SANTA by Virtuals (SANTA) Price Prediction
$0.003892
24.5526%
Add to portfolio
Add to favorites
Sentiment
BULLISH 93.75%
BEARISH 6.25%
SMA 50
$0.002949
SMA 200
$0.003625
RSI (14)
60.25
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.003675
SANTA by Virtuals Price Prediction up to $0.004014 by 2026
| Year | Min. Price | Max. Price |
|---|---|---|
| 2026 | $0.001344 | $0.004014 |
| 2027 | $0.001294 | $0.0034012 |
| 2028 | $0.002336 | $0.005723 |
| 2029 | $0.005132 | $0.016884 |
| 2030 | $0.004365 | $0.012621 |
| 2031 | $0.005161 | $0.011521 |
| 2032 | $0.007878 | $0.021372 |
| 2033 | $0.0183069 | $0.056928 |
| 2034 | $0.014717 | $0.032969 |
| 2035 | $0.0174011 | $0.038846 |
Investment Profit Calculator
If you open a short on $10,000.00 of SANTA by Virtuals today and close it on Apr 06, 2026, our forecast suggests you could make around $3,955.40 in profit, equal to a 39.55% ROI over the next 90 days.
$
≈ $3,955.40
(39.55% ROI)
Long-term SANTA by Virtuals price prediction for 2027, 2028, 2029, 2030, 2031, 2032 and 2037
[
'name' => 'SANTA by Virtuals'
'name_with_ticker' => 'SANTA by Virtuals <small>SANTA</small>'
'name_lang' => 'SANTA by Virtuals'
'name_lang_with_ticker' => 'SANTA by Virtuals <small>SANTA</small>'
'name_with_lang' => 'SANTA by Virtuals'
'name_with_lang_with_ticker' => 'SANTA by Virtuals <small>SANTA</small>'
'image' => '/uploads/coins/santa-by-virtuals.png?1748581303'
'price_for_sd' => 0.003892
'ticker' => 'SANTA'
'marketcap' => '$3.9M'
'low24h' => '$0.003037'
'high24h' => '$0.004356'
'volume24h' => '$456.39K'
'current_supply' => '1B'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.003892'
'change_24h_pct' => '24.5526%'
'ath_price' => '$0.02362'
'ath_days' => 73
'ath_exchange' => null
'ath_pair' => null
'ath_date' => 'Oct 25, 2025'
'ath_pct' => '-83.52%'
'fdv' => '$3.9M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.191938'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.003926'
'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' => '$0.00344'
'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' => '$0.001344'
'current_year_max_price_prediction' => '$0.004014'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.004365'
'grand_prediction_max_price' => '$0.012621'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.003966495185924
107 => 0.0039813046391105
108 => 0.0040146710933291
109 => 0.0037295583952581
110 => 0.003857565626223
111 => 0.0039327578817593
112 => 0.0035930365357285
113 => 0.0039260426830356
114 => 0.0037245952175032
115 => 0.0036562209220621
116 => 0.0037482779032451
117 => 0.0037124032081497
118 => 0.0036815602519395
119 => 0.003664349352425
120 => 0.0037319458394475
121 => 0.0037287923825326
122 => 0.003618191409851
123 => 0.0034739169496602
124 => 0.0035223401941479
125 => 0.0035047475754552
126 => 0.0034409896558197
127 => 0.0034839547954934
128 => 0.0032947580645299
129 => 0.0029692549224975
130 => 0.003184292268555
131 => 0.0031760135646474
201 => 0.0031718390667279
202 => 0.0033334336890944
203 => 0.0033179000947761
204 => 0.003289706468983
205 => 0.0034404718577723
206 => 0.0033854404627836
207 => 0.0035550342551115
208 => 0.0036667396953775
209 => 0.0036384075824336
210 => 0.003743467088923
211 => 0.0035234557678997
212 => 0.0035965347034215
213 => 0.0036115961707496
214 => 0.0034386114362774
215 => 0.0033204415829138
216 => 0.0033125610009294
217 => 0.0031076707600057
218 => 0.0032171214728909
219 => 0.0033134335708516
220 => 0.0032673075500491
221 => 0.0032527054298388
222 => 0.0033273044951801
223 => 0.0033331014814549
224 => 0.0032009295800522
225 => 0.0032284123036936
226 => 0.0033430198299009
227 => 0.0032255244880858
228 => 0.0029972502316942
301 => 0.0029406350599705
302 => 0.002933081552438
303 => 0.0027795367165176
304 => 0.0029444183564611
305 => 0.0028724431020725
306 => 0.0030998120682901
307 => 0.0029699401341908
308 => 0.0029643416146836
309 => 0.0029558786313241
310 => 0.0028237162481901
311 => 0.0028526514107388
312 => 0.0029488362980005
313 => 0.0029831561493757
314 => 0.002979576307703
315 => 0.0029483649395794
316 => 0.0029626533440783
317 => 0.0029166254147771
318 => 0.0029003719949524
319 => 0.0028490717311301
320 => 0.0027736745153709
321 => 0.0027841589606602
322 => 0.0026347773474867
323 => 0.0025533863163475
324 => 0.0025308583516447
325 => 0.0025007330157357
326 => 0.0025342610884961
327 => 0.0026343541681454
328 => 0.0025136206781569
329 => 0.0023066315780412
330 => 0.0023190719756504
331 => 0.0023470218554911
401 => 0.0022949374393149
402 => 0.0022456439105178
403 => 0.0022885006344965
404 => 0.0022007966240884
405 => 0.0023576204661381
406 => 0.0023533788207044
407 => 0.0024118330510991
408 => 0.0024483856809666
409 => 0.0023641437031766
410 => 0.002342957073577
411 => 0.0023550259406756
412 => 0.0021555544512696
413 => 0.0023955319748185
414 => 0.0023976073104075
415 => 0.0023798370271222
416 => 0.0025076176499372
417 => 0.0027772746198526
418 => 0.0026758188208439
419 => 0.00263653206895
420 => 0.0025618479248813
421 => 0.0026613601125472
422 => 0.0026537191291664
423 => 0.0026191637045616
424 => 0.0025982644759411
425 => 0.0026367719454797
426 => 0.002593492974322
427 => 0.0025857188818755
428 => 0.0025386163399456
429 => 0.0025218028755057
430 => 0.0025093548557977
501 => 0.0024956508092164
502 => 0.0025258785211392
503 => 0.0024573785491355
504 => 0.0023747742980342
505 => 0.0023679066483455
506 => 0.0023868688329459
507 => 0.0023784794778289
