 0.0019162058055065
504 => 0.0020315982244735
505 => 0.0019991964949778
506 => 0.0021015795138111
507 => 0.0021825511889371
508 => 0.0022068310538452
509 => 0.0021844947205857
510 => 0.00210808333109
511 => 0.0021043342237815
512 => 0.0022185250997447
513 => 0.0021862609470116
514 => 0.0021824232287077
515 => 0.0021415963898815
516 => 0.0021657301081302
517 => 0.0021604517099289
518 => 0.0021521195001401
519 => 0.0021981649533892
520 => 0.0022843579313654
521 => 0.0022709239474352
522 => 0.0022608961016159
523 => 0.0022169570002976
524 => 0.0022434181534448
525 => 0.0022339958436391
526 => 0.0022744800661099
527 => 0.0022504981095535
528 => 0.002186016514322
529 => 0.0021962854208968
530 => 0.0021947332963262
531 => 0.0022266759100043
601 => 0.0022170875302426
602 => 0.0021928610112897
603 => 0.0022840633331371
604 => 0.0022781411616503
605 => 0.0022865374468217
606 => 0.0022902337512179
607 => 0.0023457469973612
608 => 0.0023684889980804
609 => 0.0023736518303984
610 => 0.0023952549721522
611 => 0.0023731143245516
612 => 0.0024616927009683
613 => 0.0025205921525938
614 => 0.0025890068965949
615 => 0.0026889792257301
616 => 0.0027265697462807
617 => 0.002719779355203
618 => 0.0027955772341849
619 => 0.0029317843378232
620 => 0.0027473107051584
621 => 0.0029415618882914
622 => 0.0028800642064492
623 => 0.0027342543090976
624 => 0.0027248658706939
625 => 0.0028236100260681
626 => 0.0030426150589155
627 => 0.0029877567821218
628 => 0.0030427047874039
629 => 0.0029786050205072
630 => 0.0029754219268055
701 => 0.0030395916047991
702 => 0.0031895275551383
703 => 0.0031182986053972
704 => 0.0030161744398883
705 => 0.0030915813344721
706 => 0.003026256903805
707 => 0.0028790626783552
708 => 0.0029877148330314
709 => 0.0029150622314346
710 => 0.0029362661230053
711 => 0.0030889710853028
712 => 0.003070597220232
713 => 0.0030943747030077
714 => 0.0030524080682736
715 => 0.003013204613901
716 => 0.0029400284550277
717 => 0.0029183646019264
718 => 0.0029243517115398
719 => 0.0029183616350122
720 => 0.0028774202466463
721 => 0.0028685789577267
722 => 0.0028538430888484
723 => 0.0028584103507893
724 => 0.0028307026061675
725 => 0.002882992844981
726 => 0.0028926983740848
727 => 0.0029307508492493
728 => 0.0029347015834551
729 => 0.0030406771851449
730 => 0.0029823076045818
731 => 0.0030214669586107
801 => 0.0030179641774042
802 => 0.0027374144517074
803 => 0.0027760717285973
804 => 0.0028362103201161
805 => 0.0028091179661528
806 => 0.0027708157162832
807 => 0.0027398845958768
808 => 0.0026930207855916
809 => 0.0027589806986282
810 => 0.0028457109702166
811 => 0.0029369012062693
812 => 0.0030464602998656
813 => 0.0030220079855834
814 => 0.0029348530752222
815 => 0.0029387627808343
816 => 0.0029629310425159
817 => 0.0029316309477201
818 => 0.0029223999387145
819 => 0.0029616628436303
820 => 0.0029619332256779
821 => 0.0029259186838726
822 => 0.0028858951112476
823 => 0.0028857274110169
824 => 0.0028786056028502
825 => 0.0029798719743588
826 => 0.0030355582395036
827 => 0.0030419425800596
828 => 0.0030351285225165
829 => 0.0030377509828245
830 => 0.0030053483720999
831 => 0.0030794111315207
901 => 0.003147378443613
902 => 0.0031291617520624
903 => 0.0031018523417728
904 => 0.0030800990810777
905 => 0.0031240373751712
906 => 0.0031220808721005
907 => 0.0031467848084352
908 => 0.0031456640951862
909 => 0.0031373570905589
910 => 0.0031291620487317
911 => 0.0031616544632511
912 => 0.0031522971696817
913 => 0.0031429253416509
914 => 0.0031241287057799
915 => 0.0031266834807739
916 => 0.003099378785839
917 => 0.0030867463845843
918 => 0.0028967853790823
919 => 0.0028460215912573
920 => 0.0028619929122992
921 => 0.0028672510858814
922 => 0.0028451586203644
923 => 0.002876833540827
924 => 0.002871897038025
925 => 0.0028911020826702
926 => 0.002879103604562
927 => 0.0028795960262888
928 => 0.0029148809920599
929 => 0.0029251243677363
930 => 0.0029199145041931
1001 => 0.0029235633140351
1002 => 0.0030076485967767
1003 => 0.0029956943584668
1004 => 0.0029893439076215
1005 => 0.0029911030259054
1006 => 0.0030125886184547
1007 => 0.0030186034112987
1008 => 0.0029931183113669
1009 => 0.0030051372318223
1010 => 0.0030563122696934
1011 => 0.003074220636692
1012 => 0.0031313755476477
1013 => 0.0031070951256262
1014 => 0.0031516628910787
1015 => 0.0032886490078088
1016 => 0.0033980829965712
1017 => 0.0032974429779545
1018 => 0.0034984045619821
1019 => 0.0036548819813746
1020 => 0.0036488761173915
1021 => 0.0036215906599325
1022 => 0.0034434452781215
1023 => 0.0032795132417811
1024 => 0.0034166493511018
1025 => 0.0034169989392468
1026 => 0.0034052188258361
1027 => 0.0033320535531686
1028 => 0.0034026728329422
1029 => 0.0034082783349191
1030 => 0.0034051407444353
1031 => 0.0033490451014262
1101 => 0.003263397422759
1102 => 0.003280132774159
1103 => 0.0033075456211441
1104 => 0.0032556473828823
1105 => 0.0032390627511325
1106 => 0.0032698967369107
1107 => 0.0033692502636039
1108 => 0.0033504680548983
1109 => 0.0033499775755242
1110 => 0.0034303358292626
1111 => 0.0033728166619824
1112 => 0.0032803438605342
1113 => 0.0032569932586021
1114 => 0.0031741143525934
1115 => 0.0032313591081781
1116 => 0.0032334192450207
1117 => 0.0032020668774142
1118 => 0.0032828879323727
1119 => 0.003282143152123
1120 => 0.0033588707151795
1121 => 0.003505544998187
1122 => 0.0034621661952985
1123 => 0.0034117213671396
1124 => 0.0034172061186439
1125 => 0.0034773603051251
1126 => 0.0034409897107921
1127 => 0.003454068830099
1128 => 0.0034773405083116
1129 => 0.0034913808895805
1130 => 0.0034151859238485
1201 => 0.0033974212325098
1202 => 0.0033610809085903
1203 => 0.003351600396404
1204 => 0.0033811988319707
1205 => 0.003373400689927
1206 => 0.0032332460984964
1207 => 0.0032185991638791
1208 => 0.0032190483644528
1209 => 0.0031822179509338
1210 => 0.0031260427300054
1211 => 0.0032736678565572
1212 => 0.0032618114928828
1213 => 0.0032487229849959
1214 => 0.00325032625253
1215 => 0.0033144053164864
1216 => 0.0032772362233214
1217 => 0.0033760563493952
1218 => 0.0033557419022793
1219 => 0.0033349064662483
1220 => 0.003332026374326
1221 => 0.0033240065090499
1222 => 0.0032965034069579
1223 => 0.0032632917585016
1224 => 0.003241362551447
1225 => 0.0029899856159337
1226 => 0.0030366397129726
1227 => 0.0030903109989611
1228 => 0.0031088381118102
1229 => 0.0030771462032447
1230 => 0.0032977547966725
1231 => 0.0033380621125291
]
'min_raw' => 0.0013912725590326
'max_raw' => 0.0036548819813746
'avg_raw' => 0.0025230772702036
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001391'
'max' => '$0.003654'
'avg' => '$0.002523'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.3942772073339E-5
'max_diff' => -0.00065912097882627
'year' => 2027
]
2 => [
'items' => [
101 => 0.0032159686236184
102 => 0.0031931299168875
103 => 0.0032992520984836
104 => 0.0032352474500721
105 => 0.0032640687393327
106 => 0.0032017728763535
107 => 0.0033283532604752
108 => 0.0033273889300284
109 => 0.0032781463016574
110 => 0.0033197658339576
111 => 0.003312533416014
112 => 0.0032569386098624
113 => 0.0033301157149929
114 => 0.0033301520099241
115 => 0.0032827570507441
116 => 0.0032274101145125
117 => 0.0032175153895506
118 => 0.003210061043461
119 => 0.0032622354271544
120 => 0.0033090148164288
121 => 0.0033960596622744
122 => 0.0034179448046545
123 => 0.0035033639723405
124 => 0.0034525010169673
125 => 0.0034750479062987
126 => 0.0034995257441201
127 => 0.0035112613197144
128 => 0.0034921388290492
129 => 0.0036248299563977
130 => 0.003636033153097
131 => 0.003639789488043
201 => 0.0035950467864793
202 => 0.0036347887776275
203 => 0.0036161948160857
204 => 0.0036645711384663
205 => 0.0036721571635155
206 => 0.0036657320701795
207 => 0.0036681399942673
208 => 0.0035549115253943
209 => 0.0035490400319555
210 => 0.003468981802295
211 => 0.0035016061226422
212 => 0.0034406165194775
213 => 0.0034599569509036
214 => 0.0034684820287938
215 => 0.0034640290118978
216 => 0.0035034506527655
217 => 0.0034699342047188
218 => 0.0033814787877094
219 => 0.0032929992710807
220 => 0.0032918884828233
221 => 0.0032685933878881
222 => 0.0032517553009595
223 => 0.0032549989138652
224 => 0.0032664298288159
225 => 0.0032510909154023
226 => 0.0032543642502817
227 => 0.0033087234193967
228 => 0.0033196247630908
229 => 0.0032825777377882
301 => 0.0031338285853379
302 => 0.0030973251702176
303 => 0.0031235631011119
304 => 0.0031110230600836
305 => 0.002510838414882
306 => 0.0026518428946074
307 => 0.0025680628208143
308 => 0.002606672533354
309 => 0.0025211547727561
310 => 0.0025619683304833
311 => 0.0025544315566436
312 => 0.0027811625874162
313 => 0.002777622494229
314 => 0.0027793169495001
315 => 0.0026984361845289
316 => 0.0028272814392801
317 => 0.0028907552448961
318 => 0.0028790079327772
319 => 0.0028819644781516
320 => 0.0028311612331157
321 => 0.0027798088359625
322 => 0.0027228511244423
323 => 0.0028286715122609
324 => 0.0028169060915497
325 => 0.0028438917335963
326 => 0.0029125238192942
327 => 0.0029226301546212
328 => 0.0029362131717889
329 => 0.0029313446270393
330 => 0.0030473331148007
331 => 0.0030332861436161
401 => 0.0030671353025815
402 => 0.0029975050144478
403 => 0.0029187117340568
404 => 0.0029336877607127
405 => 0.0029322454489161
406 => 0.0029138831643375
407 => 0.002897306514853
408 => 0.0028697110639035
409 => 0.0029570271540661
410 => 0.0029534822802634
411 => 0.0030108696666641
412 => 0.0030007258886865
413 => 0.0029329832567482
414 => 0.0029354026981005
415 => 0.002951674603939
416 => 0.0030079918558353
417 => 0.003024710650569
418 => 0.0030169658387196
419 => 0.0030352972339031
420 => 0.003049785621225
421 => 0.0030371167522836
422 => 0.0032164812202135
423 => 0.0031419965878819
424 => 0.0031782998794196
425 => 0.0031869580005399
426 => 0.0031647804053509
427 => 0.0031695899316272
428 => 0.0031768750534185
429 => 0.0032211088863616
430 => 0.0033371912631672
501 => 0.0033886033576549
502 => 0.0035432791805492
503 => 0.0033843342988986
504 => 0.0033749031674007
505 => 0.0034027649538664
506 => 0.003493576036004
507 => 0.0035671698886254
508 => 0.0035915852152711
509 => 0.0035948121037404
510 => 0.003640616879628
511 => 0.0036668713229583
512 => 0.00363505497505
513 => 0.0036080939515083
514 => 0.0035115229117072
515 => 0.0035227012725184
516 => 0.0035997090934604
517 => 0.0037084871762791
518 => 0.003801830087768
519 => 0.0037691446534935
520 => 0.0040185114446875
521 => 0.0040432351434624
522 => 0.0040398191277046
523 => 0.0040961433928935
524 => 0.0039843511967307
525 => 0.0039365578669993
526 => 0.0036139232308186
527 => 0.0037045704034896
528 => 0.0038363313924887
529 => 0.0038188923315163
530 => 0.0037232039793239
531 => 0.0038017574995723
601 => 0.0037757852491825
602 => 0.0037552998577103
603 => 0.0038491474073326
604 => 0.0037459581714781
605 => 0.0038353020009254
606 => 0.0037207176155156
607 => 0.003769293957804
608 => 0.0037417196765478
609 => 0.0037595636158974
610 => 0.0036552483110714
611 => 0.0037115343174446
612 => 0.0036529066281551
613 => 0.0036528788309968
614 => 0.0036515846215063
615 => 0.0037205598379605
616 => 0.0037228091172928
617 => 0.0036718363281173
618 => 0.0036644903528525
619 => 0.003691652273588
620 => 0.0036598527781251
621 => 0.0036747315619085
622 => 0.0036603034413286
623 => 0.0036570553674834
624 => 0.0036311741624702
625 => 0.003620023827732
626 => 0.0036243961612916
627 => 0.0036094711327602
628 => 0.0036004782632082
629 => 0.0036497957134051
630 => 0.0036234473892252
701 => 0.0036457574548364
702 => 0.0036203323193177
703 => 0.0035321977224056
704 => 0.003481510583715
705 => 0.0033150325002295
706 => 0.0033622454781906
707 => 0.0033935477314241
708 => 0.0033832023369172
709 => 0.0034054282474543
710 => 0.0034067927378499
711 => 0.003399566867768
712 => 0.0033912002359043
713 => 0.0033871278222169
714 => 0.0034174802573772
715 => 0.0034351008676038
716 => 0.0033966893313062
717 => 0.0033876900457862
718 => 0.0034265262297421
719 => 0.0034502162795202
720 => 0.0036251302967929
721 => 0.0036121721014285
722 => 0.0036446946288758
723 => 0.0036410330913841
724 => 0.0036751218813937
725 => 0.0037308426460618
726 => 0.0036175467517206
727 => 0.003637211001501
728 => 0.0036323897815687
729 => 0.0036850265965978
730 => 0.0036851909229888
731 => 0.003653632522975
801 => 0.0036707408435991
802 => 0.0036611914483689
803 => 0.0036784484962279
804 => 0.0036119990368292
805 => 0.003692927305601
806 => 0.0037388084190921
807 => 0.0037394454783975
808 => 0.0037611927620572
809 => 0.0037832892617733
810 => 0.0038257015687787
811 => 0.0037821064055502
812 => 0.0037036829508058
813 => 0.0037093448709321
814 => 0.0036633652281094
815 => 0.0036641381542122
816 => 0.0036600122141004
817 => 0.0036723944709622
818 => 0.0036147162458957
819 => 0.0036282532100332
820 => 0.0036093013809683
821 => 0.0036371698039258
822 => 0.0036071879876389
823 => 0.0036323874566305
824 => 0.0036432627120716
825 => 0.0036833926387769
826 => 0.0036012607648358
827 => 0.0034337883140309
828 => 0.0034689930535973
829 => 0.003416922478506
830 => 0.0034217418084773
831 => 0.0034314776220102
901 => 0.0033999206649903
902 => 0.0034059407379157
903 => 0.0034057256585482
904 => 0.0034038722207544
905 => 0.003395663037446
906 => 0.0033837580975115
907 => 0.0034311837140635
908 => 0.0034392422504644
909 => 0.0034571553786424
910 => 0.0035104526975089
911 => 0.0035051270385168
912 => 0.0035138134092924
913 => 0.0034948511106612
914 => 0.0034226214151257
915 => 0.0034265438351008
916 => 0.0033776311951584
917 => 0.0034559045724684
918 => 0.0034373684035633
919 => 0.0034254180148853
920 => 0.0034221572406149
921 => 0.0034755866732261
922 => 0.0034915735968671
923 => 0.0034816116188965
924 => 0.0034611793114416
925 => 0.0035004153820245
926 => 0.0035109132992755
927 => 0.0035132633957998
928 => 0.0035827821901023
929 => 0.0035171487241438
930 => 0.0035329473517406
1001 => 0.0036562037343332
1002 => 0.0035444272035398
1003 => 0.0036036377248152
1004 => 0.0036007396779154
1005 => 0.0036310297770251
1006 => 0.0035982550056867
1007 => 0.0035986612882576
1008 => 0.003625556844238
1009 => 0.0035877868865027
1010 => 0.0035784345138073
1011 => 0.0035655142779116
1012 => 0.0035937251403125
1013 => 0.0036106362764543
1014 => 0.0037469276138961
1015 => 0.0038349780335236
1016 => 0.0038311555325911
1017 => 0.0038660860356922
1018 => 0.0038503495241184
1019 => 0.0037995321771647
1020 => 0.0038862711918994
1021 => 0.0038588233383229
1022 => 0.0038610861060226
1023 => 0.0038610018856958
1024 => 0.0038792523087912
1025 => 0.0038663202114014
1026 => 0.0038408297199935
1027 => 0.0038577514977815
1028 => 0.0039080031281655
1029 => 0.004063985730786
1030 => 0.004151275661707
1031 => 0.0040587307673401
1101 => 0.0041225669962489
1102 => 0.0040842880060777
1103 => 0.0040773315748622
1104 => 0.0041174254440772
1105 => 0.0041575894923027
1106 => 0.0041550312160647
1107 => 0.0041258741794997
1108 => 0.0041094041093765
1109 => 0.0042341209982274
1110 => 0.0043260102774359
1111 => 0.0043197440446275
1112 => 0.004347401158356
1113 => 0.0044286032996653
1114 => 0.0044360274058083
1115 => 0.0044350921390754
1116 => 0.0044166907173747
1117 => 0.0044966447709243
1118 => 0.0045633438490531
1119 => 0.0044124313199192
1120 => 0.0044698968354233
1121 => 0.0044956949567564
1122 => 0.004533574252831