508 => 0.0023678664833408
509 => 0.0023476033865861
510 => 0.0023415917586316
511 => 0.0023611266330566
512 => 0.0023390728987847
513 => 0.002371614385032
514 => 0.0023627649013753
515 => 0.00231333240504
516 => 0.002251721212352
517 => 0.0022511727435032
518 => 0.0022378987131012
519 => 0.0022209922396203
520 => 0.0022162892454657
521 => 0.0022848913607401
522 => 0.0024268956862696
523 => 0.0023990168392927
524 => 0.0024191621633727
525 => 0.0025182572192863
526 => 0.0025497565576689
527 => 0.0025273990733876
528 => 0.0024967947699539
529 => 0.0024981412039855
530 => 0.0026027253733714
531 => 0.0026092481597304
601 => 0.0026257291365291
602 => 0.0026469118492389
603 => 0.0025310065809588
604 => 0.0024926820762727
605 => 0.0024745217997898
606 => 0.0024185951771342
607 => 0.0024789072448821
608 => 0.0024437659858256
609 => 0.0024485077422687
610 => 0.0024454196671646
611 => 0.0024471059649861
612 => 0.0023575766306781
613 => 0.0023901964145767
614 => 0.0023359596971342
615 => 0.002263342820836
616 => 0.0022630993836039
617 => 0.0022808722612016
618 => 0.0022703002581537
619 => 0.0022418512697828
620 => 0.0022458923143055
621 => 0.0022104885121003
622 => 0.0022501909768997
623 => 0.0022513295015279
624 => 0.0022360418899723
625 => 0.0022972090148802
626 => 0.0023222692358626
627 => 0.0023122066024443
628 => 0.002321563214677
629 => 0.00240017533125
630 => 0.0024129925363385
701 => 0.0024186850921818
702 => 0.002411057821471
703 => 0.0023230000998577
704 => 0.0023269058342616
705 => 0.0022982481467013
706 => 0.0022740354205856
707 => 0.0022750038026512
708 => 0.0022874522913087
709 => 0.0023418155713705
710 => 0.00245621988937
711 => 0.0024605614496096
712 => 0.0024658235472722
713 => 0.0024444199515598
714 => 0.0024379644222881
715 => 0.002446480931711
716 => 0.0024894451784583
717 => 0.0025999608857717
718 => 0.0025608972537112
719 => 0.0025291379127844
720 => 0.0025569994170341
721 => 0.0025527103568405
722 => 0.0025165063724494
723 => 0.0025154902471887
724 => 0.0024460032260281
725 => 0.002420315456448
726 => 0.0023988488334906
727 => 0.0023754078416215
728 => 0.0023615112358923
729 => 0.0023828627381867
730 => 0.0023877460793849
731 => 0.0023410606464579
801 => 0.0023346975944586
802 => 0.0023728219267618
803 => 0.0023560448295335
804 => 0.0023733004900848
805 => 0.002377303951349
806 => 0.002376659301878
807 => 0.0023591420855343
808 => 0.0023703070368608
809 => 0.0023438985985414
810 => 0.0023151833882881
811 => 0.0022968648731674
812 => 0.0022808795391261
813 => 0.0022897491315253
814 => 0.0022581306541458
815 => 0.0022480152668779
816 => 0.0023665246025708
817 => 0.0024540687230371
818 => 0.0024527957968543
819 => 0.0024450471860862
820 => 0.0024335343222331
821 => 0.0024886029407583
822 => 0.0024694181351959
823 => 0.0024833766841867
824 => 0.0024869297207433
825 => 0.002497683692294
826 => 0.0025015273127883
827 => 0.0024899092220884
828 => 0.0024509174906695
829 => 0.0023537538031962
830 => 0.002308523844389
831 => 0.0022935972046181
901 => 0.002294139759624
902 => 0.0022791736704877
903 => 0.0022835818544714
904 => 0.002277640683995
905 => 0.0022663895444361
906 => 0.0022890544053624
907 => 0.0022916663194464
908 => 0.0022863760700813
909 => 0.0022876221153166
910 => 0.0022438211100684
911 => 0.0022471512053667
912 => 0.0022286088115781
913 => 0.0022251323362746
914 => 0.0021782587794479
915 => 0.0020952154790988
916 => 0.0021412295287004
917 => 0.0020856510273361
918 => 0.0020646026067177
919 => 0.0021642425562241
920 => 0.0021542414688757
921 => 0.0021371239547033
922 => 0.0021118035836399
923 => 0.0021024120117117
924 => 0.0020453517936865
925 => 0.0020419803716011
926 => 0.0020702609564099
927 => 0.0020572104395962
928 => 0.0020388825713724
929 => 0.0019725008905323
930 => 0.0018978659030489
1001 => 0.0019001186641822
1002 => 0.0019238586650674
1003 => 0.0019928859194164
1004 => 0.0019659157769586
1005 => 0.0019463486291587
1006 => 0.0019426842905621
1007 => 0.0019885511599112
1008 => 0.0020534623894462
1009 => 0.0020839172860372
1010 => 0.0020537374084445
1011 => 0.002019068390066
1012 => 0.002021178532574
1013 => 0.0020352163653188
1014 => 0.002036691543056
1015 => 0.0020141255761243
1016 => 0.0020204777636346
1017 => 0.0020108282099502
1018 => 0.0019516089168004
1019 => 0.0019505378275738
1020 => 0.0019360044579947
1021 => 0.0019355643933398
1022 => 0.0019108395061669
1023 => 0.0019073803235363
1024 => 0.0018582875593611
1025 => 0.0018906005654078
1026 => 0.0018689266974607
1027 => 0.0018362590661157
1028 => 0.0018306271541586
1029 => 0.0018304578520845
1030 => 0.0018640002051271
1031 => 0.0018902086034832
1101 => 0.001869303723673
1102 => 0.0018645440877643
1103 => 0.0019153645470464
1104 => 0.001908897180364
1105 => 0.001903296482527
1106 => 0.002047650300794
1107 => 0.0019333829895668
1108 => 0.0018835559197216
1109 => 0.0018218854588843
1110 => 0.0018419656719024
1111 => 0.001846196867825
1112 => 0.0016978905264474
1113 => 0.0016377226622209
1114 => 0.0016170753185965
1115 => 0.00160519248043
1116 => 0.0016106076389978
1117 => 0.0015564495042073
1118 => 0.0015928446664794
1119 => 0.001545948299624
1120 => 0.0015380859711067
1121 => 0.0016219424843892
1122 => 0.0016336106283298
1123 => 0.001583830701271
1124 => 0.0016157974730809
1125 => 0.0016042058772512
1126 => 0.001546752203233
1127 => 0.0015445578954861
1128 => 0.0015157296614581
1129 => 0.0014706190574503
1130 => 0.0014500023009396
1201 => 0.001439264915146