1123 => 0.0045974829746161
1124 => 0.0046669047974259
1125 => 0.0046767218043428
1126 => 0.0046697561681482
1127 => 0.0046239706098464
1128 => 0.0046999327967395
1129 => 0.004744429664289
1130 => 0.004770926530622
1201 => 0.0048381181749844
1202 => 0.004495854277171
1203 => 0.0042535828786792
1204 => 0.0042157487013633
1205 => 0.0042926859886907
1206 => 0.0043129737377956
1207 => 0.0043047957715701
1208 => 0.0040320972862157
1209 => 0.0042143130002742
1210 => 0.0044103617874687
1211 => 0.0044178928198187
1212 => 0.004516038941875
1213 => 0.0045479993423621
1214 => 0.0046270198349238
1215 => 0.0046220770815991
1216 => 0.0046413173140472
1217 => 0.0046368943178017
1218 => 0.0047832631405444
1219 => 0.0049447296880101
1220 => 0.0049391386149035
1221 => 0.0049159258883199
1222 => 0.0049504007456547
1223 => 0.0051170515264461
1224 => 0.0051017089930751
1225 => 0.0051166129573711
1226 => 0.0053131036199506
1227 => 0.0055685694317747
1228 => 0.0054498799138342
1229 => 0.0057074020157763
1230 => 0.0058694985282888
1231 => 0.0061498276855869
]
'min_raw' => 0.002510838414882
'max_raw' => 0.0061498276855869
'avg_raw' => 0.0043303330502344
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.00251'
'max' => '$0.006149'
'avg' => '$0.00433'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0011195658558494
'max_diff' => 0.0024949457042123
'year' => 2028
]
3 => [
'items' => [
101 => 0.006114729094443
102 => 0.0062238591782287
103 => 0.0060518952909983
104 => 0.0056570314462816
105 => 0.0055945427313771
106 => 0.0057196467210822
107 => 0.0060272026723034
108 => 0.0057099606896796
109 => 0.0057741383295875
110 => 0.0057556551649766
111 => 0.0057546702756828
112 => 0.0057922594941901
113 => 0.0057377343722235
114 => 0.0055155892164497
115 => 0.0056173970322312
116 => 0.0055780841453451
117 => 0.0056217047243151
118 => 0.0058571069985211
119 => 0.0057530300418053
120 => 0.0056433934224306
121 => 0.00578090207344
122 => 0.0059559978392739
123 => 0.0059450406609253
124 => 0.0059237791551839
125 => 0.0060436291498321
126 => 0.0062415862282372
127 => 0.0062950932310741
128 => 0.0063345910066659
129 => 0.0063400370825996
130 => 0.0063961350494341
131 => 0.0060944821432568
201 => 0.0065732130523563
202 => 0.0066558766556833
203 => 0.0066403393243131
204 => 0.0067322164403949
205 => 0.0067051838621462
206 => 0.0066660178975453
207 => 0.006811662669358
208 => 0.0066446926914018
209 => 0.0064076998286287
210 => 0.0062776808569241
211 => 0.006448900327196
212 => 0.0065534580829551
213 => 0.0066225641083895
214 => 0.006643475549931
215 => 0.0061178985996676
216 => 0.0058346417733097
217 => 0.006016206151459
218 => 0.0062377272237052
219 => 0.0060932515825156
220 => 0.0060989147541217
221 => 0.0058929304573159
222 => 0.0062559522633445
223 => 0.0062030630397001
224 => 0.0064774524255266
225 => 0.0064119671964867
226 => 0.0066357210888937
227 => 0.0065767991902134
228 => 0.0068213806973562
301 => 0.0069189508823355
302 => 0.0070827864085023
303 => 0.0072033044884812
304 => 0.0072740750101883
305 => 0.0072698262135186
306 => 0.0075502542782561
307 => 0.0073848956458907
308 => 0.0071771662316025
309 => 0.0071734090618759
310 => 0.0072809950690843
311 => 0.0075064658254136
312 => 0.0075649271120636
313 => 0.0075975989958656
314 => 0.0075475608685064
315 => 0.0073680759244338
316 => 0.0072905752355925
317 => 0.0073566080678964
318 => 0.0072758555882547
319 => 0.0074152570232602
320 => 0.0076066849680626
321 => 0.0075671558544491
322 => 0.0076992957547233
323 => 0.0078360466499842
324 => 0.0080316065720743
325 => 0.0080827331772716
326 => 0.008167243511492
327 => 0.0082542324056035
328 => 0.0082821708939757
329 => 0.008335514137082
330 => 0.0083352329918599
331 => 0.0084959864453751
401 => 0.0086733024827224
402 => 0.0087402351819453
403 => 0.0088941432331178
404 => 0.0086305810890662
405 => 0.0088304960029131
406 => 0.0090108242593977
407 => 0.0087958294779553
408 => 0.0090921496968142
409 => 0.0091036551394365
410 => 0.0092773736631416
411 => 0.0091012766589243
412 => 0.0089967108199415
413 => 0.0092985884790538
414 => 0.0094446575692411
415 => 0.009400660370527
416 => 0.0090658395159031
417 => 0.00887095941737
418 => 0.0083609206099454
419 => 0.0089650836093767
420 => 0.0092593537827234
421 => 0.0090650774272446
422 => 0.0091630591205674
423 => 0.0096976154686657
424 => 0.0099011399160611
425 => 0.0098588082537462
426 => 0.0098659616078389
427 => 0.0099757797054235
428 => 0.010462773628044
429 => 0.010170955581179
430 => 0.010394039543794
501 => 0.010512362473176
502 => 0.010622267404194
503 => 0.010352375629423
504 => 0.010001250395944
505 => 0.0098900342952664
506 => 0.0090457604724607
507 => 0.0090018123534883
508 => 0.0089771429425448
509 => 0.0088216057961034
510 => 0.0086993962042105
511 => 0.008602210599386
512 => 0.0083471665502482
513 => 0.0084332364299356
514 => 0.00802674944744
515 => 0.0082868054138266
516 => 0.0076380423747922
517 => 0.0081783515117978
518 => 0.0078842858133676
519 => 0.0080817430209919
520 => 0.0080810541113961
521 => 0.0077174727882951
522 => 0.007507766668879
523 => 0.0076413995700552
524 => 0.0077846646479089
525 => 0.0078079089247891
526 => 0.0079936558378276
527 => 0.0080454938086402
528 => 0.0078884223369948
529 => 0.0076245982028218
530 => 0.0076858785320024
531 => 0.0075065248249641
601 => 0.0071922143521202
602 => 0.007417957621051
603 => 0.0074950362982949
604 => 0.0075290786332412
605 => 0.0072199903820009
606 => 0.0071228681428288
607 => 0.0070711610776281
608 => 0.0075846987909508
609 => 0.0076128315461324
610 => 0.0074689003930523
611 => 0.0081194828530863
612 => 0.0079722360055632
613 => 0.0081367468106
614 => 0.0076803179844393
615 => 0.0076977541802615
616 => 0.0074816734593606
617 => 0.0076026642245461
618 => 0.0075171518514274
619 => 0.0075928893663732
620 => 0.0076382861205542
621 => 0.007854331384735
622 => 0.0081808184016765
623 => 0.0078220614267411
624 => 0.0076657458752672
625 => 0.0077627231642496
626 => 0.0080209864643273
627 => 0.0084122685842001
628 => 0.0081806216939489
629 => 0.0082834226502231
630 => 0.0083058800858728
701 => 0.0081350722450355
702 => 0.0084185665129296
703 => 0.0085704933941973
704 => 0.0087263389375396
705 => 0.0088616552561308
706 => 0.0086640908004117
707 => 0.0088755130877834
708 => 0.0087051440452196
709 => 0.0085523054016119
710 => 0.0085525371947452
711 => 0.0084566592809939
712 => 0.008270883741706
713 => 0.0082366238819532
714 => 0.0084148479989307
715 => 0.0085577668628599
716 => 0.0085695383450283
717 => 0.0086486655715359
718 => 0.0086954922491078
719 => 0.0091544573470941
720 => 0.0093390569062626
721 => 0.0095647817529229
722 => 0.0096527143018525
723 => 0.0099173597485668
724 => 0.0097036370568927
725 => 0.0096573968081702
726 => 0.0090154535193072
727 => 0.0091205716968962
728 => 0.0092888760416116
729 => 0.0090182287959612
730 => 0.0091898921789178
731 => 0.009223782167041
801 => 0.0090090323061184
802 => 0.0091237394856309
803 => 0.0088191112251543
804 => 0.0081874584653019
805 => 0.0084192697230188
806 => 0.008589960835524
807 => 0.0083463635719166
808 => 0.0087830022384169
809 => 0.0085279269434991
810 => 0.0084470803207836
811 => 0.0081316688216683
812 => 0.0082805309079488
813 => 0.0084818690111428
814 => 0.0083574654714357
815 => 0.0086156214956135
816 => 0.008981239273546
817 => 0.0092418002750159
818 => 0.0092618029133099
819 => 0.0090942796455961
820 => 0.0093627367512267
821 => 0.0093646921681599
822 => 0.0090618714563292
823 => 0.0088763954564456
824 => 0.0088342549190272
825 => 0.0089395302436373
826 => 0.0090673539226111
827 => 0.0092688962378854
828 => 0.0093906840379957
829 => 0.0097082420294254
830 => 0.0097941641168052
831 => 0.0098885664408864
901 => 0.010014717058457
902 => 0.010166193219206
903 => 0.0098347720030309
904 => 0.0098479399857959
905 => 0.0095393251381329
906 => 0.0092095259135589
907 => 0.0094598024149568
908 => 0.0097870056476469
909 => 0.0097119448645404
910 => 0.0097034989930882
911 => 0.0097177026061813
912 => 0.009661109226975
913 => 0.0094051394702733
914 => 0.0092765930609131
915 => 0.0094424507246743
916 => 0.009530596691488
917 => 0.00966730339888
918 => 0.0096504514116654
919 => 0.010002593208679
920 => 0.010139424862783
921 => 0.010104417470306
922 => 0.010110859673022
923 => 0.010358586846846
924 => 0.010634110413117
925 => 0.010892174591467
926 => 0.011154688557798
927 => 0.010838217725291
928 => 0.010677533353751
929 => 0.010843318609245
930 => 0.010755350619083
1001 => 0.011260840783551
1002 => 0.011295839825793
1003 => 0.011801293437568
1004 => 0.01228102910344
1005 => 0.011979715727063
1006 => 0.012263840669534
1007 => 0.012571144959863
1008 => 0.013163984794231
1009 => 0.012964337194372
1010 => 0.012811410261758
1011 => 0.012666895049374
1012 => 0.0129676082652
1013 => 0.013354471013349
1014 => 0.013437797543975
1015 => 0.013572818356774
1016 => 0.013430860481675
1017 => 0.013601833106084
1018 => 0.014205441599426
1019 => 0.014042341256325
1020 => 0.013810712549434
1021 => 0.014287203483751
1022 => 0.014459643700569
1023 => 0.015669919449838
1024 => 0.017197942577289
1025 => 0.016565330968984
1026 => 0.01617264852946
1027 => 0.0162649382173
1028 => 0.016822920536597
1029 => 0.017002126748082
1030 => 0.016514982489181
1031 => 0.016687050076908
1101 => 0.017635159402595
1102 => 0.018143789636837
1103 => 0.017453001460582
1104 => 0.015547144279351
1105 => 0.013789856918683
1106 => 0.014255968658413
1107 => 0.014203126052259
1108 => 0.015221751243663
1109 => 0.014038451367083
1110 => 0.014058375102263
1111 => 0.015098064383882
1112 => 0.014820693108333
1113 => 0.014371387164972
1114 => 0.013793137349301
1115 => 0.0127241890834
1116 => 0.011777391794464
1117 => 0.013634279312461
1118 => 0.013554206946155
1119 => 0.013438250293682
1120 => 0.013696299275939
1121 => 0.014949311885296
1122 => 0.014920425889044
1123 => 0.014736667918656
1124 => 0.014876046719627
1125 => 0.014346953387275
1126 => 0.014483312786253
1127 => 0.013789578555387
1128 => 0.014103175400639
1129 => 0.014370423156211
1130 => 0.014424077099813
1201 => 0.014544962174386
1202 => 0.013512012447627
1203 => 0.013975776549131
1204 => 0.014248194509945
1205 => 0.013017400252338
1206 => 0.014223865664777
1207 => 0.01349403109099
1208 => 0.013246314274899
1209 => 0.013579832333557
1210 => 0.013449860021741
1211 => 0.013338117460272
1212 => 0.013275763190991
1213 => 0.013520662044225
1214 => 0.013509237220004
1215 => 0.013108535163295
1216 => 0.012585835665025
1217 => 0.01276127077367
1218 => 0.012697533553986
1219 => 0.012466541647587
1220 => 0.012622202302431
1221 => 0.011936751556552
1222 => 0.010757469174896
1223 => 0.011536539238614
1224 => 0.011506545888626
1225 => 0.011491421881472
1226 => 0.012076871502441
1227 => 0.012020594030006
1228 => 0.011918449866465
1229 => 0.012464665689921
1230 => 0.01226528956672
1231 => 0.012879719799503
]
'min_raw' => 0.0055155892164497
'max_raw' => 0.018143789636837
'avg_raw' => 0.011829689426643
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.005515'
'max' => '$0.018143'
'avg' => '$0.011829'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0030047508015677
'max_diff' => 0.01199396195125
'year' => 2029
]
4 => [
'items' => [
101 => 0.01328442328967
102 => 0.013181777393777
103 => 0.01356240298238
104 => 0.012765312444244
105 => 0.013030073947291
106 => 0.013084640926126
107 => 0.012457925471446
108 => 0.012029801720492
109 => 0.012001250747271
110 => 0.011258943162202
111 => 0.011655477882448
112 => 0.012004412026543
113 => 0.011837299649905
114 => 0.011784396863802
115 => 0.01205466572479
116 => 0.012075667929985
117 => 0.011596815425825
118 => 0.011696384024726
119 => 0.012111601634048
120 => 0.01168592160631
121 => 0.010858894846853
122 => 0.010653780775968
123 => 0.01062641477791
124 => 0.010070129149868
125 => 0.010667487478976
126 => 0.010406724560112
127 => 0.011230471496383
128 => 0.010759951664228
129 => 0.01073966849468
130 => 0.010709007509014
131 => 0.010230189489089
201 => 0.01033502020498
202 => 0.01068349347077
203 => 0.010807832657837
204 => 0.010794863061945
205 => 0.010681785761659
206 => 0.010733551970681
207 => 0.01056679497488
208 => 0.010507909608916
209 => 0.010322051196238
210 => 0.010048890674298
211 => 0.010086875320264
212 => 0.0095456728499629
213 => 0.0092507970203535
214 => 0.0091691792771185
215 => 0.0090600366198245
216 => 0.0091815072306774
217 => 0.009544139691363
218 => 0.009106728007008
219 => 0.0083568163550434
220 => 0.0084018873231138
221 => 0.0085031484066773
222 => 0.0083144490473657
223 => 0.0081358609401141
224 => 0.0082911288100583
225 => 0.0079733813572103
226 => 0.0085415466682976
227 => 0.0085261793888976
228 => 0.0087379562817638
301 => 0.0088703847189723
302 => 0.0085651800454223
303 => 0.0084884218953856
304 => 0.0085321468261099
305 => 0.0078094711197242
306 => 0.0086788982587298
307 => 0.0086864171007317
308 => 0.0086220362106903
309 => 0.0090849793216594
310 => 0.010061933681382
311 => 0.009694364153356
312 => 0.0095520301222568
313 => 0.0092814530250915
314 => 0.0096419809417859
315 => 0.0096142980228954
316 => 0.0094891053652373
317 => 0.0094133884552608
318 => 0.0095528991834997
319 => 0.0093961015321352
320 => 0.0093679363654388
321 => 0.0091972860992623
322 => 0.0091363717183297
323 => 0.0090912731357585
324 => 0.0090416240276429
325 => 0.0091511375883591
326 => 0.0089029654520676
327 => 0.0086036941843145
328 => 0.0085788130165608
329 => 0.0086475121083033
330 => 0.0086171178742531
331 => 0.0085786675006617
401 => 0.0085052552661394
402 => 0.0084834754243608
403 => 0.008554249344064
404 => 0.008474349715095
405 => 0.0085922459699968
406 => 0.0085601847121609
407 => 0.0083810931321364
408 => 0.0081578787152306
409 => 0.0081558916387121
410 => 0.0081078004587347
411 => 0.0080465491104763
412 => 0.0080295103866318
413 => 0.0082780525831289
414 => 0.0087925274916359
415 => 0.0086915237567548
416 => 0.0087645093064855
417 => 0.0091235259747069
418 => 0.0092376465775266
419 => 0.0091566464767398
420 => 0.0090457685429141
421 => 0.0090506466092874
422 => 0.0094295500742027
423 => 0.009453181818537
424 => 0.0095128916125802
425 => 0.0095896355719114
426 => 0.0091697163048641
427 => 0.0090308684495722
428 => 0.0089650746327492
429 => 0.0087624551423458
430 => 0.0089809628914636
501 => 0.0088536477834874
502 => 0.0088708269412567
503 => 0.0088596389922226
504 => 0.0088657483689211
505 => 0.0085413878545139
506 => 0.0086595677780771
507 => 0.0084630707337801
508 => 0.0081999832492948
509 => 0.0081991012877964
510 => 0.0082634915769084
511 => 0.0082251897133524
512 => 0.0081221203833539
513 => 0.0081367608952067
514 => 0.0080084946059059
515 => 0.0081523347450639
516 => 0.0081564595655702
517 => 0.008101073276969
518 => 0.0083226788574561
519 => 0.0084134708445945
520 => 0.008377014402948
521 => 0.0084109129634632
522 => 0.0086957209179436
523 => 0.0087421570415662
524 => 0.0087627809002812
525 => 0.0087351476617408
526 => 0.0084161187300418
527 => 0.0084302690197784
528 => 0.0083264435825558
529 => 0.0082387220289578
530 => 0.0082422304310628
531 => 0.0082873307126159
601 => 0.0084842862872549
602 => 0.0088987676829175
603 => 0.008914496948901
604 => 0.008933561278128
605 => 0.0088560170701976
606 => 0.0088326289950877
607 => 0.0088634839031321
608 => 0.0090191413229465
609 => 0.0094195344672864
610 => 0.0092780087887177
611 => 0.0091629462090629
612 => 0.0092638871120689
613 => 0.0092483480512521
614 => 0.0091171827400001
615 => 0.0091135013665728
616 => 0.0088617531981935
617 => 0.0087686876323721
618 => 0.0086909150797349
619 => 0.0086059894825589
620 => 0.0085556427418212
621 => 0.0086329982177788
622 => 0.0086506903303734
623 => 0.0084815512302498
624 => 0.0084584981958935
625 => 0.0085966208361754
626 => 0.0085358382119184
627 => 0.0085983546483033
628 => 0.0086128589978006
629 => 0.008610523463468
630 => 0.0085470594229038
701 => 0.0085875095098345
702 => 0.008491832995492
703 => 0.0083877991562924
704 => 0.0083214320484202
705 => 0.0082635179444824
706 => 0.0082956520553346
707 => 0.0081810998176033
708 => 0.008144452251272
709 => 0.0085738059305381
710 => 0.0088909741097419
711 => 0.0088863623588039
712 => 0.0088582895110148
713 => 0.0088165789535695
714 => 0.0090160899358703
715 => 0.0089465842989847
716 => 0.0089971554572093
717 => 0.0090100279394423
718 => 0.0090489890662179
719 => 0.0090629143202182
720 => 0.0090208225309186
721 => 0.00887955734495
722 => 0.0085275379326071
723 => 0.0083636719459033
724 => 0.0083095934408871
725 => 0.0083115590918347
726 => 0.0082573376636467
727 => 0.0082733083042821
728 => 0.0082517837265912
729 => 0.0082110213837994
730 => 0.0082931350955325
731 => 0.0083025979358675
801 => 0.0082834316143632
802 => 0.0082879459769085
803 => 0.0081292570208959
804 => 0.0081413217975673
805 => 0.0080741435879436
806 => 0.0080615484834845
807 => 0.0078917278194317
808 => 0.0075908658971633
809 => 0.0077575726074734
810 => 0.0075562143439295
811 => 0.0074799569184498
812 => 0.0078409477102077
813 => 0.0078047142470412
814 => 0.007742698308408
815 => 0.0076509638099153
816 => 0.0076169385920886
817 => 0.0074102121396482
818 => 0.0073979976379953
819 => 0.0075004568499085
820 => 0.0074531754490168
821 => 0.007386774455298
822 => 0.0071462767870094
823 => 0.0068758777818114
824 => 0.0068840394281108
825 => 0.0069700483207119
826 => 0.0072201307758291
827 => 0.0071224192341444
828 => 0.0070515283895414
829 => 0.0070382526653183
830 => 0.0072044261485825
831 => 0.0074395964418226
901 => 0.007549933081772
902 => 0.0074405928225557
903 => 0.0073149886200656
904 => 0.0073226335658773
905 => 0.0073734919653668
906 => 0.0073788364640541
907 => 0.0072970810405536
908 => 0.0073200947133839
909 => 0.0072851348399404
910 => 0.0070705861611487
911 => 0.0070667056558905
912 => 0.0070140519500502
913 => 0.0070124576167633
914 => 0.0069228805280465
915 => 0.0069103480741178
916 => 0.00673248732753
917 => 0.0068495558095461
918 => 0.0067710324181808
919 => 0.006652679145598
920 => 0.0066322749967947
921 => 0.0066316616234429
922 => 0.006753183971078
923 => 0.0068481357501602
924 => 0.0067723983661924
925 => 0.0067551544319705
926 => 0.0069392745356502
927 => 0.0069158435741649
928 => 0.0068955525126322
929 => 0.0074185395214333
930 => 0.007004554494782
1001 => 0.0068240333937228
1002 => 0.0066006042511348
1003 => 0.006673353906589
1004 => 0.006688683327908
1005 => 0.0061513765161138
1006 => 0.0059333912094862
1007 => 0.0058585868668546
1008 => 0.0058155359100919
1009 => 0.0058351547716886
1010 => 0.0056389424285974
1011 => 0.0057708003682073
1012 => 0.0056008970645068
1013 => 0.0055724122227283
1014 => 0.0058762203767252
1015 => 0.0059184935065323
1016 => 0.0057381432015429
1017 => 0.0058539572934083
1018 => 0.0058119614937616
1019 => 0.0056038095689967
1020 => 0.0055958596965326
1021 => 0.0054914163775795
1022 => 0.0053279828076297
1023 => 0.0052532892806544
1024 => 0.0052143882432868
1025 => 0.0052304395694708
1026 => 0.0052223235277735
1027 => 0.0051693608657964
1028 => 0.0052253592855621
1029 => 0.0050823064632052
1030 => 0.0050253416766878
1031 => 0.0049996120041909
1101 => 0.0048726443905359
1102 => 0.005074706326615
1103 => 0.0051145150735318
1104 => 0.0051544022559776
1105 => 0.0055015929470319
1106 => 0.0054842482812576
1107 => 0.005641035612663
1108 => 0.005634943145278
1109 => 0.0055902248585748
1110 => 0.0054015657627751
1111 => 0.0054767619158358
1112 => 0.0052453198447917
1113 => 0.005418731980949
1114 => 0.0053395939238707
1115 => 0.0053919753242451
1116 => 0.0052977888433315
1117 => 0.0053499155307336
1118 => 0.005123955204233
1119 => 0.0049129566306943
1120 => 0.0049978686161186
1121 => 0.0050901776551382
1122 => 0.0052903271716384
1123 => 0.0051711197708086
1124 => 0.0052139912598779
1125 => 0.0050703789480963
1126 => 0.004774065728062
1127 => 0.0047757428287079
1128 => 0.00473016149534
1129 => 0.0046907725683265
1130 => 0.005184812174788
1201 => 0.0051233705401141
1202 => 0.0050254713365436
1203 => 0.0051565133108824
1204 => 0.0051911628888134
1205 => 0.0051921493135855
1206 => 0.0052877541553802
1207 => 0.0053387784765842
1208 => 0.0053477717343484
1209 => 0.0054982080185918
1210 => 0.0055486322767675
1211 => 0.0057563226598855
1212 => 0.0053344494194171
1213 => 0.0053257612176511
1214 => 0.0051583573401949
1215 => 0.0050521871545616
1216 => 0.0051656269036378
1217 => 0.0052661190352493
1218 => 0.0051614799108448
1219 => 0.0051751435714395
1220 => 0.0050346740962571
1221 => 0.0050848853239317
1222 => 0.0051281339973879
1223 => 0.0051042546219449
1224 => 0.0050685060411319
1225 => 0.0052578798264543
1226 => 0.0052471946153246
1227 => 0.0054235438379012
1228 => 0.0055610206677537
1229 => 0.005807403723772
1230 => 0.0055502901605777
1231 => 0.005540919920401
]
'min_raw' => 0.0046907725683265
'max_raw' => 0.01356240298238
'avg_raw' => 0.0091265877753534
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00469'
'max' => '$0.013562'
'avg' => '$0.009126'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00082481664812314
'max_diff' => -0.004581386654457
'year' => 2030
]
5 => [
'items' => [
101 => 0.0056325155211616
102 => 0.0055486182539583
103 => 0.0056016384307956
104 => 0.0057988613535948
105 => 0.0058030283631738
106 => 0.005733225583838
107 => 0.0057289780783717
108 => 0.0057423844657019
109 => 0.0058209060950356
110 => 0.0057934682250204
111 => 0.0058252200228438
112 => 0.0058649261322228
113 => 0.0060291674356557
114 => 0.006068765457877
115 => 0.0059725627930997
116 => 0.0059812488165936
117 => 0.0059452663791447
118 => 0.0059105077954276
119 => 0.00598864001554
120 => 0.006131428183488
121 => 0.0061305399057059
122 => 0.0061636639852644
123 => 0.0061843000124147
124 => 0.0060957150773905
125 => 0.0060380495420481
126 => 0.0060601621776518
127 => 0.0060955207635325
128 => 0.0060486958648017
129 => 0.0057596708984324
130 => 0.0058473426102425
131 => 0.0058327497504696
201 => 0.0058119677436006
202 => 0.005900122327771
203 => 0.0058916196030733
204 => 0.0056369299874183
205 => 0.0056532343902741
206 => 0.0056379215121578
207 => 0.0056874005540716
208 => 0.0055459462233186
209 => 0.0055894566227488
210 => 0.0056167459373867
211 => 0.0056328195533548
212 => 0.0056908884760134
213 => 0.0056840747581684
214 => 0.0056904649257453
215 => 0.0057765658084207
216 => 0.0062120345267383
217 => 0.0062357361282687
218 => 0.0061190207738793
219 => 0.0061656462558493
220 => 0.0060761355263389
221 => 0.006136224678729
222 => 0.0061773361506953
223 => 0.0059915613141609
224 => 0.0059805609340101
225 => 0.0058906807618782
226 => 0.0059389772753087
227 => 0.0058621340497986
228 => 0.0058809886894769
301 => 0.0058282694732185
302 => 0.0059231535661923
303 => 0.0060292487256344
304 => 0.0060560525527343
305 => 0.0059855432234076
306 => 0.0059344898221839
307 => 0.0058448568676708
308 => 0.0059939184686267
309 => 0.0060375086233162
310 => 0.005993689508101
311 => 0.0059835356616391
312 => 0.0059642941409413
313 => 0.0059876178412156
314 => 0.0060372712219723
315 => 0.0060138556045614
316 => 0.0060293220323914
317 => 0.0059703799584147
318 => 0.00609574440269
319 => 0.0062948533107958
320 => 0.0062954934784929
321 => 0.0062720777348632
322 => 0.0062624965170691
323 => 0.0062865224910194
324 => 0.0062995555962904
325 => 0.0063772511904354
326 => 0.0064606216584821
327 => 0.006849675255471
328 => 0.0067404305622597
329 => 0.0070856220584103
330 => 0.0073586237143595
331 => 0.0074404849740631
401 => 0.0073651764670057
402 => 0.0071075501324479
403 => 0.0070949097554032
404 => 0.0074799122662654
405 => 0.0073711314227147
406 => 0.0073581922875121
407 => 0.0072205417499706
408 => 0.0073019102660084
409 => 0.0072841137779468
410 => 0.0072560211509076
411 => 0.0074112666113277
412 => 0.0077018722543763
413 => 0.0076565786396247
414 => 0.007622769057323
415 => 0.0074746253094982
416 => 0.0075638409347927
417 => 0.0075320729594381
418 => 0.0076685683420168
419 => 0.0075877115011201
420 => 0.0073703073008359
421 => 0.0074049296363048
422 => 0.0073996965399491
423 => 0.0075073932921272
424 => 0.007475065400321
425 => 0.0073933840002298
426 => 0.0077008789958812
427 => 0.0076809119812406
428 => 0.0077092206429059
429 => 0.0077216829912454
430 => 0.0079088497764288
501 => 0.0079855260196494
502 => 0.008002932869267
503 => 0.008075769369973
504 => 0.0080011206307769
505 => 0.0082997688112104
506 => 0.0084983524245943
507 => 0.0087290175105589
508 => 0.0090660811980835
509 => 0.0091928202626061
510 => 0.0091699259849975
511 => 0.0094254838260239
512 => 0.0098847155856167
513 => 0.0092627498535497
514 => 0.009917681279667
515 => 0.0097103375517052
516 => 0.0092187293026621
517 => 0.0091870755271043
518 => 0.0095199983410454
519 => 0.010258389099733
520 => 0.010073430589441
521 => 0.010258691625597
522 => 0.010042574786201
523 => 0.01003184276355
524 => 0.010248195313089
525 => 0.010753714837851
526 => 0.010513561460753
527 => 0.010169242706658
528 => 0.010423482316488
529 => 0.010203236437688
530 => 0.0097069608298116
531 => 0.010073289155154
601 => 0.0098283358364275
602 => 0.0098998262372664
603 => 0.010414681679173
604 => 0.010352732910264
605 => 0.010432900353533
606 => 0.01029140691451
607 => 0.010159229730995
608 => 0.0099125112023578
609 => 0.0098394700091048
610 => 0.0098596559671731
611 => 0.0098394600059465
612 => 0.0097014232566342
613 => 0.0096716142337628
614 => 0.009621931223014
615 => 0.009637330065524
616 => 0.0095439114700386
617 => 0.0097202116609862
618 => 0.009752934529978
619 => 0.0098812311067339
620 => 0.0098945512829403
621 => 0.010251855423018
622 => 0.010055058306915
623 => 0.010187086803042
624 => 0.010175276931648
625 => 0.0092293839441054
626 => 0.0093597196521044
627 => 0.0095624811121524
628 => 0.0094711373492374
629 => 0.0093419986396244
630 => 0.0092377122076323
701 => 0.0090797075993291
702 => 0.0093020960513061
703 => 0.0095945132172806
704 => 0.0099019674648312
705 => 0.010271353598063
706 => 0.010188910913254
707 => 0.00989506204801
708 => 0.0099082438934482
709 => 0.0099897288750816
710 => 0.009884198420175
711 => 0.0098530754288239
712 => 0.009985453053996
713 => 0.0099863646659471
714 => 0.0098649391237956
715 => 0.0097299968543337
716 => 0.0097294314412975
717 => 0.0097054197678345
718 => 0.010046846409568
719 => 0.010234596540395
720 => 0.01025612179032
721 => 0.010233147719571
722 => 0.010241989527594
723 => 0.010132741863258
724 => 0.010382449627541
725 => 0.010611606165587
726 => 0.010550187318175
727 => 0.010458111734702
728 => 0.010384769097504
729 => 0.010532910123714
730 => 0.010526313637013
731 => 0.010609604683139
801 => 0.010605826120174
802 => 0.010577818474097
803 => 0.010550188318417
804 => 0.010659738762517
805 => 0.010628189993942
806 => 0.010596592221416
807 => 0.010533218051238
808 => 0.010541831653499
809 => 0.010449771968173
810 => 0.010407180945376
811 => 0.0097667141526727
812 => 0.009595560497806
813 => 0.009649408921781
814 => 0.0096671372211272
815 => 0.0095926509311899
816 => 0.0096994451370021
817 => 0.0096828013731493
818 => 0.0097475525220243
819 => 0.0097070988153753
820 => 0.009708759049607
821 => 0.0098277247752221
822 => 0.0098622610314845
823 => 0.0098446956128077
824 => 0.0098569978299416
825 => 0.010140497231352
826 => 0.010100192682272
827 => 0.010078781693873
828 => 0.010084712683985
829 => 0.010157152859341
830 => 0.010177432153353
831 => 0.010091507359621
901 => 0.01013202998907
902 => 0.01030457020218
903 => 0.010364949511838
904 => 0.010557651284553
905 => 0.010475788146503
906 => 0.010626051479348
907 => 0.011087909735969
908 => 0.011456874069518
909 => 0.01111755922029
910 => 0.011795115231529
911 => 0.012322689775916
912 => 0.012302440586181
913 => 0.012210445761348
914 => 0.011609816168859
915 => 0.011057107862968
916 => 0.01151947183008
917 => 0.011520650490918
918 => 0.011480933016093
919 => 0.011234251191058
920 => 0.011472349023295
921 => 0.011491248364574
922 => 0.011480669759199
923 => 0.01129153938232
924 => 0.011002772253964
925 => 0.011059196659634
926 => 0.011151620987148
927 => 0.010976642453429
928 => 0.010920726209583
929 => 0.011024685145394
930 => 0.011359662497282
1001 => 0.011296336969299
1002 => 0.011294683283845
1003 => 0.011565616746758
1004 => 0.011371686858413
1005 => 0.011059908352086
1006 => 0.010981180167385
1007 => 0.010701748149356
1008 => 0.010894752839511
1009 => 0.01090169873471
1010 => 0.010795992038372
1011 => 0.011068485867911
1012 => 0.0110659747893
1013 => 0.011324667125092
1014 => 0.011819189710723
1015 => 0.011672935048174
1016 => 0.011502856788091
1017 => 0.01152134901072
1018 => 0.011724163050273
1019 => 0.011601537052165
1020 => 0.011645634216064
1021 => 0.011724096303934
1022 => 0.01177143442965
1023 => 0.011514537782922
1024 => 0.011454642885783
1025 => 0.011332118946488
1026 => 0.011300154737743
1027 => 0.011399947929753
1028 => 0.011373655949404
1029 => 0.010901114959114
1030 => 0.010851731796436
1031 => 0.010853246307532
1101 => 0.010729069996936
1102 => 0.010539671317547
1103 => 0.011037399738574
1104 => 0.01099742518066
1105 => 0.010953296362509
1106 => 0.010958701890937
1107 => 0.011174748928924
1108 => 0.011049430736255
1109 => 0.011382609690713
1110 => 0.011314118113952
1111 => 0.01124386998669
1112 => 0.011234159555692
1113 => 0.011207120019985
1114 => 0.011114391391077
1115 => 0.011002415999543
1116 => 0.01092848014691
1117 => 0.01008094525825
1118 => 0.010238242803701
1119 => 0.010419199291621
1120 => 0.010481664746114
1121 => 0.010374813263727
1122 => 0.011118610538869
1123 => 0.011254509468446
1124 => 0.010842862746289
1125 => 0.010765860451998
1126 => 0.011123658796463
1127 => 0.010907862655682
1128 => 0.011005035644662
1129 => 0.01079500079327
1130 => 0.011221775395896
1201 => 0.011218524088467
1202 => 0.011052499128904
1203 => 0.011192822287837
1204 => 0.011168437685789
1205 => 0.010980995915343
1206 => 0.011227717634353
1207 => 0.011227840005248
1208 => 0.011068044591362
1209 => 0.010881438531657
1210 => 0.010848077775621
1211 => 0.010822944927334
1212 => 0.010998854504655
1213 => 0.011156574481627
1214 => 0.011450052256672
1215 => 0.011523839542178
1216 => 0.011811836229808
1217 => 0.011640348224629
1218 => 0.011716366636183
1219 => 0.011798895375386
1220 => 0.011838462687854
1221 => 0.011773989875487
1222 => 0.012221367275541
1223 => 0.012259139635394
1224 => 0.012271804380924
1225 => 0.012120951238766
1226 => 0.01225494413662
1227 => 0.012192253297092
1228 => 0.012355357445526
1229 => 0.012380934258618
1230 => 0.01235927160785
1231 => 0.012367390092028
]
'min_raw' => 0.0055459462233186
'max_raw' => 0.012380934258618
'avg_raw' => 0.0089634402409684