1202 => 0.0014436953697919
1203 => 0.0014414551963488
1204 => 0.0014268365493206
1205 => 0.0014422931200844
1206 => 0.0014028079688788
1207 => 0.0013870846635153
1208 => 0.0013799828112605
1209 => 0.001344937466885
1210 => 0.0014007101945218
1211 => 0.0014116981244725
1212 => 0.0014227077040396
1213 => 0.001518538577612
1214 => 0.0015137511379836
1215 => 0.001557027260647
1216 => 0.0015553456301
1217 => 0.0015430025788897
1218 => 0.0014909292761667
1219 => 0.0015116847665147
1220 => 0.0014478025933429
1221 => 0.0014956674610488
1222 => 0.0014738239343125
1223 => 0.0014882821426866
1224 => 0.0014622849803858
1225 => 0.0014766728833996
1226 => 0.0014143037702892
1227 => 0.0013560643700238
1228 => 0.0013795016048046
1229 => 0.0014049805593844
1230 => 0.0014602254248301
1231 => 0.0014273220387309
]
'min_raw' => 0.001344937466885
'max_raw' => 0.0040146710933291
'avg_raw' => 0.002679804280107
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001344'
'max' => '$0.004014'
'avg' => '$0.002679'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.002547792533115
'max_diff' => 0.00012194109332909
'year' => 2026
]
1 => [
'items' => [
101 => 0.0014391553405869
102 => 0.0013995157602399
103 => 0.0013177279834977
104 => 0.0013181908934319
105 => 0.0013056096258237
106 => 0.0012947375737151
107 => 0.0014311013884325
108 => 0.0014141423924795
109 => 0.0013871204519669
110 => 0.0014232903931523
111 => 0.0014328542996958
112 => 0.0014331265706699
113 => 0.0014595152260774
114 => 0.0014735988561988
115 => 0.0014760811570497
116 => 0.0015176042764981
117 => 0.001531522278434
118 => 0.0015888485586587
119 => 0.0014724039585799
120 => 0.0014700058586697
121 => 0.0014237993784
122 => 0.0013944944981174
123 => 0.0014258059086244
124 => 0.0014535435438998
125 => 0.0014246612640464
126 => 0.0014284326800571
127 => 0.0013896605791228
128 => 0.0014035197808099
129 => 0.0014154571923389
130 => 0.0014088660553412
131 => 0.001398998804241
201 => 0.0014512693741231
202 => 0.0014483200637203
203 => 0.0014969956200897
204 => 0.001534941697102
205 => 0.0016029478507808
206 => 0.001531979884176
207 => 0.0015293935294008
208 => 0.0015546755621927
209 => 0.0015315184078865
210 => 0.0015461529300502
211 => 0.0016005900030114
212 => 0.0016017401725822
213 => 0.0015824733503607
214 => 0.0015813009624775
215 => 0.0015850013664411
216 => 0.0016066747480359
217 => 0.0015991014025509
218 => 0.0016078654696798
219 => 0.0016188250698245
220 => 0.0016641586227975
221 => 0.0016750883889433
222 => 0.0016485347236431
223 => 0.0016509322223109
224 => 0.0016410004225742
225 => 0.0016314064284737
226 => 0.0016529723261214
227 => 0.0016923844279514
228 => 0.0016921392473114
301 => 0.0017012820888742
302 => 0.0017069780034244
303 => 0.0016825269685106
304 => 0.0016666102438711
305 => 0.0016727137289054
306 => 0.0016824733343918
307 => 0.0016695488203828
308 => 0.0015897727327023
309 => 0.0016139717015884
310 => 0.0016099438098966
311 => 0.0016042076023192
312 => 0.0016285398526592
313 => 0.001626192947755
314 => 0.0015558940342562
315 => 0.0015603943426141
316 => 0.0015561677129129
317 => 0.0015698248181645
318 => 0.0015307808793841
319 => 0.001542790531988
320 => 0.0015503228735177
321 => 0.0015547594805449
322 => 0.0015707875473369
323 => 0.0015689068386941
324 => 0.001570670639847
325 => 0.0015944360316468
326 => 0.0017146332280724
327 => 0.0017211752962737
328 => 0.0016889597598016
329 => 0.0017018292311988
330 => 0.0016771226603601
331 => 0.0016937083468838
401 => 0.0017050558523725
402 => 0.0016537786570687
403 => 0.0016507423543491
404 => 0.0016259338107039
405 => 0.0016392645168311
406 => 0.001618054404871
407 => 0.0016232586244478
408 => 0.0016087071728154
409 => 0.0016348968885886
410 => 0.0016641810602933
411 => 0.001671579398533
412 => 0.0016521175558094
413 => 0.0016380258990796
414 => 0.0016132855919424
415 => 0.0016544292740853
416 => 0.0016664609405749
417 => 0.0016543660768633
418 => 0.0016515634326633
419 => 0.0016462524269686
420 => 0.0016526901876282
421 => 0.0016663954135352
422 => 0.0016599322820932
423 => 0.0016642012942764
424 => 0.0016479322220205
425 => 0.0016825350628205
426 => 0.0017374927016382
427 => 0.0017376693994335
428 => 0.0017312062331528
429 => 0.0017285616447616
430 => 0.0017351932455833
501 => 0.0017387906169866
502 => 0.0017602359980163
503 => 0.0017832477462829
504 => 0.0018906335346309
505 => 0.0018604800349739
506 => 0.0019557590948054
507 => 0.0020311124606945
508 => 0.0020537076403213
509 => 0.00203292113825
510 => 0.0019618116375288
511 => 0.0019583226661776
512 => 0.0020645902819119
513 => 0.0020345648131018
514 => 0.0020309933791271
515 => 0.0019929993556692
516 => 0.0020154585291842
517 => 0.0020105463784802
518 => 0.0020027923082834
519 => 0.0020456428468305
520 => 0.0021258552296966
521 => 0.0021133533776
522 => 0.0021040213249541
523 => 0.0020631309867793
524 => 0.0020877561035482
525 => 0.0020789875711299
526 => 0.0021166627510473
527 => 0.0020943448090716
528 => 0.0020343373406447
529 => 0.0020438937277789
530 => 0.0020424492990884
531 => 0.0020721755391866
601 => 0.0020632524597597
602 => 0.00204070692462
603 => 0.0021255810724922
604 => 0.0021200698174242
605 => 0.0021278835170623
606 => 0.0021313233492897
607 => 0.0021829847474493
608 => 0.0022041487692949
609 => 0.0022089533727822
610 => 0.0022290575566514
611 => 0.0022084531623731
612 => 0.0022908854301705
613 => 0.0023456980781996
614 => 0.0024093657895184
615 => 0.0025024014280228