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.005545'
'max' => '$0.01238'
'avg' => '$0.008963'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00085517365499204
'max_diff' => -0.0011814687237621
'year' => 2031
]
6 => [
'items' => [
101 => 0.011985632403864
102 => 0.0119658362538
103 => 0.011695914343013
104 => 0.011805909516821
105 => 0.011600278811593
106 => 0.011665486426452
107 => 0.01169422932176
108 => 0.011679215664396
109 => 0.011812128478912
110 => 0.011699125434279
111 => 0.011400891820072
112 => 0.011102576952316
113 => 0.011098831852153
114 => 0.011020290813168
115 => 0.01096352002749
116 => 0.010974456094863
117 => 0.011012996222701
118 => 0.010961280005198
119 => 0.010972316282281
120 => 0.011155592016188
121 => 0.01119234665756
122 => 0.011067440025212
123 => 0.010565921872391
124 => 0.010442848059726
125 => 0.01053131107561
126 => 0.010489031451766
127 => 0.0084654670169147
128 => 0.0089408734649274
129 => 0.0086584030967958
130 => 0.0087885784382676
131 => 0.0085002493377524
201 => 0.0086378550971412
202 => 0.0086124443379398
203 => 0.0093768838380447
204 => 0.0093649481667027
205 => 0.0093706611409524
206 => 0.0090979659949373
207 => 0.0095323767670195
208 => 0.0097463831342533
209 => 0.0097067762512733
210 => 0.0097167444504226
211 => 0.0095454577628146
212 => 0.0093723195705026
213 => 0.0091802826694519
214 => 0.0095370634951258
215 => 0.0094973955577627
216 => 0.0095883795340003
217 => 0.0098197774026699
218 => 0.0098538516178266
219 => 0.0098996477085437
220 => 0.0098832330700093
221 => 0.010274296354554
222 => 0.010226936010477
223 => 0.010341060813202
224 => 0.010106297435328
225 => 0.0098406403893183
226 => 0.0098911331087815
227 => 0.0098862702538604
228 => 0.0098243605293896
229 => 0.0097684711983082
301 => 0.0096754312087789
302 => 0.009969823502977
303 => 0.009957871713456
304 => 0.010151357293365
305 => 0.010117156837698
306 => 0.0098887578244782
307 => 0.0098969151399177
308 => 0.0099517770065203
309 => 0.010141654553234
310 => 0.010198023136947
311 => 0.010171910963071
312 => 0.01023371654179
313 => 0.010282565151192
314 => 0.010239851175044
315 => 0.010844591001497
316 => 0.01059346086324
317 => 0.010715859945275
318 => 0.010745051405122
319 => 0.010670278094552
320 => 0.010686493748183
321 => 0.010711056044934
322 => 0.010860193501009
323 => 0.011251573339022
324 => 0.011424912805065
325 => 0.011946413141074
326 => 0.011410519375412
327 => 0.011378721657106
328 => 0.011472659615423
329 => 0.011778835519077
330 => 0.012026962331349
331 => 0.012109280309759
401 => 0.012120159989527
402 => 0.012274593989419
403 => 0.012363112678134
404 => 0.012255841639815
405 => 0.012164940666586
406 => 0.011839344663522
407 => 0.011877033287445
408 => 0.012136670532265
409 => 0.012503423433131
410 => 0.01281813557621
411 => 0.012707934352529
412 => 0.013548691899274
413 => 0.013632049575847
414 => 0.013620532240221
415 => 0.01381043343274
416 => 0.013433518238295
417 => 0.013272379690282
418 => 0.012184594488768
419 => 0.012490217760211
420 => 0.01293445913388
421 => 0.012875662122255
422 => 0.012553042162091
423 => 0.01281789084004
424 => 0.012730323584526
425 => 0.012661255656934
426 => 0.012977669222712
427 => 0.012629759509586
428 => 0.012930988468355
429 => 0.012544659212919
430 => 0.012708437742437
501 => 0.012615469128006
502 => 0.012675631215348
503 => 0.012323924882065
504 => 0.012513697082316
505 => 0.012316029734621
506 => 0.012315936014561
507 => 0.012311572496905
508 => 0.012544127254876
509 => 0.012551710857185
510 => 0.012379852539673
511 => 0.012355085071189
512 => 0.012446663383333
513 => 0.01233944916421
514 => 0.012389614022539
515 => 0.012340968606665
516 => 0.012330017498922
517 => 0.012242757209252
518 => 0.012205163077191
519 => 0.012219904705054
520 => 0.012169583929328
521 => 0.012139263841771
522 => 0.012305541068345
523 => 0.012216705853791
524 => 0.012291925797638
525 => 0.01220620317811
526 => 0.01190905123126
527 => 0.011738156004302
528 => 0.011176863522702
529 => 0.011336045374203
530 => 0.011441583106433
531 => 0.01140670288656
601 => 0.0114816390957
602 => 0.011486239570334
603 => 0.011461877044859
604 => 0.011433668361391
605 => 0.011419937934317
606 => 0.011522273288599
607 => 0.01158168240621
608 => 0.011452175229775
609 => 0.011421833510334
610 => 0.011552772415997
611 => 0.011632645072811
612 => 0.012222379894152
613 => 0.012178690433769
614 => 0.012288342405708
615 => 0.012275997276414
616 => 0.012390930011935
617 => 0.012578796460313
618 => 0.012196811442475
619 => 0.012263110833523
620 => 0.012246855753915
621 => 0.012424324450771
622 => 0.012424878488671
623 => 0.012318477139687
624 => 0.012376159037136
625 => 0.0123439625844
626 => 0.012402145926105
627 => 0.012178106934389
628 => 0.012450962242785
629 => 0.012605653620237
630 => 0.012607801510163
701 => 0.012681123995369
702 => 0.01275562388689
703 => 0.012898619941091
704 => 0.012751635804549
705 => 0.012487225651528
706 => 0.012506315210536
707 => 0.012351291634564
708 => 0.012353897608883
709 => 0.012339986713732
710 => 0.012381734357243
711 => 0.012187268194466
712 => 0.012232909014177
713 => 0.01216901159931
714 => 0.012262971933022
715 => 0.012161886146147
716 => 0.012246847915223
717 => 0.012283514598229
718 => 0.012418815447898
719 => 0.012141902100641
720 => 0.011577257040199
721 => 0.011695952277564
722 => 0.011520392698192
723 => 0.011536641405665
724 => 0.011569466380724
725 => 0.011463069896895
726 => 0.011483366993071
727 => 0.011482641837967
728 => 0.011476392843043
729 => 0.011448715008372
730 => 0.011408576672206
731 => 0.011568475449562
801 => 0.011595645367667
802 => 0.011656040729973
803 => 0.011835736361632
804 => 0.011817780530514
805 => 0.011847067236047
806 => 0.011783134522307
807 => 0.011539607060892
808 => 0.011552831773693
809 => 0.011387919393156
810 => 0.011651823549629
811 => 0.011589327562012
812 => 0.011549035992234
813 => 0.011538042064122
814 => 0.011718183126494
815 => 0.011772084155721
816 => 0.011738496651471
817 => 0.011669607700348
818 => 0.011801894851693
819 => 0.011837289312646
820 => 0.011845212827156
821 => 0.012079600295794
822 => 0.011858312482933
823 => 0.0119115786589
824 => 0.012327146158298
825 => 0.011950283780739
826 => 0.012149916187166
827 => 0.012140145219708
828 => 0.012242270403644
829 => 0.012131767973815
830 => 0.012133137783868
831 => 0.012223818028644
901 => 0.012096473979125
902 => 0.012064941801621
903 => 0.012021380324236
904 => 0.01211649521644
905 => 0.01217351229264
906 => 0.012633028052383
907 => 0.012929896189641
908 => 0.012917008360869
909 => 0.013034778990844
910 => 0.012981722243385
911 => 0.012810388010176
912 => 0.013102834654279
913 => 0.013010292299598
914 => 0.013017921378879
915 => 0.013017637424167
916 => 0.013079169999837
917 => 0.013035568530597
918 => 0.012949625559126
919 => 0.013006678514379
920 => 0.013176105394675
921 => 0.013702011629768
922 => 0.013996315726256
923 => 0.01368429415362
924 => 0.013899522456289
925 => 0.013770462168373
926 => 0.013747008074848
927 => 0.013882187354171
928 => 0.014017603246927
929 => 0.014008977839978
930 => 0.01391067285552
1001 => 0.013855142864196
1002 => 0.014275634562412
1003 => 0.014585445682768
1004 => 0.01456431864136
1005 => 0.014657566531253
1006 => 0.01493134522003
1007 => 0.014956376112226
1008 => 0.014953222795138
1009 => 0.014891181117128
1010 => 0.015160751790884
1011 => 0.015385632389576
1012 => 0.014876820261225
1013 => 0.015070569258861
1014 => 0.015157549426103
1015 => 0.015285262117466
1016 => 0.015500734834929
1017 => 0.015734795357409
1018 => 0.015767894081631
1019 => 0.015744408952876
1020 => 0.015590039746416
1021 => 0.015846151563036
1022 => 0.015996175858652
1023 => 0.016085511893445
1024 => 0.016312053213584
1025 => 0.015158086586004
1026 => 0.01434125165114
1027 => 0.014213691080822
1028 => 0.014473090516636
1029 => 0.014541492079188
1030 => 0.014513919495092
1031 => 0.013594497512519
1101 => 0.014208850514362
1102 => 0.014869842688078
1103 => 0.014895234089445
1104 => 0.015226140592302
1105 => 0.015333897313948
1106 => 0.015600320421654
1107 => 0.015583655583728
1108 => 0.015648525370737
1109 => 0.015633612930092
1110 => 0.016127105635113
1111 => 0.016671501373128
1112 => 0.016652650679793
1113 => 0.016574387351456
1114 => 0.016690621739918
1115 => 0.017252496482542
1116 => 0.0172007680601
1117 => 0.017251017816286
1118 => 0.017913499803712
1119 => 0.018774820624331
1120 => 0.018374650627957
1121 => 0.019242904374274
1122 => 0.019789424083427
1123 => 0.020734573409214
1124 => 0.020616236058667
1125 => 0.02098417575537
1126 => 0.020404387503437
1127 => 0.019073076482461
1128 => 0.018862391417338
1129 => 0.019284188253111
1130 => 0.020321134615523
1201 => 0.019251531121979
1202 => 0.019467910515669
1203 => 0.01940559323573
1204 => 0.019402272612713
1205 => 0.019529007287306
1206 => 0.019345172031773
1207 => 0.018596194129402
1208 => 0.018939446288304
1209 => 0.018806900145429
1210 => 0.018953969972918
1211 => 0.019747645175666
1212 => 0.019396742449677
1213 => 0.019027094932871
1214 => 0.019490714950297
1215 => 0.020081062549602
1216 => 0.020044119657794
1217 => 0.019972435006756
1218 => 0.020376517631371
1219 => 0.021043943742136
1220 => 0.021224346337941
1221 => 0.021357515845995
1222 => 0.021375877671238
1223 => 0.021565015883056
1224 => 0.020547972049146
1225 => 0.022162046733099
1226 => 0.022440752843105
1227 => 0.022388367645608
1228 => 0.022698137757133
1229 => 0.022606995532213
1230 => 0.022474944748081
1231 => 0.022965996264841
]
'min_raw' => 0.0084654670169147
'max_raw' => 0.022965996264841
'avg_raw' => 0.015715731640878
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.008465'
'max' => '$0.022965'
'avg' => '$0.015715'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0029195207935961
'max_diff' => 0.010585062006223
'year' => 2032
]
7 => [
'items' => [
101 => 0.02240304532669
102 => 0.021604007343538
103 => 0.021165639302801
104 => 0.021742917700984
105 => 0.022095441474515
106 => 0.022328437264096
107 => 0.022398941649243
108 => 0.02062692226682
109 => 0.019671902100394
110 => 0.020284059077744
111 => 0.02103093283893
112 => 0.020543823127692
113 => 0.020562916906151
114 => 0.019868426468106
115 => 0.021092379832505
116 => 0.02091406012238
117 => 0.02183918309395
118 => 0.021618395072209
119 => 0.022372796942457
120 => 0.022174137647261
121 => 0.022998761274728
122 => 0.023327725965518
123 => 0.023880108880621
124 => 0.024286444001574
125 => 0.024525051756549
126 => 0.024510726641936
127 => 0.02545620944106
128 => 0.024898691267069
129 => 0.024198317043592
130 => 0.024185649483542
131 => 0.02454838321826
201 => 0.02530857361509
202 => 0.025505679924667
203 => 0.025615835461984
204 => 0.025447128422042
205 => 0.024841982401862
206 => 0.024580683418508
207 => 0.024803317722886
208 => 0.024531055099816
209 => 0.025001056770635
210 => 0.025646469451608
211 => 0.025513194285225
212 => 0.025958713184713
213 => 0.026419778375728
214 => 0.027079122306612
215 => 0.027251499225581
216 => 0.027536431717728
217 => 0.027829720847596
218 => 0.027923917411745
219 => 0.028103767880184
220 => 0.028102819979439
221 => 0.028644811471413
222 => 0.02924264487114
223 => 0.029468313139662
224 => 0.029987224879707
225 => 0.029098606709716
226 => 0.029772633799364
227 => 0.030380623106219
228 => 0.02965575319013
301 => 0.03065481749643
302 => 0.030693608899515
303 => 0.031279313030827
304 => 0.030685589686408
305 => 0.030333038659724
306 => 0.031350840263846
307 => 0.03184332239963
308 => 0.031694982772379
309 => 0.03056611088457
310 => 0.029909059026271
311 => 0.028189427577267
312 => 0.030226405311163
313 => 0.031218557745889
314 => 0.03056354144945
315 => 0.030893893569351
316 => 0.032696187618497
317 => 0.033382384502514
318 => 0.033239660347517
319 => 0.033263778380272
320 => 0.033634037763533
321 => 0.035275971774479
322 => 0.034292086855387
323 => 0.035044230010568
324 => 0.035443164028022
325 => 0.035813716176268
326 => 0.034903757214386
327 => 0.033719913974929
328 => 0.033344941126635
329 => 0.030498412987729
330 => 0.030350238836254
331 => 0.030267064194895
401 => 0.029742659846411
402 => 0.029330621674943
403 => 0.029002953622995
404 => 0.02814305480472
405 => 0.028433245413293
406 => 0.027062746171794
407 => 0.027939543018994
408 => 0.025752193137701
409 => 0.027573883116295
410 => 0.026582420083026
411 => 0.027248160844553
412 => 0.027245838137753
413 => 0.02601999832248
414 => 0.025312959499655
415 => 0.025763512155922
416 => 0.026246540368354
417 => 0.026324910070719
418 => 0.026951168756464
419 => 0.02712594409427
420 => 0.026596366661238
421 => 0.025706865173261
422 => 0.025913476081549
423 => 0.025308772536193
424 => 0.024249052832544
425 => 0.025010162024636
426 => 0.025270038166425
427 => 0.025384814275456
428 => 0.024342701656547
429 => 0.02401524724632
430 => 0.023840913265924
501 => 0.02557234152045
502 => 0.025667193068711
503 => 0.025181919137149
504 => 0.02737540332337
505 => 0.0268789502965
506 => 0.027433609961459
507 => 0.025894728307215
508 => 0.025953515658786
509 => 0.025224984421994
510 => 0.025632913234123
511 => 0.02534460229787
512 => 0.025599956617334
513 => 0.025753014943555
514 => 0.02648142663554
515 => 0.027582200407754
516 => 0.026372626219147
517 => 0.025845597423749
518 => 0.026172563124291
519 => 0.027043315871871
520 => 0.028362550857468
521 => 0.027581537193916
522 => 0.027928137795328
523 => 0.028003854607549
524 => 0.027427964046744
525 => 0.028383784763886
526 => 0.028896016851277
527 => 0.029421460981444
528 => 0.029877689397057
529 => 0.029211587041091
530 => 0.029924412043997
531 => 0.029350000922206
601 => 0.02883469476443
602 => 0.028835476271162
603 => 0.028512217190967
604 => 0.027885861989824
605 => 0.027770352480721
606 => 0.028371247534321
607 => 0.028853108462334
608 => 0.028892796836324
609 => 0.029159579804981
610 => 0.029317459217749
611 => 0.030864892089529
612 => 0.031487282391595
613 => 0.032248329471717
614 => 0.032544800199687
615 => 0.033437070800239
616 => 0.032716489823618
617 => 0.032560587596659
618 => 0.030396230979208
619 => 0.030750644254067
620 => 0.031318094102909
621 => 0.030405588018211
622 => 0.030984363099004
623 => 0.031098625560085
624 => 0.030374581410628
625 => 0.030761324674954
626 => 0.029734249226291
627 => 0.027604587845861
628 => 0.028386155685799
629 => 0.028961652688883
630 => 0.028140347507213
701 => 0.029612505256457
702 => 0.028752501090853
703 => 0.028479921057837
704 => 0.027416489167242
705 => 0.027918388084355
706 => 0.028597213556252
707 => 0.028177778336551
708 => 0.029048169395945
709 => 0.030280875260862
710 => 0.031159374869106
711 => 0.031226815160654
712 => 0.030661998767456
713 => 0.031567120642166
714 => 0.031573713466879
715 => 0.030552732294675
716 => 0.029927387011547
717 => 0.029785307247482
718 => 0.030140250354494
719 => 0.030571216812518
720 => 0.0312507307997
721 => 0.031661346870725
722 => 0.032732015810021
723 => 0.033021708126511
724 => 0.03333999215311
725 => 0.033765317767806
726 => 0.034276030219497
727 => 0.033158620450073
728 => 0.033203017223324
729 => 0.032162500717628
730 => 0.03105055960613
731 => 0.031894384304341
801 => 0.032997572847955
802 => 0.032744500177135
803 => 0.032716024331862
804 => 0.03276391280507
805 => 0.032573104275853
806 => 0.031710084369895