616 => 0.0025373836887282
617 => 0.0025310644564458
618 => 0.0026016030157588
619 => 0.00272835923886
620 => 0.0025566855132337
621 => 0.0027374583631746
622 => 0.0026802277660062
623 => 0.0025445350496545
624 => 0.0025357980384335
625 => 0.0026276907213717
626 => 0.0028314998477857
627 => 0.002780447973203
628 => 0.0028315833503637
629 => 0.0027719312166902
630 => 0.0027689689854657
701 => 0.0028286861793772
702 => 0.0029682186579663
703 => 0.0029019320076854
704 => 0.0028068938403542
705 => 0.0028770685441539
706 => 0.0028162767213604
707 => 0.0026792957300467
708 => 0.0027804089347966
709 => 0.0027127974143186
710 => 0.0027325300504202
711 => 0.0028746394100103
712 => 0.0028575404358897
713 => 0.0028796680917241
714 => 0.0028406133583579
715 => 0.0028041300790277
716 => 0.002736031328874
717 => 0.0027158706461813
718 => 0.0027214423335722
719 => 0.0027158678851297
720 => 0.0026777672602786
721 => 0.0026695394339695
722 => 0.0026558260296518
723 => 0.0026600763870714
724 => 0.0026342911749562
725 => 0.0026829531977143
726 => 0.0026919852979465
727 => 0.0027273974600339
728 => 0.0027310740681772
729 => 0.0028296964355301
730 => 0.0027753768928736
731 => 0.0028118191318112
801 => 0.002808559394953
802 => 0.0025474759222741
803 => 0.0025834509212503
804 => 0.0026394167300806
805 => 0.0026142042090624
806 => 0.002578559603164
807 => 0.0025497746727582
808 => 0.0025061625597831
809 => 0.0025675457712991
810 => 0.0026482581670658
811 => 0.0027331210677295
812 => 0.0028350782824395
813 => 0.002812322619029
814 => 0.0027312150485205
815 => 0.0027348534748844
816 => 0.002757344794998
817 => 0.002728216491899
818 => 0.002719625986663
819 => 0.0027561645914948
820 => 0.002756416212785
821 => 0.0027229005797965
822 => 0.0026856540870259
823 => 0.0026854980228612
824 => 0.0026788703692312
825 => 0.0027731102615476
826 => 0.0028249326735939
827 => 0.002830874029619
828 => 0.0028245327729951
829 => 0.0028269732709942
830 => 0.0027968189512534
831 => 0.0028657427841951
901 => 0.002928994109163
902 => 0.0029120414029041
903 => 0.0028866268862529
904 => 0.0028663829996112
905 => 0.0029072725865713
906 => 0.0029054518376302
907 => 0.0029284416640186
908 => 0.002927398712698
909 => 0.0029196680987746
910 => 0.0029120416789887
911 => 0.0029422795713886
912 => 0.0029335715439831
913 => 0.0029248499906059
914 => 0.0029073575801047
915 => 0.00290973508921
916 => 0.0028843249607334
917 => 0.0028725690726118
918 => 0.0026957887215818
919 => 0.002648547235322
920 => 0.0026634103685885
921 => 0.0026683036979809
922 => 0.002647744142619
923 => 0.0026772212636915
924 => 0.0026726272855963
925 => 0.0026904997669773
926 => 0.0026793338165434
927 => 0.002679792071044
928 => 0.0027126287504384
929 => 0.0027221613781638
930 => 0.002717313006765
1001 => 0.0027207086399003
1002 => 0.0027989595722969
1003 => 0.002787834792034
1004 => 0.0027819249742445
1005 => 0.0027835620341606
1006 => 0.0028035568251068
1007 => 0.0028091542748967
1008 => 0.0027854374868113
1009 => 0.0027966224611775
1010 => 0.002844246662444
1011 => 0.002860912437591
1012 => 0.0029141015918341
1013 => 0.0028915058937498
1014 => 0.0029329812755025
1015 => 0.0030604624590106
1016 => 0.0031623032494238
1017 => 0.0030686462498112
1018 => 0.0032556638920586
1019 => 0.0034012839526357
1020 => 0.0033956948121678
1021 => 0.0033703025863535
1022 => 0.0032045180188962
1023 => 0.0030519605882132
1024 => 0.0031795813569102
1025 => 0.003179906688495
1026 => 0.0031689439512827
1027 => 0.0031008553319832
1028 => 0.0031665746149217
1029 => 0.003171791172944
1030 => 0.0031688712876463
1031 => 0.0031166679028716
1101 => 0.0030369629831188
1102 => 0.0030525371336519
1103 => 0.0030780479099291
1104 => 0.0030297506883309
1105 => 0.0030143167995984
1106 => 0.0030430113351696
1107 => 0.0031354711075238
1108 => 0.0031179921231432
1109 => 0.0031175356762229
1110 => 0.0031923181836459
1111 => 0.0031387900474062
1112 => 0.0030527335735655
1113 => 0.0030310031789752
1114 => 0.0029538749175277
1115 => 0.0030071476824309
1116 => 0.0030090648744001
1117 => 0.0029798879254971
1118 => 0.0030551011221656
1119 => 0.0030544080193173
1120 => 0.0031258117555471
1121 => 0.0032623088811998
1122 => 0.0032219399645287
1123 => 0.0031749953065658
1124 => 0.0031800994925205
1125 => 0.0032360798142396
1126 => 0.0032022328338218
1127 => 0.0032144044439696
1128 => 0.0032360613910499
1129 => 0.0032491275649352
1130 => 0.0031782194711754
1201 => 0.0031616874025938
1202 => 0.0031278685922435
1203 => 0.0031190458958811
1204 => 0.0031465906112588
1205 => 0.0031393335519259
1206 => 0.0030089037418389
1207 => 0.0029952731009802
1208 => 0.0029956911332752
1209 => 0.0029614162387343
1210 => 0.0029091387976423
1211 => 0.0030465207915084
1212 => 0.0030354870947412
1213 => 0.0030233067474505
1214 => 0.0030247987704935
1215 => 0.003084431637723
1216 => 0.0030498415631979
1217 => 0.0031418049455246
1218 => 0.0031229000387905
1219 => 0.0031035102925335
1220 => 0.0031008300389747
1221 => 0.0030933666409211
1222 => 0.0030677718719874
1223 => 0.0030368646504928
1224 => 0.0030164570257244
1225 => 0.0027825221569156
1226 => 0.00282593910783
1227 => 0.0028758863522774
1228 => 0.0028931279409096
1229 => 0.0028636350104726
1230 => 0.0030689364326426
1231 => 0.0031064469808068
]
'min_raw' => 0.0012947375737151
'max_raw' => 0.0034012839526357
'avg_raw' => 0.0023480107631754
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001294'
'max' => '$0.0034012'