807 => 0.031276681175913
808 => 0.031835881869097
809 => 0.032133072150364
810 => 0.032593988358893
811 => 0.032537170707431
812 => 0.033724441361816
813 => 0.034185778836909
814 => 0.034067748969037
815 => 0.034089469305273
816 => 0.034924698767579
817 => 0.035853645707703
818 => 0.036723727102475
819 => 0.037608811268102
820 => 0.036541807761015
821 => 0.036000049183744
822 => 0.036559005747398
823 => 0.03626241552684
824 => 0.037966710908541
825 => 0.038084712623012
826 => 0.039788884764758
827 => 0.041406347056319
828 => 0.040390447970837
829 => 0.041348395051347
830 => 0.04238449292149
831 => 0.044383293813817
901 => 0.043710167991944
902 => 0.043194564161616
903 => 0.042707321033336
904 => 0.043721196635619
905 => 0.045025531400898
906 => 0.045306472616576
907 => 0.045761704713778
908 => 0.045283083826702
909 => 0.045859529966824
910 => 0.047894638144724
911 => 0.047344733950659
912 => 0.046563781593575
913 => 0.04817030404616
914 => 0.048751698276553
915 => 0.05283222746397
916 => 0.057984064121337
917 => 0.055851169916403
918 => 0.054527213655335
919 => 0.054838374781349
920 => 0.056719651127942
921 => 0.057323857381742
922 => 0.05568141650153
923 => 0.056261554386926
924 => 0.05945817117336
925 => 0.061173053519537
926 => 0.058844012954003
927 => 0.052418282404782
928 => 0.046493465378405
929 => 0.048064993651788
930 => 0.047886831115786
1001 => 0.051321197066744
1002 => 0.047331618917496
1003 => 0.047398793181685
1004 => 0.050904178183452
1005 => 0.049969001562494
1006 => 0.048454135204913
1007 => 0.046504525579267
1008 => 0.042900491869196
1009 => 0.039708298706271
1010 => 0.045968924616947
1011 => 0.045698955043469
1012 => 0.045307999093824
1013 => 0.046178029253907
1014 => 0.050402648748901
1015 => 0.050305257595783
1016 => 0.049685704769046
1017 => 0.050155630127638
1018 => 0.048371755017496
1019 => 0.048831500251461
1020 => 0.046492526857117
1021 => 0.047549840515518
1022 => 0.048450884982071
1023 => 0.048631782998923
1024 => 0.049039355467772
1025 => 0.045556693345759
1026 => 0.047120306392955
1027 => 0.048038782567453
1028 => 0.043889073796621
1029 => 0.047956756167384
1030 => 0.045496067946438
1031 => 0.044660873405952
1101 => 0.045785352826203
1102 => 0.045347142102539
1103 => 0.04497039425493
1104 => 0.044760162482615
1105 => 0.045585856064582
1106 => 0.045547336472066
1107 => 0.044196341511749
1108 => 0.042434023659616
1109 => 0.043025515376903
1110 => 0.042810620890748
1111 => 0.042031815550982
1112 => 0.042556636316669
1113 => 0.040245591270295
1114 => 0.036269558385676
1115 => 0.038896247498436
1116 => 0.038795122824883
1117 => 0.038744131178838
1118 => 0.040718015450723
1119 => 0.040528272023239
1120 => 0.040183885844384
1121 => 0.042025490628737
1122 => 0.041353280109368
1123 => 0.043424874537344
1124 => 0.044789360609937
1125 => 0.044443282805427
1126 => 0.045726588551833
1127 => 0.043039142151424
1128 => 0.043931804044005
1129 => 0.04411578042289
1130 => 0.042002765511563
1201 => 0.040559316394572
1202 => 0.040463054794994
1203 => 0.037960312945673
1204 => 0.039297257440154
1205 => 0.040473713268774
1206 => 0.039910282223525
1207 => 0.039731916786623
1208 => 0.040643147121013
1209 => 0.040713957522155
1210 => 0.039099472871965
1211 => 0.039435175354819
1212 => 0.040835110514215
1213 => 0.039399900580666
1214 => 0.036611522119992
1215 => 0.035919965709397
1216 => 0.03582769933631
1217 => 0.033952143502744
1218 => 0.035966178815558
1219 => 0.035086998428724
1220 => 0.037864318736535
1221 => 0.036277928271781
1222 => 0.036209542149524
1223 => 0.036106166495669
1224 => 0.034491798111484
1225 => 0.034845242189157
1226 => 0.036020144134397
1227 => 0.036439362384677
1228 => 0.036395634486619
1229 => 0.0360143864739
1230 => 0.036188919861817
1231 => 0.035626687007873
]
'min_raw' => 0.019671902100394
'max_raw' => 0.061173053519537
'avg_raw' => 0.040422477809965
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.019671'
'max' => '$0.061173'
'avg' => '$0.040422'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.011206435083479
'max_diff' => 0.038207057254696
'year' => 2033
]
8 => [
'items' => [
101 => 0.035428150885281
102 => 0.034801516270717
103 => 0.033880536499537
104 => 0.034008604385417
105 => 0.032183902471246
106 => 0.031189708024145
107 => 0.030914528104459
108 => 0.030546546015295
109 => 0.030956092660593
110 => 0.032178733319984
111 => 0.030703969287073
112 => 0.028175589795315
113 => 0.028327549710918
114 => 0.028668958523976
115 => 0.028032745459489
116 => 0.027430623187266
117 => 0.027954119651239
118 => 0.026882811929544
119 => 0.02879842094391
120 => 0.028746609088503
121 => 0.029460629668592
122 => 0.029907121390499
123 => 0.028878102524915
124 => 0.028619307062984
125 => 0.028766728719698
126 => 0.026330177120012
127 => 0.029261511420634
128 => 0.029286861721392
129 => 0.029069797055687
130 => 0.030630642075976
131 => 0.033924511908554
201 => 0.032685225581931
202 => 0.032205336458635
203 => 0.031293066884453
204 => 0.032508611926843
205 => 0.032415277033044
206 => 0.031993181247078
207 => 0.031737896398706
208 => 0.032208266559291
209 => 0.031679612330454
210 => 0.031584651504508
211 => 0.031009292217672
212 => 0.030803915129452
213 => 0.030651862109631
214 => 0.030484466675229
215 => 0.030853699291176
216 => 0.030016969606844
217 => 0.029007955633162
218 => 0.028924067038933
219 => 0.02915569082316
220 => 0.029053214541002
221 => 0.028923576421919
222 => 0.028676061947749
223 => 0.028602629690572
224 => 0.028841248902129
225 => 0.028571861724646
226 => 0.028969357179301
227 => 0.028861260410062
228 => 0.028257440644234
301 => 0.027504857653304
302 => 0.027498158086088
303 => 0.027336015315175
304 => 0.02712950211809
305 => 0.027072054871042
306 => 0.027910032239194
307 => 0.029644620312716
308 => 0.029304079168709
309 => 0.029550155045315
310 => 0.030760604807966
311 => 0.031145370388019
312 => 0.03087227289297
313 => 0.030498440197827
314 => 0.03051488693918
315 => 0.031792386425337
316 => 0.031872062501276
317 => 0.032073378240697
318 => 0.032332125857674
319 => 0.030916338730997
320 => 0.030448203492833
321 => 0.030226375045837
322 => 0.0295432292875
323 => 0.030279943419375
324 => 0.029850691643976
325 => 0.029908612373806
326 => 0.02987089142252
327 => 0.029891489612602
328 => 0.02879788549215
329 => 0.029196337355502
330 => 0.028533833851669
331 => 0.027646816029546
401 => 0.027643842434777
402 => 0.027860938790105
403 => 0.027731801382975
404 => 0.027384295940814
405 => 0.027433657448694
406 => 0.02700119869905
407 => 0.027486165770819
408 => 0.027500072891141
409 => 0.027313334152176
410 => 0.028060492838795
411 => 0.028366604362327
412 => 0.028243688924008
413 => 0.028357980287507
414 => 0.029318230190694
415 => 0.029474792823554
416 => 0.029544327603123
417 => 0.029451160210093
418 => 0.028375531892981
419 => 0.02842324058277
420 => 0.028073185872314
421 => 0.027777426529835
422 => 0.02778925535248
423 => 0.027941314100538
424 => 0.028605363571432
425 => 0.030002816535076
426 => 0.030055848853521
427 => 0.030120125570539
428 => 0.029858679859538
429 => 0.029779825331402
430 => 0.029883854808094
501 => 0.030408664666653
502 => 0.031758618107351
503 => 0.03128145440105
504 => 0.030893512880331
505 => 0.031233842182284
506 => 0.031181451153838
507 => 0.030739218149282
508 => 0.030726806141747
509 => 0.02987801961556
510 => 0.029564242562763
511 => 0.02930202697164
512 => 0.029015694391446
513 => 0.028845946839951
514 => 0.029106756227929
515 => 0.029166406420765
516 => 0.028596142135784
517 => 0.02851841722094
518 => 0.028984107346065
519 => 0.028779174484676
520 => 0.028989953014705
521 => 0.029038855441697
522 => 0.029030981024633
523 => 0.028817007580953
524 => 0.028953387873175
525 => 0.028630807825148
526 => 0.028280050472876
527 => 0.028056289135081
528 => 0.027861027690221
529 => 0.027969370088491
530 => 0.027583149221199
531 => 0.027459589392661
601 => 0.028907185298824
602 => 0.029976539958984
603 => 0.029960991118715
604 => 0.02986634155241
605 => 0.029725711495845
606 => 0.030398376702084
607 => 0.030164033594596
608 => 0.030334537785316
609 => 0.030377938257892
610 => 0.030509298416995
611 => 0.030556248383087
612 => 0.030414332976709
613 => 0.029938047539395
614 => 0.028751189513471
615 => 0.028198703898541
616 => 0.028016374443238
617 => 0.028023001772645
618 => 0.02784019044189
619 => 0.027894036571827
620 => 0.027821464955344
621 => 0.027684031870686
622 => 0.02796088398279
623 => 0.027992788609654
624 => 0.027928168018553
625 => 0.027943388507057
626 => 0.027408357612551
627 => 0.027449034849434
628 => 0.027222538825455
629 => 0.02718007355141
630 => 0.026607511326055
701 => 0.025593134349619
702 => 0.02615519766252
703 => 0.025476304218597
704 => 0.025219196984469
705 => 0.026436302642453
706 => 0.026314138991647
707 => 0.026105047924731
708 => 0.025795758658365
709 => 0.025681040260897
710 => 0.024984047593314
711 => 0.024942865548202
712 => 0.025288313934641
713 => 0.025128901390453
714 => 0.02490502580416
715 => 0.024094171124514
716 => 0.023182501999834
717 => 0.02321001956016
718 => 0.023500004546514
719 => 0.024343175004141
720 => 0.024013733719349
721 => 0.023774720287329
722 => 0.023729960256229
723 => 0.024290225756917
724 => 0.025083118819641
725 => 0.025455126504689
726 => 0.025086478186848
727 => 0.024662994848747
728 => 0.024688770317305
729 => 0.024860242962003
730 => 0.024878262312469
731 => 0.024602618194156
801 => 0.024680210398866
802 => 0.024562340744731
803 => 0.023838974894874
804 => 0.023825891500468
805 => 0.023648365855063
806 => 0.023642990449074
807 => 0.023340975040392
808 => 0.023298720996984
809 => 0.022699051072022
810 => 0.0230937556326
811 => 0.022829008536284
812 => 0.022429972214609
813 => 0.022361178202346
814 => 0.022359110171267
815 => 0.022768831250738
816 => 0.023088967803235
817 => 0.022833613925372
818 => 0.02277547479721
819 => 0.023396248581621
820 => 0.023317249459076
821 => 0.023248836728442
822 => 0.025012123942402
823 => 0.023616344521535
824 => 0.023007705025734
825 => 0.022254398072173
826 => 0.022499678614756
827 => 0.022551362828999
828 => 0.020739795399471
829 => 0.020004842718928
830 => 0.019752634655073
831 => 0.019607485348626
901 => 0.019673631710244
902 => 0.019012088096404
903 => 0.019456656345826
904 => 0.01888381549513
905 => 0.018787776862326
906 => 0.019812087264734
907 => 0.019954614073295
908 => 0.019346550428367
909 => 0.019737025724973
910 => 0.019595433954411
911 => 0.018893635207363
912 => 0.018866831657307
913 => 0.018514693715457
914 => 0.017963666023804
915 => 0.017711831582671
916 => 0.017580674019203
917 => 0.0176347921861
918 => 0.017607428384873
919 => 0.017428861072283
920 => 0.017617663654208
921 => 0.017135351076002
922 => 0.016943290321104
923 => 0.016856540933893
924 => 0.016428460759859
925 => 0.017109726684864
926 => 0.017243944654452
927 => 0.017378427074902
928 => 0.018549004729872
929 => 0.018490525978247
930 => 0.019019145412623
1001 => 0.018998604233472
1002 => 0.018847833407721
1003 => 0.018211756094475
1004 => 0.018465285174547
1005 => 0.017684962073252
1006 => 0.018269633197555
1007 => 0.018002813712873
1008 => 0.018179421261388
1009 => 0.017861864965098
1010 => 0.018037613731043
1011 => 0.0172757727142
1012 => 0.016564376292064
1013 => 0.016850662979287
1014 => 0.017161889349153
1015 => 0.017836707418027
1016 => 0.017434791343334
1017 => 0.017579335561923
1018 => 0.01709513662606
1019 => 0.016096095916786
1020 => 0.016101750378705
1021 => 0.015948069730868
1022 => 0.015815267213395
1023 => 0.017480956239324
1024 => 0.017273801478303
1025 => 0.016943727478361
1026 => 0.017385544643903
1027 => 0.017502368115053
1028 => 0.017505693915042
1029 => 0.01782803231407
1030 => 0.018000064375414
1031 => 0.018030385771855
1101 => 0.018537592207307
1102 => 0.018707601114256
1103 => 0.019407843741418
1104 => 0.01798546865693
1105 => 0.017956175778085
1106 => 0.017391761917476
1107 => 0.017033801724047
1108 => 0.017416271758168
1109 => 0.017755087996033
1110 => 0.017402289882433
1111 => 0.017448357868094
1112 => 0.016974755225251
1113 => 0.017144045884992
1114 => 0.017289861807075
1115 => 0.017209350825565
1116 => 0.017088821989468
1117 => 0.017727308928337
1118 => 0.017691282992996
1119 => 0.018285856709223
1120 => 0.018749369439396
1121 => 0.019580067114677
1122 => 0.018713190785272
1123 => 0.018681598366307
1124 => 0.018990419329272
1125 => 0.018707553835376
1126 => 0.018886315063333
1127 => 0.019551265917216
1128 => 0.019565315280942
1129 => 0.019329970336937
1130 => 0.019315649575707
1201 => 0.019360850146594
1202 => 0.019625591302098
1203 => 0.019533082607691
1204 => 0.019640136010892
1205 => 0.019774007930855
1206 => 0.020327758952341
1207 => 0.020461266448906
1208 => 0.020136912447954
1209 => 0.020166197982602
1210 => 0.020044880682529
1211 => 0.019927689690761
1212 => 0.020191117925887
1213 => 0.020672538203275
1214 => 0.020669543312715
1215 => 0.020781223459596
1216 => 0.020850799265895
1217 => 0.020552128972658
1218 => 0.020357705594172
1219 => 0.020432259888965
1220 => 0.020551473829919
1221 => 0.020393600414638
1222 => 0.019419132561445
1223 => 0.019714723858857
1224 => 0.019665523013291
1225 => 0.019595455026179
1226 => 0.019892674361466
1227 => 0.019864006831506
1228 => 0.019005303010465
1229 => 0.01906027444303
1230 => 0.01900864600535
1231 => 0.019175468049679
]
'min_raw' => 0.015815267213395
'max_raw' => 0.035428150885281
'avg_raw' => 0.025621709049338
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.015815'
'max' => '$0.035428'
'avg' => '$0.025621'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0038566348869983
'max_diff' => -0.025744902634256
'year' => 2034
]
9 => [
'items' => [
101 => 0.018698544897519
102 => 0.018845243246997
103 => 0.018937251076578
104 => 0.018991444395038
105 => 0.019187227822024
106 => 0.019164254896591
107 => 0.019185799792724
108 => 0.019476094930036
109 => 0.020944308117299
110 => 0.021024219721652
111 => 0.020630705755522
112 => 0.020787906823271
113 => 0.020486115149287
114 => 0.020688709921861
115 => 0.020827320119907
116 => 0.020200967288146
117 => 0.020163878738445
118 => 0.01986084146287
119 => 0.020023676529855
120 => 0.019764594230025
121 => 0.01982816396409
122 => 0.019650417445736
123 => 0.019970325789793
124 => 0.02032803302718
125 => 0.020418404001631
126 => 0.020180676875002
127 => 0.020008546768341
128 => 0.019706343004227
129 => 0.020208914598999
130 => 0.020355881848902
131 => 0.020208142642601
201 => 0.020173908240335
202 => 0.020109034109903
203 => 0.020187671593786
204 => 0.020355081433696
205 => 0.020276134044769
206 => 0.020328280186029
207 => 0.020129552868413
208 => 0.020552227844953
209 => 0.021223537429971
210 => 0.021225695800057
211 => 0.021146747985575
212 => 0.021114444240843
213 => 0.021195449489456
214 => 0.02123939151382
215 => 0.021501347634013
216 => 0.021782436987772
217 => 0.023094158352875
218 => 0.022725832242492
219 => 0.023889669472265
220 => 0.024810113615664
221 => 0.025086114568126
222 => 0.02483220667871
223 => 0.023963601504852
224 => 0.023920983591123
225 => 0.025219046436511
226 => 0.024852284227644
227 => 0.024808659029927
228 => 0.024344560632152
301 => 0.024618900264942
302 => 0.024558898162931
303 => 0.024464181909504
304 => 0.024987602818202
305 => 0.025967400033179
306 => 0.025814689448745