'avg' => '$0.002348'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -5.0199893169937E-5
'max_diff' => -0.00061338714069344
'year' => 2027
]
2 => [
'items' => [
101 => 0.0029928250836649
102 => 0.0029715710658612
103 => 0.0030703298425114
104 => 0.0030107662274219
105 => 0.0030375877196496
106 => 0.0029796143240252
107 => 0.0030974117881911
108 => 0.0030965143688789
109 => 0.003050688494742
110 => 0.0030894202097604
111 => 0.0030826896211353
112 => 0.0030309523220988
113 => 0.0030990519528527
114 => 0.0030990857294199
115 => 0.0030549793219036
116 => 0.0030034726940586
117 => 0.0029942645255321
118 => 0.0029873274074909
119 => 0.0030358816138645
120 => 0.003079415163474
121 => 0.0031604203064151
122 => 0.0031807869239853
123 => 0.003260279188244
124 => 0.003212945415286
125 => 0.0032339278637633
126 => 0.0032567072797339
127 => 0.0032676285694356
128 => 0.0032498329139355
129 => 0.0033733171206506
130 => 0.0033837429711557
131 => 0.0033872386686468
201 => 0.0033456004889185
202 => 0.0033825849380545
203 => 0.0033652811391
204 => 0.0034103008168459
205 => 0.0034173604771565
206 => 0.0034113811960281
207 => 0.0034136220436399
208 => 0.0033082500573153
209 => 0.0033027859639429
210 => 0.0032282826630953
211 => 0.0032586433088913
212 => 0.0032018855367993
213 => 0.0032198840109995
214 => 0.0032278175669312
215 => 0.0032236735275379
216 => 0.0032603598542519
217 => 0.0032291689820236
218 => 0.0031468511419589
219 => 0.0030645108744538
220 => 0.0030634771594682
221 => 0.0030417984204605
222 => 0.0030261286628171
223 => 0.0030291472140537
224 => 0.0030397849823275
225 => 0.0030255103763866
226 => 0.003028556587305
227 => 0.0030791439853472
228 => 0.0030892889272518
229 => 0.0030548124507754
301 => 0.002916384422791
302 => 0.0028824138375033
303 => 0.0029068312205421
304 => 0.0028951612841304
305 => 0.002336621114367
306 => 0.0024678418423094
307 => 0.0023898749416009
308 => 0.002425805676532
309 => 0.0023462216603396
310 => 0.0023842033242223
311 => 0.0023771894977715
312 => 0.0025881885451993
313 => 0.0025848940852935
314 => 0.0025864709689115
315 => 0.0025112022052755
316 => 0.0026311073895172
317 => 0.0026901769949257
318 => 0.0026792447830512
319 => 0.0026819961852548
320 => 0.0026347179795663
321 => 0.0025869287252876
322 => 0.002533923087579
323 => 0.0026324010107467
324 => 0.0026214519467647
325 => 0.0026465651601906
326 => 0.0027104351327122
327 => 0.0027198402287844
328 => 0.0027324807732826
329 => 0.0027279500378952
330 => 0.0028358905361449
331 => 0.0028228182295925
401 => 0.0028543187272245
402 => 0.0027895198136471
403 => 0.0027161936921649
404 => 0.0027301305906471
405 => 0.0027287883552498
406 => 0.0027117001580961
407 => 0.0026962736977707
408 => 0.0026705929877071
409 => 0.0027518505543783
410 => 0.0027485516455652
411 => 0.0028019571446875
412 => 0.0027925172039643
413 => 0.0027294749694694
414 => 0.0027317265352075
415 => 0.0027468693968619
416 => 0.002799279013946
417 => 0.0028148377566154
418 => 0.0028076303271022
419 => 0.0028246897781556
420 => 0.0028381728726984
421 => 0.0028263830472408
422 => 0.0029933021131783
423 => 0.0029239856794444
424 => 0.0029577700269457
425 => 0.0029658273947558
426 => 0.0029451886165384
427 => 0.0029496644285145
428 => 0.0029564440640726
429 => 0.0029976086835924
430 => 0.003105636556291
501 => 0.0031534813657387
502 => 0.0032974248355832
503 => 0.0031495085203459
504 => 0.0031407317783383
505 => 0.0031666603439337
506 => 0.0032511703986961
507 => 0.0033196578604553
508 => 0.0033423791026572
509 => 0.003345382089901
510 => 0.0033880086507516
511 => 0.0034124414004928
512 => 0.0033828326650745
513 => 0.0033577423619713
514 => 0.0032678720105786
515 => 0.0032782747484612
516 => 0.0033499392965731
517 => 0.0034511696918019
518 => 0.0035380359021358
519 => 0.00350761838287
520 => 0.0037396825834463
521 => 0.0037626908010362
522 => 0.00375951180931
523 => 0.0038119279530617
524 => 0.0037078925820767
525 => 0.0036634154453903
526 => 0.0033631671702892
527 => 0.0034475246886246
528 => 0.0035701432956685
529 => 0.00355391426323
530 => 0.00346486535319
531 => 0.0035379683505524
601 => 0.0035137982134823
602 => 0.0034947342235552
603 => 0.0035820700571474
604 => 0.0034860407205545
605 => 0.0035691853295774
606 => 0.0034625515084847
607 => 0.0035077573275358
608 => 0.0034820963182829
609 => 0.0034987021361645
610 => 0.0034016248641413
611 => 0.0034540054037075
612 => 0.0033994456614841
613 => 0.0033994197930624
614 => 0.0033982153837288
615 => 0.0034624046784997
616 => 0.0034644978890977
617 => 0.0034170619032774
618 => 0.0034102256366313
619 => 0.0034355028974542
620 => 0.0034059098451557
621 => 0.0034197562480697
622 => 0.0034063292385944
623 => 0.0034033065359454
624 => 0.0033792211269678
625 => 0.0033688444705382
626 => 0.0033729134248977
627 => 0.0033590239859788
628 => 0.0033506550966272
629 => 0.0033965506009949
630 => 0.0033720304844306
701 => 0.0033927925414634
702 => 0.003369131557094
703 => 0.0032871122766694
704 => 0.0032399421211591
705 => 0.0030850153036284
706 => 0.003128952356894
707 => 0.0031580826686652
708 => 0.0031484551007986
709 => 0.0031691388419503
710 => 0.0031704086556706
711 => 0.0031636841605764
712 => 0.0031558980567185
713 => 0.003152108211959
714 => 0.0031803546098346
715 => 0.0031967525945315
716 => 0.0031610062851648
717 => 0.0031526314250242
718 => 0.0031887729174017
719 => 0.0032108192068738
720 => 0.0033735966215954
721 => 0.0033615375449487
722 => 0.0033918034608576
723 => 0.0033883959831946
724 => 0.0034201194848057
725 => 0.0034719740025877
726 => 0.0033665392691856
727 => 0.0033848390932455
728 => 0.0033803523989906
729 => 0.0034293369503903
730 => 0.0034294898748129
731 => 0.003400121189289
801 => 0.003416042430164
802 => 0.003407155630284
803 => 0.0034232152787903
804 => 0.003361376488628
805 => 0.0034366894599608
806 => 0.0034793870616458
807 => 0.0034799799178866
808 => 0.0035002182422162
809 => 0.0035207815518597
810 => 0.0035602510340337
811 => 0.003519680769424
812 => 0.0034466988128268
813 => 0.0034519678743628
814 => 0.0034091785799129
815 => 0.0034098978756831
816 => 0.0034060582184895
817 => 0.0034175813187636
818 => 0.003363905161138
819 => 0.0033765028480463
820 => 0.0033588660126027
821 => 0.0033848007542096
822 => 0.0033568992594069
823 => 0.0033803502353708
824 => 0.0033904708991847
825 => 0.0034278163665401
826 => 0.0033513833035139
827 => 0.00319553111394
828 => 0.0032282931337135
829 => 0.0031798355330673
830 => 0.0031843204684982
831 => 0.0031933807518408
901 => 0.0031640134091872
902 => 0.0031696157726942
903 => 0.0031694156168465
904 => 0.003167690781884
905 => 0.0031600512018392
906 => 0.0031489722993294
907 => 0.0031931072370221
908 => 0.0032006066229618
909 => 0.0032172768289283
910 => 0.0032668760543762
911 => 0.0032619199221236
912 => 0.0032700035794555
913 => 0.0032523570008879
914 => 0.0031851390426663
915 => 0.0031887893011931
916 => 0.0031432705188727
917 => 0.0032161128113242
918 => 0.0031988627950004
919 => 0.0031877415972585
920 => 0.0031847070754174
921 => 0.0032344292477515
922 => 0.0032493069010135
923 => 0.0032400361459028
924 => 0.0032210215566997
925 => 0.0032575351891283
926 => 0.0032673046967798
927 => 0.0032694917292573
928 => 0.0033341868851263
929 => 0.0032731074697969
930 => 0.0032878098921438
1001 => 0.0034025139943033
1002 => 0.0032984932017288
1003 => 0.003353595335496
1004 => 0.0033508983727858
1005 => 0.0033790867598665
1006 => 0.0033485861022878
1007 => 0.0033489641944932
1008 => 0.0033739935725742
1009 => 0.0033388443251315
1010 => 0.0033301408771598
1011 => 0.0033181171261221
1012 => 0.0033443705466328
1013 => 0.0033601082848889
1014 => 0.0034869428971381
1015 => 0.0035688838410121
1016 => 0.0035653265685347
1017 => 0.0035978333800434
1018 => 0.0035831887637304
1019 => 0.0035358974346014
1020 => 0.0036166179668615
1021 => 0.0035910746129639
1022 => 0.003593180376024
1023 => 0.0035931019994177
1024 => 0.0036100860967209
1025 => 0.003598051307212
1026 => 0.003574329501744
1027 => 0.0035900771432639
1028 => 0.0036368420086933
1029 => 0.0037820015859073
1030 => 0.0038632348084248
1031 => 0.0037771112439123
1101 => 0.0038365181254725
1102 => 0.0038008951653726
1103 => 0.0037944214138312
1104 => 0.0038317333255851
1105 => 0.0038691105469013
1106 => 0.0038667297794896
1107 => 0.0038395958361556
1108 => 0.0038242685600646
1109 => 0.0039403318296401
1110 => 0.0040258452695772
1111 => 0.0040200138262628
1112 => 0.0040457519205653
1113 => 0.0041213197614867
1114 => 0.0041282287378136
1115 => 0.0041273583655974
1116 => 0.0041102337468942
1117 => 0.0041846401000055
1118 => 0.0042467111888262
1119 => 0.0041062698924422
1120 => 0.0041597480995937
1121 => 0.0041837561897442
1122 => 0.0042190071889645
1123 => 0.0042784815334026
1124 => 0.0043430864462532
1125 => 0.0043522222892871
1126 => 0.0043457399714642
1127 => 0.004303131294766
1128 => 0.004373822761304
1129 => 0.004415232164483
1130 => 0.0044398905164388
1201 => 0.0045024199942402
1202 => 0.0041839044555356
1203 => 0.0039584433259911
1204 => 0.0039232343149145
1205 => 0.0039948332234647
1206 => 0.0040137132846588
1207 => 0.004006102755665
1208 => 0.0037523257563335
1209 => 0.0039218982315334
1210 => 0.0041043439567898
1211 => 0.0041113524401305
1212 => 0.004202688584954
1213 => 0.0042324313777037
1214 => 0.0043059689459888
1215 => 0.0043013691510704
1216 => 0.0043192743787096
1217 => 0.0043151582769507
1218 => 0.0044513711370369
1219 => 0.0046016341495176
1220 => 0.0045964310192025
1221 => 0.0045748289333271
1222 => 0.004606911714555
1223 => 0.004761999246598
1224 => 0.0047477212718746
1225 => 0.0047615911081234
1226 => 0.0049444480487525
1227 => 0.0051821880826667
1228 => 0.0050717339682044
1229 => 0.0053113876142724
1230 => 0.0054622368809782
1231 => 0.0057231150896407
]
'min_raw' => 0.002336621114367
'max_raw' => 0.0057231150896407
'avg_raw' => 0.0040298681020038
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.002336'
'max' => '$0.005723'
'avg' => '$0.004029'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0010418835406519
'max_diff' => 0.0023218311370051
'year' => 2028
]
3 => [
'items' => [
101 => 0.0056904518530639
102 => 0.0057920098252835
103 => 0.0056319778425682
104 => 0.0052645120624541
105 => 0.0052063591961486
106 => 0.0053227827071574
107 => 0.0056089985485326
108 => 0.0053137687517568
109 => 0.0053734933551364
110 => 0.0053562926653452
111 => 0.0053553761136845
112 => 0.0053903571626903
113 => 0.0053396153266186
114 => 0.0051328839581805
115 => 0.00522762772606
116 => 0.0051910426073123
117 => 0.0052316365241642
118 => 0.005450705151209
119 => 0.0053538496892487
120 => 0.0052518203279723
121 => 0.0053797877891407
122 => 0.0055427343415985
123 => 0.0055325374391888
124 => 0.0055127511865395
125 => 0.0056242852567495
126 => 0.0058085068643202
127 => 0.0058583012245842
128 => 0.0058950584033302
129 => 0.0059001265972617
130 => 0.0059523321446206
131 => 0.0056716097589799
201 => 0.0061171233944539