307 => 0.025700698081505
308 => 0.025201221092647
309 => 0.025502017802164
310 => 0.025394909855286
311 => 0.025855113567454
312 => 0.025582499083126
313 => 0.024849505643191
314 => 0.024966237264479
315 => 0.024948593514753
316 => 0.025311700633868
317 => 0.025202704889583
318 => 0.024927310346362
319 => 0.025964051192815
320 => 0.025896731008902
321 => 0.025992175638154
322 => 0.026034193315675
323 => 0.026665239199488
324 => 0.02692375850687
325 => 0.026982446915664
326 => 0.027228020263076
327 => 0.026976336827068
328 => 0.02798325001835
329 => 0.028652788535538
330 => 0.02943049197739
331 => 0.030566925732914
401 => 0.030994235337591
402 => 0.030917045682206
403 => 0.031778676785706
404 => 0.03332700872571
405 => 0.031230007835786
406 => 0.033438154864792
407 => 0.032739081009692
408 => 0.031081589475051
409 => 0.030974866560762
410 => 0.032097339071893
411 => 0.034586875067607
412 => 0.033963274536764
413 => 0.034587895054676
414 => 0.033859242041859
415 => 0.033823058278203
416 => 0.034552506004228
417 => 0.03625690037621
418 => 0.035447206498349
419 => 0.034286311779351
420 => 0.035143498374336
421 => 0.034400924016886
422 => 0.032727696156073
423 => 0.03396279768119
424 => 0.033136920465011
425 => 0.033377955342739
426 => 0.035113826411185
427 => 0.034904961811685
428 => 0.035175251943779
429 => 0.034698196935356
430 => 0.034252552332819
501 => 0.033420723588181
502 => 0.033174460105555
503 => 0.033242518472521
504 => 0.033174426379209
505 => 0.032709025841484
506 => 0.032608522639674
507 => 0.032441012900177
508 => 0.032492931172812
509 => 0.032177963855855
510 => 0.032772372258521
511 => 0.032882699695965
512 => 0.033315260561878
513 => 0.033360170465943
514 => 0.034564846320393
515 => 0.033901331103518
516 => 0.034346474396145
517 => 0.034306656590202
518 => 0.031117512342561
519 => 0.031556948281828
520 => 0.032240572700733
521 => 0.031932600826647
522 => 0.03149720065101
523 => 0.031145591664503
524 => 0.030612868096079
525 => 0.031362666288585
526 => 0.032348571179583
527 => 0.03338517464097
528 => 0.034630585778877
529 => 0.03435262451108
530 => 0.033361892546036
531 => 0.033406336058258
601 => 0.033681068362935
602 => 0.033325265066316
603 => 0.033220331728038
604 => 0.033666652133617
605 => 0.033669725696957
606 => 0.033260331003932
607 => 0.032805363721073
608 => 0.032803457391546
609 => 0.032722500358023
610 => 0.033873644118276
611 => 0.034506656792653
612 => 0.03457923067562
613 => 0.034501771992091
614 => 0.034531582765156
615 => 0.034163246637418
616 => 0.035005153798741
617 => 0.035777771065959
618 => 0.035570693133784
619 => 0.035260253875592
620 => 0.03501297405366
621 => 0.035512441866403
622 => 0.035490201350937
623 => 0.035771022928147
624 => 0.0357582832393
625 => 0.035663853505119
626 => 0.035570696506168
627 => 0.035940053477019
628 => 0.035833684601105
629 => 0.035727150504947
630 => 0.035513480065549
701 => 0.035542521426953
702 => 0.035232135770475
703 => 0.035088537163507
704 => 0.032929158655943
705 => 0.032352102158993
706 => 0.032533655880002
707 => 0.032593428078998
708 => 0.032342292352007
709 => 0.032702356473037
710 => 0.032646240861177
711 => 0.032864553880389
712 => 0.032728161384035
713 => 0.032733758979661
714 => 0.033134860229494
715 => 0.033251301628727
716 => 0.03319207859328
717 => 0.03323355637726
718 => 0.034189394402411
719 => 0.034053504801214
720 => 0.033981316158958
721 => 0.034001312906209
722 => 0.034245550015034
723 => 0.034313923070653
724 => 0.034024221629505
725 => 0.034160846503895
726 => 0.034742577878766
727 => 0.034946150936827
728 => 0.035595858417545
729 => 0.035319851132106
730 => 0.035826474449845
731 => 0.037383661807956
801 => 0.038627650818785
802 => 0.037483627114407
803 => 0.039768054511748
804 => 0.041546808922226
805 => 0.041478537365281
806 => 0.041168370390484
807 => 0.039143305784788
808 => 0.037279811142614
809 => 0.038838703538954
810 => 0.038842677476262
811 => 0.038708767236903
812 => 0.037877062241023
813 => 0.038679825705871
814 => 0.038743546154502
815 => 0.038707879647904
816 => 0.038070213377598
817 => 0.037096614843267
818 => 0.03728685366641
819 => 0.037598468739485
820 => 0.03700851639644
821 => 0.036819990876365
822 => 0.037170495686633
823 => 0.038299895215895
824 => 0.038086388777054
825 => 0.038080813261089
826 => 0.038994284347271
827 => 0.038340436188963
828 => 0.037289253187199
829 => 0.037023815615853
830 => 0.036081691057749
831 => 0.036732419845764
901 => 0.036755838416375
902 => 0.036399440909466
903 => 0.037318172880666
904 => 0.037309706603812
905 => 0.038181905875258
906 => 0.039849223299178
907 => 0.039356115493217
908 => 0.038782684764862
909 => 0.038845032584544
910 => 0.03952883427892
911 => 0.039115392164826
912 => 0.039264068831675
913 => 0.039528609238978
914 => 0.039688213034873
915 => 0.038822068054477
916 => 0.038620128227044
917 => 0.038207030211362
918 => 0.038099260649911
919 => 0.03843572036411
920 => 0.038347075116716
921 => 0.036753870176196
922 => 0.036587371395403
923 => 0.036592477675305
924 => 0.036173808574415
925 => 0.035535237703462
926 => 0.037213363825242
927 => 0.037078586812303
928 => 0.036929803420931
929 => 0.036948028537428
930 => 0.037676446209921
1001 => 0.037253927173901
1002 => 0.038377263280669
1003 => 0.038146339147692
1004 => 0.03790949268206
1005 => 0.03787675328599
1006 => 0.037785587603513
1007 => 0.037472946557042
1008 => 0.037095413706614
1009 => 0.036846133817426
1010 => 0.033988610767311
1011 => 0.034518950423965
1012 => 0.035129057856966
1013 => 0.035339664497985
1014 => 0.034979407264985
1015 => 0.037487171708394
1016 => 0.037945364437625
1017 => 0.036557468773614
1018 => 0.036297850162284
1019 => 0.037504192261332
1020 => 0.036776620506282
1021 => 0.037104246023031
1022 => 0.036396098857396
1023 => 0.037834999226602
1024 => 0.037824037216607
1025 => 0.037264272473946
1026 => 0.037737381801339
1027 => 0.037655167413056
1028 => 0.037023194397232
1029 => 0.037855033898434
1030 => 0.037855446480448
1031 => 0.037316685085973
1101 => 0.036687529727261
1102 => 0.036575051609109
1103 => 0.036490314456391
1104 => 0.037083405877944
1105 => 0.03761516979196
1106 => 0.03860465060049
1107 => 0.038853429585238
1108 => 0.039824430524867
1109 => 0.039246246742496
1110 => 0.039502548124487
1111 => 0.039780799530683
1112 => 0.03991420348717
1113 => 0.039696828898925
1114 => 0.0412051930381
1115 => 0.041332545186529
1116 => 0.041375245260306
1117 => 0.040866633359291
1118 => 0.04131839976949
1119 => 0.041107033227089
1120 => 0.0416569502511
1121 => 0.041743184262157
1122 => 0.041670147122655
1123 => 0.041697519158876
1124 => 0.040410396459759
1125 => 0.040343652357697
1126 => 0.039433591790131
1127 => 0.039804448198242
1128 => 0.039111149918888
1129 => 0.039331001945035
1130 => 0.039427910623333
1201 => 0.039377291029309
1202 => 0.039825415863128
1203 => 0.039444418208527
1204 => 0.038438902756221
1205 => 0.037433113351902
1206 => 0.037420486485229
1207 => 0.037155679888729
1208 => 0.036964273221207
1209 => 0.037001144935889
1210 => 0.037131085667678
1211 => 0.036956720829657
1212 => 0.03699393040837
1213 => 0.037611857341141
1214 => 0.037735778180654
1215 => 0.037314646748989
1216 => 0.035623743281876
1217 => 0.035208791329736
1218 => 0.035507050564079
1219 => 0.035364501860418
1220 => 0.028541913087561
1221 => 0.030144779118854
1222 => 0.029192410551247
1223 => 0.029631305803571
1224 => 0.028659184110689
1225 => 0.029123131535796
1226 => 0.029037457387026
1227 => 0.031614818533091
1228 => 0.03157457658384
1229 => 0.03159383827539
1230 => 0.030674427551632
1231 => 0.032139073799299
]
'min_raw' => 0.018698544897519
'max_raw' => 0.041743184262157
'avg_raw' => 0.030220864579838
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.018698'
'max' => '$0.041743'
'avg' => '$0.03022'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0028832776841236
'max_diff' => 0.0063150333768765
'year' => 2035
]
10 => [
'items' => [
101 => 0.032860611207875
102 => 0.032727073836644
103 => 0.032760682316033
104 => 0.032183177289908
105 => 0.031599429786406
106 => 0.030951963966925
107 => 0.032154875430326
108 => 0.03202113220998
109 => 0.032327891038163
110 => 0.033108065108066
111 => 0.033222948703452
112 => 0.033377353420686
113 => 0.033322010320834
114 => 0.034640507487844
115 => 0.034480828781195
116 => 0.034865608521521
117 => 0.034074087402362
118 => 0.033178406124159
119 => 0.033348645853118
120 => 0.033332250398238
121 => 0.033123517439785
122 => 0.032935082657976
123 => 0.032621391837433
124 => 0.033613956011136
125 => 0.033573659718318
126 => 0.034226009859714
127 => 0.034110700635631
128 => 0.033340637416252
129 => 0.033368140374782
130 => 0.033553110988366
131 => 0.034193296393936
201 => 0.034383347009456
202 => 0.03429530799214
203 => 0.034503689815917
204 => 0.034668386313019
205 => 0.034524373160241
206 => 0.036563295706713
207 => 0.035716592912234
208 => 0.036129269962943
209 => 0.036227691007903
210 => 0.03597558757081
211 => 0.036030259779168
212 => 0.036113073277546
213 => 0.036615900623149
214 => 0.037935465072276
215 => 0.038519891184215
216 => 0.040278165977062
217 => 0.038471362731223
218 => 0.03836415450391
219 => 0.038680872888914
220 => 0.039713166324603
221 => 0.040549743195838
222 => 0.040827284007304
223 => 0.040863965607238
224 => 0.041384650620113
225 => 0.041683097559292
226 => 0.041321425764175
227 => 0.041014946786428
228 => 0.039917177129711
229 => 0.040044246956603
301 => 0.040919632054809
302 => 0.042156165065949
303 => 0.04321723902884
304 => 0.042845687909197
305 => 0.045680360677862
306 => 0.045961406904275
307 => 0.045922575403097
308 => 0.046562840532153
309 => 0.045292044638704
310 => 0.044748754773743
311 => 0.041081211020101
312 => 0.042111641217709
313 => 0.043609432024975
314 => 0.043411193795206
315 => 0.042323458074906
316 => 0.043216413883756
317 => 0.042921174768041
318 => 0.042688307427994
319 => 0.043755117856304
320 => 0.04258211596822
321 => 0.043597730433842
322 => 0.042295194376495
323 => 0.042847385123414
324 => 0.042533934949001
325 => 0.042736775626855
326 => 0.04155097316884
327 => 0.042190803391457
328 => 0.041524354128012
329 => 0.041524038144287
330 => 0.041509326239859
331 => 0.042293400842813
401 => 0.042318969487466
402 => 0.041739537171212
403 => 0.041656031922006
404 => 0.041964794595194
405 => 0.041603314369963
406 => 0.041772448692219
407 => 0.041608437276284
408 => 0.041571514851948
409 => 0.041277310693007
410 => 0.041150559452023
411 => 0.04120026187959
412 => 0.041030601870947
413 => 0.040928375578869
414 => 0.041488990857366
415 => 0.041189476729221
416 => 0.04144308602159
417 => 0.041154066224891
418 => 0.040152197689599
419 => 0.039576012500385
420 => 0.037683575710481
421 => 0.038220268436538
422 => 0.038576096269162
423 => 0.038458495172602
424 => 0.038711147833595
425 => 0.03872665865502
426 => 0.038644518699442
427 => 0.038549411153663
428 => 0.038503118060155
429 => 0.038848148851944
430 => 0.039048450839781
501 => 0.038611808352528
502 => 0.038509509127042
503 => 0.038950978789347
504 => 0.039220275028325
505 => 0.041208607152448
506 => 0.041061305086465
507 => 0.041431004365512
508 => 0.041389381900189
509 => 0.041776885642345
510 => 0.042410290489469
511 => 0.041122401332485
512 => 0.041345934358281
513 => 0.041291129222488
514 => 0.041889477324405
515 => 0.041891345301868
516 => 0.041532605725064
517 => 0.041727084269534
518 => 0.04161853168125
519 => 0.041814700880041
520 => 0.041059337777568
521 => 0.041979288499972
522 => 0.04250084127926
523 => 0.042508083040107
524 => 0.04275529491819
525 => 0.04300647650387
526 => 0.043488597684276
527 => 0.04299303040582
528 => 0.04210155311438
529 => 0.042165914895368
530 => 0.041643242085575
531 => 0.041652028309936
601 => 0.041605126755707
602 => 0.041745881850532
603 => 0.041090225605536
604 => 0.04124410681573
605 => 0.041028672220332
606 => 0.041345466045544
607 => 0.041004648257511
608 => 0.041291102793792
609 => 0.041414727075532
610 => 0.041870903336595
611 => 0.040937270652846
612 => 0.039033530409307
613 => 0.039433719689118
614 => 0.038841808310088
615 => 0.038896591961783
616 => 0.03900726365696
617 => 0.038648540483365
618 => 0.038716973560221
619 => 0.038714528649159
620 => 0.03869345972648
621 => 0.038600141974482
622 => 0.03846481277173
623 => 0.039003922663361
624 => 0.039095527939195
625 => 0.039299155119881
626 => 0.039905011487966
627 => 0.039844472149718
628 => 0.039943214322154
629 => 0.039727660714139
630 => 0.038906590875436
701 => 0.038951178917964
702 => 0.038395165313168
703 => 0.039284936601917
704 => 0.039074227016334
705 => 0.038938381175762
706 => 0.038901314379559
707 => 0.039508672548395
708 => 0.039690403631684
709 => 0.039577161016097
710 => 0.039344897107715
711 => 0.039790912474469
712 => 0.039910247370735
713 => 0.039936962053107
714 => 0.040727215768031
715 => 0.039981128457148
716 => 0.040160719088347
717 => 0.041561833926561
718 => 0.040291216108933
719 => 0.040964290705089
720 => 0.040931347206118
721 => 0.041275669393909
722 => 0.040903102736708
723 => 0.040907721146941
724 => 0.041213455923294
725 => 0.040784106569464
726 => 0.040677793631501
727 => 0.040530923069135
728 => 0.040851609568911
729 => 0.041043846622123
730 => 0.042593136088461
731 => 0.043594047739899
801 => 0.043550595525393
802 => 0.043947667426837
803 => 0.043768782898475
804 => 0.043191117569039
805 => 0.044177121847604
806 => 0.043865108837694
807 => 0.043890830811136
808 => 0.043889873437999
809 => 0.044097334812938
810 => 0.043950329415238
811 => 0.043660566686577
812 => 0.043852924708523
813 => 0.04442415926445
814 => 0.046197288853665
815 => 0.047189555662632
816 => 0.046137553145838
817 => 0.046863210395047
818 => 0.046428074623637
819 => 0.046348997509804
820 => 0.046804763887957
821 => 0.047261328024822
822 => 0.047232246863084
823 => 0.046900804744549
824 => 0.04671358150182
825 => 0.048131298620148
826 => 0.04917584844275
827 => 0.049104617147599
828 => 0.049419008918736
829 => 0.050342072882565
830 => 0.050426466283203
831 => 0.050415834654483
901 => 0.05020665680546
902 => 0.051115533152853
903 => 0.051873733792005
904 => 0.050158238177141
905 => 0.050811476449795
906 => 0.051104736156411
907 => 0.051535328411959
908 => 0.05226180972271
909 => 0.053050961115836
910 => 0.053162555775428
911 => 0.053083374024151
912 => 0.052562907466857
913 => 0.053426406337749
914 => 0.053932223724778
915 => 0.054233426403328
916 => 0.054997226280785
917 => 0.051106547228522
918 => 0.048352531216034
919 => 0.047922451847211
920 => 0.048797035155749
921 => 0.049027655799539
922 => 0.048934692907201
923 => 0.045834797500965
924 => 0.047906131539435
925 => 0.050134712802117
926 => 0.050220321684599
927 => 0.051335996062134
928 => 0.051699305372498
929 => 0.052597569481197
930 => 0.052541382816627
1001 => 0.052760095832591
1002 => 0.052709817497803
1003 => 0.054373662607344
1004 => 0.056209130846558
1005 => 0.056145574417866
1006 => 0.055881704142204
1007 => 0.056273596498129
1008 => 0.058167996421728
1009 => 0.057993590433904
1010 => 0.058163010995209
1011 => 0.060396615268833
1012 => 0.063300618551048
1013 => 0.061951417469296
1014 => 0.064878795594544
1015 => 0.06672142495074
1016 => 0.069908061890851
1017 => 0.069509079251431
1018 => 0.070749613627594
1019 => 0.068794817056681
1020 => 0.064306209000294