202 => 0.0061940512922344
203 => 0.0061795920357864
204 => 0.0062650941565486
205 => 0.0062399372636409
206 => 0.0062034888728132
207 => 0.0063390279210441
208 => 0.0061836433396846
209 => 0.0059630944888196
210 => 0.0058420970272735
211 => 0.0060014362452243
212 => 0.0060987391454544
213 => 0.0061630501728798
214 => 0.0061825106509209
215 => 0.005693401438663
216 => 0.0054297987004965
217 => 0.0055987650334497
218 => 0.005804915621086
219 => 0.0056704645820567
220 => 0.0056757348082372
221 => 0.005484042959693
222 => 0.0058218760961922
223 => 0.0057726566498281
224 => 0.0060280072246323
225 => 0.0059670657606389
226 => 0.0061752942417395
227 => 0.0061204607041694
228 => 0.0063480716529211
301 => 0.0064388718226986
302 => 0.006591339439673
303 => 0.0067034952393742
304 => 0.0067693552701574
305 => 0.0067654012809439
306 => 0.0070263715342438
307 => 0.006872486493479
308 => 0.0066791706143591
309 => 0.0066756741400096
310 => 0.006775795173113
311 => 0.0069856213916337
312 => 0.0070400262772488
313 => 0.0070704311862566
314 => 0.0070238650097086
315 => 0.0068568338269987
316 => 0.0067847106091719
317 => 0.0068461616803712
318 => 0.0067710123008453
319 => 0.0069007412130988
320 => 0.0070788867182232
321 => 0.0070421003758787
322 => 0.0071650716030198
323 => 0.0072923338861605
324 => 0.0074743246667584
325 => 0.0075219037959058
326 => 0.0076005502871142
327 => 0.0076815033605942
328 => 0.0077075033060495
329 => 0.0077571452692329
330 => 0.0077568836315829
331 => 0.0079064830289256
401 => 0.0080714957969021
402 => 0.0081337842967589
403 => 0.0082770132675717
404 => 0.0080317386743966
405 => 0.0082177822708314
406 => 0.0083855982517888
407 => 0.0081855211210506
408 => 0.0084612808337807
409 => 0.008471987958541
410 => 0.0086336528303385
411 => 0.0084697745115299
412 => 0.0083724640889394
413 => 0.0086533956327841
414 => 0.0087893295575898
415 => 0.0087483851531714
416 => 0.0084367962138723
417 => 0.008255438086522
418 => 0.0077807888858759
419 => 0.0083430313673607
420 => 0.0086168832792539
421 => 0.0084360870035783
422 => 0.0085272701287377
423 => 0.0090247356933803
424 => 0.0092141383718861
425 => 0.0091747439387816
426 => 0.0091814009494887
427 => 0.0092835991969086
428 => 0.0097368025075716
429 => 0.0094652325786518
430 => 0.0096728376137799
501 => 0.0097829505758362
502 => 0.0098852296316561
503 => 0.0096340645961899
504 => 0.0093073025753956
505 => 0.0092038033268736
506 => 0.0084181103770674
507 => 0.0083772116469385
508 => 0.0083542539503588
509 => 0.0082095089208542
510 => 0.008095778976664
511 => 0.0080053367025218
512 => 0.0077679891668235
513 => 0.0078480869927117
514 => 0.0074698045590891
515 => 0.0077118162546145
516 => 0.0071080683566042
517 => 0.0076108875465329
518 => 0.0073372259218379
519 => 0.0075209823427148
520 => 0.0075203412338732
521 => 0.0071819874030126
522 => 0.0069868319746365
523 => 0.0071111926091607
524 => 0.00724451708113
525 => 0.0072661485281497
526 => 0.0074390071861827
527 => 0.0074872483220553
528 => 0.007341075428198
529 => 0.0070955570233758
530 => 0.0071525853491374
531 => 0.0069856762974351
601 => 0.0066931746043908
602 => 0.0069032544269249
603 => 0.0069749849148957
604 => 0.0070066651847794
605 => 0.0067190233637168
606 => 0.0066286400585311
607 => 0.0065805207452397
608 => 0.007058426076328
609 => 0.0070846068091753
610 => 0.0069506624783459
611 => 0.0075561035548173
612 => 0.0074190735926712
613 => 0.0075721696335443
614 => 0.0071474106263172
615 => 0.0071636369924071
616 => 0.0069625492713208
617 => 0.0070751449584428
618 => 0.0069955659559134
619 => 0.0070660483396156
620 => 0.0071082951897969
621 => 0.0073093499143669
622 => 0.0076131832685288
623 => 0.0072793190431004
624 => 0.0071338496190574
625 => 0.0072240980315826
626 => 0.0074644414469338
627 => 0.0078285740241439
628 => 0.0076130002095844
629 => 0.0077086682078052
630 => 0.0077295674094434
701 => 0.0075706112595636
702 => 0.0078344349641226
703 => 0.0079758202306958
704 => 0.0081208522586412
705 => 0.0082467795048011
706 => 0.0080629232773572
707 => 0.0082596757954771
708 => 0.0081011279973673
709 => 0.0079588942320927
710 => 0.007959109942003
711 => 0.0078698846233425
712 => 0.0076969993253241
713 => 0.0076651166238332
714 => 0.0078309744633304
715 => 0.0079639767438113
716 => 0.0079749314486697
717 => 0.0080485683450478
718 => 0.0080921459018041
719 => 0.0085192651988308
720 => 0.0086910561134111
721 => 0.0089011187919243
722 => 0.0089829500436891
723 => 0.0092292327733735
724 => 0.009030339467048
725 => 0.0089873076491269
726 => 0.0083899063053793
727 => 0.0084877307419509
728 => 0.0086443571035563
729 => 0.0083924890163931
730 => 0.0085522413456559
731 => 0.0085837798394694
801 => 0.0083839306351698
802 => 0.0084906787301606
803 => 0.0082071874384695
804 => 0.0076193626039954
805 => 0.0078350893812021
806 => 0.0079939369020742
807 => 0.0077672419040316
808 => 0.008173583913715
809 => 0.0079362073002596
810 => 0.0078609703098812
811 => 0.0075674439864911
812 => 0.0077059771122669
813 => 0.007893345148482
814 => 0.0077775734859733
815 => 0.0080178170688815
816 => 0.0083580660529028
817 => 0.0086005477410936
818 => 0.0086191624742058
819 => 0.0084632629937105
820 => 0.0087130929061415
821 => 0.008714912644308
822 => 0.0084331034825007
823 => 0.0082604969400137
824 => 0.0082212803703934
825 => 0.0083192510501663
826 => 0.0084382055417958
827 => 0.0086257636206101
828 => 0.0087391010395071
829 => 0.0090346249184683
830 => 0.0091145852067815