1021 => 0.06359586959367
1022 => 0.065017987074391
1023 => 0.068514124132549
1024 => 0.064907881276734
1025 => 0.065637419509685
1026 => 0.065427312449516
1027 => 0.065416116737177
1028 => 0.065843411540899
1029 => 0.065223598141903
1030 => 0.062698366852091
1031 => 0.063855665470931
1101 => 0.063408776896152
1102 => 0.063904633087619
1103 => 0.066580564446314
1104 => 0.065397471406399
1105 => 0.064151178995522
1106 => 0.065714306253188
1107 => 0.067704704400998
1108 => 0.067580148861997
1109 => 0.06733845905616
1110 => 0.068700851837199
1111 => 0.070951125567846
1112 => 0.071559365514907
1113 => 0.07200835580891
1114 => 0.0720702639847
1115 => 0.072707956671051
1116 => 0.06927892237729
1117 => 0.074720887865335
1118 => 0.075660564973858
1119 => 0.075483944623081
1120 => 0.076528356181547
1121 => 0.076221063806882
1122 => 0.07577584536869
1123 => 0.077431459841567
1124 => 0.075533431449612
1125 => 0.072839419102362
1126 => 0.071361430647138
1127 => 0.073307765070905
1128 => 0.074496323585788
1129 => 0.075281885157607
1130 => 0.07551959561459
1201 => 0.069545108548306
1202 => 0.066325191379822
1203 => 0.068389121368395
1204 => 0.070907258399292
1205 => 0.06926493399894
1206 => 0.069329310006102
1207 => 0.066987787006459
1208 => 0.071114431228224
1209 => 0.070513213875654
1210 => 0.073632330564323
1211 => 0.072887928334097
1212 => 0.075431446910294
1213 => 0.074761653226591
1214 => 0.077541929359981
1215 => 0.078651056782562
1216 => 0.080513454346974
1217 => 0.081883441576678
1218 => 0.082687924281639
1219 => 0.082639626157572
1220 => 0.085827387426322
1221 => 0.083947675978036
1222 => 0.081586315385016
1223 => 0.081543605821885
1224 => 0.082766587933749
1225 => 0.085329622931458
1226 => 0.085994180615721
1227 => 0.086365577700598
1228 => 0.085796770136684
1229 => 0.083756478079702
1230 => 0.082875490314013
1231 => 0.083626117415053
]
'min_raw' => 0.030951963966925
'max_raw' => 0.086365577700598
'avg_raw' => 0.058658770833762
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.030951'
'max' => '$0.086365'
'avg' => '$0.058658'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.012253419069406
'max_diff' => 0.044622393438441
'year' => 2036
]
11 => [
'items' => [
101 => 0.082708164972604
102 => 0.084292808420237
103 => 0.086468862335414
104 => 0.08601951580698
105 => 0.087521613881739
106 => 0.089076127363789
107 => 0.091299151460689
108 => 0.091880332277962
109 => 0.092841002068589
110 => 0.09382984684673
111 => 0.094147437139355
112 => 0.094753815550457
113 => 0.094750619636913
114 => 0.096577981792742
115 => 0.098593618839316
116 => 0.099354475162293
117 => 0.10110402232312
118 => 0.098107984121652
119 => 0.10038051351347
120 => 0.10243039190999
121 => 0.099986442379091
122 => 0.10335485744022
123 => 0.10348564536405
124 => 0.10546038773533
125 => 0.10345860802718
126 => 0.10226995762639
127 => 0.10570154679532
128 => 0.10736198470013
129 => 0.10686184729011
130 => 0.10305577690504
131 => 0.10084048069089
201 => 0.095042623199738
202 => 0.10191043584681
203 => 0.10525554705036
204 => 0.10304711387514
205 => 0.10416091911184
206 => 0.11023747933068
207 => 0.11255104003388
208 => 0.11206983558063
209 => 0.11215115121193
210 => 0.11339950657328
211 => 0.11893540172736
212 => 0.11561816502999
213 => 0.11815406819064
214 => 0.11949910208317
215 => 0.1207484445221
216 => 0.11768045435081
217 => 0.11368904421569
218 => 0.11242479707789
219 => 0.10282752871933
220 => 0.10232794922244
221 => 0.10204752011203
222 => 0.10027945423837
223 => 0.098890238775681
224 => 0.097785483061485
225 => 0.094886274159453
226 => 0.095864672056719
227 => 0.091243938178805
228 => 0.094200119965141
301 => 0.086825317124468
302 => 0.09296727207363
303 => 0.089624485235225
304 => 0.09186907669325
305 => 0.091861245525106
306 => 0.087728241002512
307 => 0.085344410247484
308 => 0.086863479984669
309 => 0.088492043326837
310 => 0.088756272249959
311 => 0.090867747132933
312 => 0.09145701438677
313 => 0.089671507097386
314 => 0.086672490727661
315 => 0.087369093830067
316 => 0.085330293607847
317 => 0.081757374639726
318 => 0.084323507419811
319 => 0.085199697975826
320 => 0.085586673640837
321 => 0.082073118188205
322 => 0.080969082781988
323 => 0.080381303595473
324 => 0.086218934840066
325 => 0.086538733457352
326 => 0.084902598516348
327 => 0.092298083594368
328 => 0.09062425755303
329 => 0.092494331338541
330 => 0.087305884399972
331 => 0.087504090060196
401 => 0.085047796130926
402 => 0.086423156601698
403 => 0.085451096150894
404 => 0.086312041067236
405 => 0.086828087900283
406 => 0.089283978775888
407 => 0.092995314402478
408 => 0.088917150575816
409 => 0.087140236196158
410 => 0.088242623883552
411 => 0.091178427566033
412 => 0.095626320426017
413 => 0.092993078330721
414 => 0.094161666457263
415 => 0.094416950976045
416 => 0.092475295742894
417 => 0.095697912024012
418 => 0.09742493826955
419 => 0.099196509839746
420 => 0.10073471579584
421 => 0.098488905196916
422 => 0.10089224446207
423 => 0.098955577260846
424 => 0.097218186572376
425 => 0.097220821476886
426 => 0.096130930918781
427 => 0.094019130627404
428 => 0.093629682252845
429 => 0.09565564187921
430 => 0.097280269640464
501 => 0.097414081764323
502 => 0.098313559169342
503 => 0.098845860632278
504 => 0.1040631385978
505 => 0.10616157095512
506 => 0.10872749432036
507 => 0.10972706607863
508 => 0.11273541870474
509 => 0.11030592963271
510 => 0.10978029438977
511 => 0.10248301494348
512 => 0.10367794404401
513 => 0.10559114082746
514 => 0.10251456285376
515 => 0.10446594344744
516 => 0.10485118731253
517 => 0.10241002191148
518 => 0.10371395382871
519 => 0.10025109724543
520 => 0.093070795213098
521 => 0.095705905752772
522 => 0.097646234078589
523 => 0.094877146316891
524 => 0.099840628951238
525 => 0.096941064863332
526 => 0.096022042251087
527 => 0.092436607385503
528 => 0.094128794626015
529 => 0.096417502098594
530 => 0.095003346971342
531 => 0.09793793119685
601 => 0.1020940850852
602 => 0.10505600784927
603 => 0.10528338750076
604 => 0.10337906959687
605 => 0.10643075119105
606 => 0.10645297935986
607 => 0.10301067005515
608 => 0.10090227477287
609 => 0.10042324292863
610 => 0.10161995839526
611 => 0.1030729918976
612 => 0.10536402074754
613 => 0.1067484414993
614 => 0.11035827657985
615 => 0.11133499445057
616 => 0.11240811126813
617 => 0.11384212627336
618 => 0.11556402896104
619 => 0.11179660390837
620 => 0.11194629072907
621 => 0.10843811668357
622 => 0.10468912959291
623 => 0.10753414347689
624 => 0.11125362067385
625 => 0.11040036849521
626 => 0.11030436019475
627 => 0.11046581952564
628 => 0.10982249524755
629 => 0.10691276338049
630 => 0.10545151425274
701 => 0.10733689843195
702 => 0.10833889621441
703 => 0.10989290739161
704 => 0.10970134271282
705 => 0.11370430861667
706 => 0.1152597401235
707 => 0.11486179418339
708 => 0.11493502581347
709 => 0.11775106025949
710 => 0.12088306972513
711 => 0.12381660989474
712 => 0.12680073295376
713 => 0.12320325613381
714 => 0.12137667926616
715 => 0.12326124034562
716 => 0.12226126570974
717 => 0.12800741657925
718 => 0.12840526759821
719 => 0.13415100295561
720 => 0.13960438999921
721 => 0.1361792153047
722 => 0.13940900076837
723 => 0.1429022770756
724 => 0.1496413738359
725 => 0.14737188313131
726 => 0.14563348881905
727 => 0.14399071459383
728 => 0.14740906697346
729 => 0.15180672270034
730 => 0.15275393562369
731 => 0.1542887824227
801 => 0.15267507868568
802 => 0.15461860709328
803 => 0.16148011640179
804 => 0.15962607601841
805 => 0.15699304062215
806 => 0.16240954323486
807 => 0.16436975447428
808 => 0.1781275435231
809 => 0.19549732050316
810 => 0.18830611877731
811 => 0.18384230780745
812 => 0.18489140926838
813 => 0.19123426381744
814 => 0.19327138738646
815 => 0.18773378328726
816 => 0.18968975867181
817 => 0.20046737534793
818 => 0.20624922090733
819 => 0.19839669803221
820 => 0.17673189885533
821 => 0.15675596459339
822 => 0.1620544818877
823 => 0.16145379445866
824 => 0.17303299904208
825 => 0.15958185776844
826 => 0.15980834049011
827 => 0.17162699076174
828 => 0.16847397749223
829 => 0.16336649980305
830 => 0.15679325483279
831 => 0.14464200355369
901 => 0.13387930143308
902 => 0.15498743879386
903 => 0.15407721752821
904 => 0.15275908224831
905 => 0.15569244967659
906 => 0.16993604925748
907 => 0.16960768818511
908 => 0.16751882257397
909 => 0.1691032087296
910 => 0.16308874924958
911 => 0.16463881240428
912 => 0.15675280030334
913 => 0.16031760712192
914 => 0.16335554144982
915 => 0.16396545174353
916 => 0.16533961077805
917 => 0.15359757228198
918 => 0.15886940283858
919 => 0.16196610938686
920 => 0.14797507654259
921 => 0.16168955165213
922 => 0.15339316951544
923 => 0.15057725281078
924 => 0.1543685136848
925 => 0.15289105563507
926 => 0.15162082396316
927 => 0.15091201286488
928 => 0.15369589642457
929 => 0.15356602492905
930 => 0.14901105109689
1001 => 0.14306927341732
1002 => 0.14506352903878
1003 => 0.14433899727526
1004 => 0.14171320069779
1005 => 0.14348267055112
1006 => 0.13569082082525
1007 => 0.12228534835701
1008 => 0.13114141409026
1009 => 0.13080046519307
1010 => 0.13062854329831
1011 => 0.13728363193317
1012 => 0.13664389871994
1013 => 0.13548277667366
1014 => 0.14169187578084
1015 => 0.13942547108255
1016 => 0.14640999633058
1017 => 0.1510104563897
1018 => 0.14984363090941
1019 => 0.15417038583097
1020 => 0.14510947266047
1021 => 0.14811914455497
1022 => 0.1487394337612
1023 => 0.14161525646167
1024 => 0.13674856698534
1025 => 0.13642401428159
1026 => 0.12798584540075
1027 => 0.13249344710638
1028 => 0.1364599500701
1029 => 0.13456030296354
1030 => 0.13395893143995
1031 => 0.13703120813241
1101 => 0.13726995034369
1102 => 0.13182660262585
1103 => 0.13295844698479
1104 => 0.13767842611505
1105 => 0.13283951562093
1106 => 0.1234383029624
1107 => 0.12110667224115
1108 => 0.12079558972246
1109 => 0.11447202228246
1110 => 0.12126248295507
1111 => 0.11829826489845
1112 => 0.12766219422254
1113 => 0.12231356801238
1114 => 0.12208299942662
1115 => 0.12173446119219
1116 => 0.11629150547331
1117 => 0.11748316685786
1118 => 0.12144443079527
1119 => 0.12285785439498
1120 => 0.12271042273369
1121 => 0.12142501844092
1122 => 0.12201346994382
1123 => 0.1201178626229
1124 => 0.11944848422423
1125 => 0.11733574187099
1126 => 0.11423059427171
1127 => 0.11466238409037
1128 => 0.10851027419012
1129 => 0.10515827819928
1130 => 0.10423048988761
1201 => 0.10298981258231
1202 => 0.10437062769056
1203 => 0.10849284603574
1204 => 0.10352057613405
1205 => 0.094995968151764
1206 => 0.095508311616725
1207 => 0.096659395266351
1208 => 0.094514358500453
1209 => 0.092484261220821
1210 => 0.094249266098463
1211 => 0.090637277318449
1212 => 0.097095886853935
1213 => 0.096921199566044
1214 => 0.099328569803139
1215 => 0.1008339478166
1216 => 0.097364538867485
1217 => 0.096491991899061
1218 => 0.096989034307324
1219 => 0.088774030474383
1220 => 0.098657228728155
1221 => 0.098742699037062
1222 => 0.098010850361668
1223 => 0.10327334832229
1224 => 0.11437886043347
1225 => 0.11020052005906
1226 => 0.10858254037508
1227 => 0.10550675981309
1228 => 0.10960505479016
1229 => 0.10929036967928
1230 => 0.10786724426711
1231 => 0.1070065335774
]
'min_raw' => 0.080381303595473
'max_raw' => 0.20624922090733
'avg_raw' => 0.1433152622514
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.080381'
'max' => '$0.206249'
'avg' => '$0.143315'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.049429339628547
'max_diff' => 0.11988364320673
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0025230772702036
]
1 => [
'year' => 2028
'avg' => 0.0043303330502344
]
2 => [
'year' => 2029
'avg' => 0.011829689426643
]
3 => [
'year' => 2030
'avg' => 0.0091265877753534
]
4 => [
'year' => 2031
'avg' => 0.0089634402409684
]
5 => [
'year' => 2032
'avg' => 0.015715731640878
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0025230772702036
'min' => '$0.002523'
'max_raw' => 0.015715731640878
'max' => '$0.015715'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.015715731640878
]
1 => [
'year' => 2033
'avg' => 0.040422477809965
]
2 => [
'year' => 2034
'avg' => 0.025621709049338
]
3 => [
'year' => 2035
'avg' => 0.030220864579838
]
4 => [
'year' => 2036
'avg' => 0.058658770833762
]
5 => [
'year' => 2037
'avg' => 0.1433152622514
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.015715731640878
'min' => '$0.015715'
'max_raw' => 0.1433152622514
'max' => '$0.143315'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.1433152622514
]
]
]
]
'prediction_2025_max_price' => '$0.004314'
'last_price' => 0.00418297
'sma_50day_nextmonth' => '$0.003868'
'sma_200day_nextmonth' => '$0.010197'
'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' => '$0.004118'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.004057'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.003947'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.00390037'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.004876'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.008759'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.0112057'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.004121'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.004071'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.00400087'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.004084'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.005387'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.007796'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.011632'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.010949'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.013687'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.049318'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.042195'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.004135'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.00445'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.0060032'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.009046'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.017964'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.037823'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.083723'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '46.22'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 108.8
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.003949'
'vwma_10_action' => 'BUY'
'hma_9' => '0.004179'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 202.83
'cci_20_action' => 'SELL'
'adx_14' => 42.79
'adx_14_action' => 'SELL'
'ao_5_34' => '0.000068'
'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' => 78.59
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.003846'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 18
'sell_pct' => 48.57
'buy_pct' => 51.43
'overall_action' => 'bullish'
'overall_action_label' => 'BULLISH'
'overall_action_dir' => 1
'last_updated' => 1767691994
'last_updated_date' => 'January 6, 2026'
]
Xend Finance price prediction 2026
The Xend Finance price forecast for 2026 suggests that the average price could range between $0.001445 on the lower end and $0.004314 on the high end. In the crypto market, compared to today’s average price, Xend Finance could potentially gain 3.13% by 2026 if RWA reaches the forecast price target.
Xend Finance price prediction 2027-2032
The RWA price prediction for 2027-2032 is currently within a price range of $0.002523 on the lower end and $0.015715 on the high end. Considering the price volatility in the market, if Xend Finance reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| Xend Finance Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.001391 | $0.002523 | $0.003654 |
| 2028 | $0.00251 | $0.00433 | $0.006149 |
| 2029 | $0.005515 | $0.011829 | $0.018143 |
| 2030 | $0.00469 | $0.009126 | $0.013562 |
| 2031 | $0.005545 | $0.008963 | $0.01238 |
| 2032 | $0.008465 | $0.015715 | $0.022965 |
Xend Finance price prediction 2032-2037
The Xend Finance price prediction for 2032-2037 is currently estimated to be between $0.015715 on the lower end and $0.143315 on the high end. Compared to the current price, Xend Finance could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| Xend Finance Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.008465 | $0.015715 | $0.022965 |
| 2033 | $0.019671 | $0.040422 | $0.061173 |
| 2034 | $0.015815 | $0.025621 | $0.035428 |
| 2035 | $0.018698 | $0.03022 | $0.041743 |
| 2036 | $0.030951 | $0.058658 | $0.086365 |
| 2037 | $0.080381 | $0.143315 | $0.206249 |
Xend Finance potential price histogram
Xend Finance Price Forecast Based on Technical Analysis
Market Sentiment Indicator
BULLISH 51.43%
BEARISH 48.57%
As of January 6, 2026, the overall price prediction sentiment for Xend Finance is BULLISH, with 18 technical indicators showing bullish signals and 17 indicating bearish signals. The RWA price prediction was last updated on January 6, 2026.
Xend Finance's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, Xend Finance's 200-day SMA is projected to INCREASE over the next month, reaching $0.010197 by Feb 4, 2026. The short-term 50-day SMA for Xend Finance is expected to reach $0.003868 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 46.22, suggesting that the RWA market is in a NEUTRAL state.
Popular RWA 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 | $0.004118 | BUY |
| SMA 5 | $0.004057 | BUY |
| SMA 10 | $0.003947 | BUY |
| SMA 21 | $0.00390037 | BUY |
| SMA 50 | $0.004876 | SELL |
| SMA 100 | $0.008759 | SELL |
| SMA 200 | $0.0112057 | SELL |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.004121 | BUY |
| EMA 5 | $0.004071 | BUY |
| EMA 10 | $0.00400087 | BUY |
| EMA 21 | $0.004084 | BUY |
| EMA 50 | $0.005387 | SELL |
| EMA 100 | $0.007796 | SELL |
| EMA 200 | $0.011632 | SELL |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.010949 | SELL |
| SMA 50 | $0.013687 | SELL |
| SMA 100 | $0.049318 | SELL |
| SMA 200 | $0.042195 | SELL |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.009046 | SELL |
| EMA 50 | $0.017964 | SELL |
| EMA 100 | $0.037823 | SELL |
| EMA 200 | $0.083723 | SELL |
Xend Finance 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) | 46.22 | NEUTRAL |
| Stoch RSI (14) | 108.8 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 202.83 | SELL |
| Average Directional Index (14) | 42.79 | SELL |
| Awesome Oscillator (5, 34) | 0.000068 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 78.59 | SELL |
| VWMA (10) | 0.003949 | BUY |
| Hull Moving Average (9) | 0.004179 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | -0.003846 | SELL |
Xend Finance price prediction based on worldwide money flows
Worldwide money flows definitions used for Xend Finance 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.
Xend Finance price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.005877 | $0.008259 | $0.0116056 | $0.0163078 | $0.022915 | $0.032199 |
| Amazon.com stock | $0.008728 | $0.018211 | $0.037999 | $0.079288 | $0.165439 | $0.345198 |
| Apple stock | $0.005933 | $0.008415 | $0.011937 | $0.016932 | $0.024016 | $0.034065 |
| Netflix stock | $0.006600071 | $0.010413 | $0.016431 | $0.025926 | $0.0409076 | $0.064545 |
| Google stock | $0.005416 | $0.007014 | $0.009084 | $0.011764 | $0.015234 | $0.019728 |
| Tesla stock | $0.009482 | $0.021496 | $0.048729 | $0.110467 | $0.25042 | $0.567684 |
| Kodak stock | $0.003136 | $0.002352 | $0.001763 | $0.001322 | $0.000991 | $0.000743 |
| Nokia stock | $0.002771 | $0.001835 | $0.001216 | $0.0008055 | $0.000533 | $0.000353 |
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 Xend Finance price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
Xend Finance forecast and prediction overview
You may ask questions like: "Should I invest in Xend Finance now?", "Should I buy RWA today?", "Will Xend Finance be a good or bad investment in short-term, long-term period?".
We update Xend Finance 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 Xend Finance 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 Xend Finance in order to make such a responsible decision about the investment by yourself.
Xend Finance price equal to $0.004182 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
Xend Finance price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If Xend Finance has 1% of Bitcoin's previous average grow per year | $0.004291 | $0.0044032 | $0.004517 | $0.004635 |
| If Xend Finance has 2% of Bitcoin's previous average grow per year | $0.00440042 | $0.004629 | $0.004869 | $0.005123 |
| If Xend Finance has 5% of Bitcoin's previous average grow per year | $0.004726 | $0.00534 | $0.006035 | $0.006819 |
| If Xend Finance has 10% of Bitcoin's previous average grow per year | $0.00527 | $0.00664 | $0.008366 | $0.01054 |
| If Xend Finance has 20% of Bitcoin's previous average grow per year | $0.006357 | $0.009662 | $0.014685 | $0.02232 |
| If Xend Finance has 50% of Bitcoin's previous average grow per year | $0.009619 | $0.022121 | $0.050871 | $0.116987 |
| If Xend Finance has 100% of Bitcoin's previous average grow per year | $0.015055 | $0.05419 | $0.19505 | $0.702048 |
Frequently Asked Questions about Xend Finance
Is RWA a good investment?
The determination to procure Xend Finance is entirely contingent on your individualistic risk tolerance. As you may discern, Xend Finance's value has experienced an escalation of 1.4918% during the preceding 24 hours, and Xend Finance has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in Xend Finance will hinge on whether such an investment aligns with your trading aspirations.
Can Xend Finance rise?
It appears that the mean value of Xend Finance may potentially surge to $0.004314 by the end of this year. Looking at Xend Finance's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.013562. 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 Xend Finance be next week?
Based on the our new experimental Xend Finance forecast, the price of Xend Finance will increase by 0.86% over the next week and reach $0.004218 by January 13, 2026.
What will the price of Xend Finance be next month?
Based on the our new experimental Xend Finance forecast, the price of Xend Finance will decrease by -11.62% over the next month and reach $0.003696 by February 5, 2026.
How high can Xend Finance’s price go this year in 2026?
As per our most recent prediction on Xend Finance's value in 2026, RWA is anticipated to fluctuate within the range of $0.001445 and $0.004314. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected Xend Finance price forecast fails to consider sudden and extreme price fluctuations.
Where will Xend Finance be in 5 years?
Xend Finance's future appears to be on an upward trend, with an maximum price of $0.013562 projected after a period of five years. Based on the Xend Finance forecast for 2030, Xend Finance's value may potentially reach its highest peak of approximately $0.013562, while its lowest peak is anticipated to be around $0.00469.
How much will be Xend Finance in 2026?
Based on the our new experimental Xend Finance price prediction simulation, RWA’s value in 2026 expected to grow by 3.13% to $0.004314 if the best happened. The price will be between $0.004314 and $0.001445 during 2026.
How much will be Xend Finance in 2027?
According to our latest experimental simulation for Xend Finance price prediction, RWA’s value could down by -12.62% to $0.003654 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.003654 and $0.001391 throughout the year.
How much will be Xend Finance in 2028?
Our new experimental Xend Finance price prediction model suggests that RWA’s value in 2028 could increase by 47.02% , reaching $0.006149 in the best-case scenario. The price is expected to range between $0.006149 and $0.00251 during the year.
How much will be Xend Finance in 2029?
Based on our experimental forecast model, Xend Finance's value may experience a 333.75% growth in 2029, potentially reaching $0.018143 under optimal conditions. The predicted price range for 2029 lies between $0.018143 and $0.005515.
How much will be Xend Finance in 2030?
Using our new experimental simulation for Xend Finance price predictions, RWA’s value in 2030 is expected to rise by 224.23% , reaching $0.013562 in the best scenario. The price is forecasted to range between $0.013562 and $0.00469 over the course of 2030.
How much will be Xend Finance in 2031?
Our experimental simulation indicates that Xend Finance’s price could grow by 195.98% in 2031, potentially hitting $0.01238 under ideal conditions. The price will likely fluctuate between $0.01238 and $0.005545 during the year.
How much will be Xend Finance in 2032?
Based on the findings from our latest experimental Xend Finance price prediction, RWA could see a 449.04% rise in value, reaching $0.022965 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.022965 and $0.008465 throughout the year.
How much will be Xend Finance in 2033?
According to our experimental Xend Finance price prediction, RWA’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $0.061173. Throughout the year, RWA’s price could range from $0.061173 and $0.019671.
How much will be Xend Finance in 2034?
The results from our new Xend Finance price prediction simulation suggest that RWA may rise by 746.96% in 2034, potentially reaching $0.035428 under the best circumstances. The predicted price range for the year is between $0.035428 and $0.015815.
How much will be Xend Finance in 2035?
Based on our experimental forecast for Xend Finance’s price, RWA could grow by 897.93% , with the value potentially hitting $0.041743 in 2035. The expected price range for the year lies between $0.041743 and $0.018698.
How much will be Xend Finance in 2036?
Our recent Xend Finance price prediction simulation suggests that RWA’s value might rise by 1964.7% in 2036, possibly reaching $0.086365 if conditions are optimal. The expected price range for 2036 is between $0.086365 and $0.030951.
How much will be Xend Finance in 2037?
According to the experimental simulation, Xend Finance’s value could rise by 4830.69% in 2037, with a high of $0.206249 under favorable conditions. The price is expected to fall between $0.206249 and $0.080381 over the course of the year.
Related Predictions
Step Finance Price Prediction- Yield App Price Prediction
- Honeyland Price Prediction
- Forward Price Prediction
- Silly Dragon Price Prediction
- Forgotten Playland Price Prediction
- Firo Price Prediction
- xExchange Price Prediction
- Step App Price Prediction
- GameSwift Price Prediction
- GT Protocol Price Prediction
- NAVI Protocol Price Prediction
- Houdini Swap Price Prediction
- Cryptex Finance Price Prediction
- Dmail Network Price Prediction
- Quantum Resistant Ledger Price Prediction
- BurgerCities Price Prediction
- Openfabric AI Price Prediction
- Symbiosis Price Prediction
- Gifto Price Prediction
- BeethovenX sFTMX Price Prediction
- Colony Price Prediction
- Moby Price Prediction
- TG.Casino Price Prediction
- Coinmetro Price Prediction
Step Finance Price Prediction
Yield App Price Prediction
Honeyland Price Prediction
Forward Price Prediction
Silly Dragon Price Prediction
Forgotten Playland Price Prediction
Firo Price Prediction
xExchange Price Prediction
Step App Price Prediction
GameSwift Price Prediction
GT Protocol Price Prediction
NAVI Protocol Price Prediction
Houdini Swap Price Prediction
Cryptex Finance Price Prediction
Dmail Network Price Prediction
Quantum Resistant Ledger Price Prediction
BurgerCities Price Prediction
Openfabric AI Price Prediction
Symbiosis Price Prediction
Gifto Price Prediction
BeethovenX sFTMX Price Prediction
Colony Price Prediction
Moby Price Prediction
TG.Casino Price Prediction
Coinmetro Price PredictionHow to read and predict Xend Finance price movements?
Xend Finance 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.
Xend Finance Price Prediction Indicators
Moving averages are popular tools for Xend Finance price prediction. A simple moving average (SMA) calculates the average closing price of RWA 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 RWA 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 RWA's future direction.
How to read Xend Finance charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent Xend Finance'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 RWA'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 Xend Finance?
Xend Finance'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 RWA's price. Xend Finance's market capitalization can change rapidly.
Traders often monitor the activity of RWA "whales," large holders of Xend Finance, as their actions can significantly influence price movements in the relatively small Xend Finance 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