831 => 0.0092024373211932
901 => 0.0093198348386359
902 => 0.0094608006584314
903 => 0.0091523754699073
904 => 0.0091646297776239
905 => 0.0088774285125076
906 => 0.0085705127719032
907 => 0.0088034235614348
908 => 0.0091079234359234
909 => 0.0090380708282732
910 => 0.0090302109829533
911 => 0.0090434290626421
912 => 0.0089907624776468
913 => 0.0087525534656277
914 => 0.008632926391059
915 => 0.0087872758373742
916 => 0.0088693056987872
917 => 0.0089965268600831
918 => 0.0089808441666405
919 => 0.0093085522155835
920 => 0.0094358896540257
921 => 0.009403311288196
922 => 0.0094093064915508
923 => 0.0096398448414216
924 => 0.0098962509003058
925 => 0.01013640901021
926 => 0.010380708154636
927 => 0.010086196000873
928 => 0.0099366608921764
929 => 0.010090942954352
930 => 0.010009078720484
1001 => 0.010479494890796
1002 => 0.010512065485781
1003 => 0.01098244763965
1004 => 0.011428896315736
1005 => 0.011148489901245
1006 => 0.011412900520328
1007 => 0.01169888216258
1008 => 0.012250587149333
1009 => 0.01206479231901
1010 => 0.011922476390759
1011 => 0.011787988526227
1012 => 0.01206783642297
1013 => 0.012427856271452
1014 => 0.012505401098587
1015 => 0.012631053342951
1016 => 0.012498945372028
1017 => 0.012658054871789
1018 => 0.013219781322202
1019 => 0.013067997876804
1020 => 0.012852440983932
1021 => 0.013295870067751
1022 => 0.013456345329399
1023 => 0.014582644757187
1024 => 0.016004644309878
1025 => 0.015415927157711
1026 => 0.015050491423578
1027 => 0.015136377489351
1028 => 0.015655643588271
1029 => 0.015822415378562
1030 => 0.015369072162867
1031 => 0.015529200650705
1101 => 0.016411524362179
1102 => 0.016884862725051
1103 => 0.016242005650447
1104 => 0.014468388477698
1105 => 0.012833032444188
1106 => 0.013266802505317
1107 => 0.013217626441837
1108 => 0.014165573197691
1109 => 0.013064377891829
1110 => 0.013082919196607
1111 => 0.014050468487479
1112 => 0.013792342924669
1113 => 0.01337421257114
1114 => 0.012836085258499
1115 => 0.011841307150332
1116 => 0.010960204438488
1117 => 0.01268824976225
1118 => 0.012613733305643
1119 => 0.012505822433755
1120 => 0.012745966401965
1121 => 0.013912037345534
1122 => 0.013885155636081
1123 => 0.013714147915713
1124 => 0.013843855764419
1125 => 0.013351474158133
1126 => 0.013478372109394
1127 => 0.012832773395437
1128 => 0.01312461097673
1129 => 0.013373315451193
1130 => 0.013423246556574
1201 => 0.013535743886544
1202 => 0.012574466519065
1203 => 0.013006051835442
1204 => 0.013259567774738
1205 => 0.012114173538009
1206 => 0.013236927013401
1207 => 0.012557732818746
1208 => 0.012327204107925
1209 => 0.012637580647197
1210 => 0.012516626607992
1211 => 0.012412637427743
1212 => 0.012354609678403
1213 => 0.012582515953835
1214 => 0.012571883853679
1215 => 0.01219898495237
1216 => 0.011712553536915
1217 => 0.011875815886509
1218 => 0.011816501144309
1219 => 0.011601536866822
1220 => 0.011746396834962
1221 => 0.011108506847225
1222 => 0.010011050277959
1223 => 0.01073606370362
1224 => 0.010708151475395
1225 => 0.010694076864205
1226 => 0.01123890441569
1227 => 0.011186531817925
1228 => 0.011091475040147
1229 => 0.011599791074554
1230 => 0.01141424888418
1231 => 0.011986046195674
]
'min_raw' => 0.0051328839581805
'max_raw' => 0.016884862725051
'avg_raw' => 0.011008873341616
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.005132'
'max' => '$0.016884'
'avg' => '$0.0110088'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0027962628438135
'max_diff' => 0.01116174763541
'year' => 2029
]
4 => [
'items' => [
101 => 0.012362668886556
102 => 0.01226714518968
103 => 0.01262136065083
104 => 0.0118795771213
105 => 0.01212596785462
106 => 0.012176748643274
107 => 0.011593518533593
108 => 0.011195100622622
109 => 0.011168530690257
110 => 0.010477728938003
111 => 0.0108467496581
112 => 0.011171472620671
113 => 0.011015955521119
114 => 0.010966723453342
115 => 0.011218239410481
116 => 0.011237784354439
117 => 0.010792157560912
118 => 0.010884817482452
119 => 0.011271224758702
120 => 0.010875081010509
121 => 0.010105438417486
122 => 0.0099145564132742
123 => 0.0098890892352591
124 => 0.0093714021007954
125 => 0.0099273120615334
126 => 0.0096846424662106
127 => 0.010451232810207
128 => 0.010013360517023
129 => 0.0099944847176279
130 => 0.0099659511783648
131 => 0.0095203564763457
201 => 0.0096179133970672
202 => 0.0099422074598842
203 => 0.010057919234931
204 => 0.010045849548795
205 => 0.0099406182420584
206 => 0.0099887925954111
207 => 0.0098336062182047
208 => 0.009778806678488
209 => 0.0096058442573412
210 => 0.0093516372803437
211 => 0.0093869863196372
212 => 0.0088833357813314
213 => 0.0086089202373052
214 => 0.0085329656314574
215 => 0.0084313959581564
216 => 0.0085444381963234
217 => 0.0088819090026367
218 => 0.0084748476117973
219 => 0.0077769694092398
220 => 0.0078189130783401
221 => 0.0079131480496214
222 => 0.0077375418040655
223 => 0.0075713452301619
224 => 0.0077158396672168
225 => 0.0074201394728274
226 => 0.007948882005389
227 => 0.007934581001667
228 => 0.0081316635205871
301 => 0.0082549032642082
302 => 0.0079708755545023
303 => 0.0078994433536038
304 => 0.0079401343816481
305 => 0.0072676023284613
306 => 0.0080767033038021
307 => 0.0080837004426355
308 => 0.0080237866918578
309 => 0.0084546079830367
310 => 0.0093637752839548
311 => 0.0090217099741795
312 => 0.0088892519472557
313 => 0.0086374491412475
314 => 0.0089729614296823
315 => 0.0089471993207375
316 => 0.0088306932940997
317 => 0.0087602300856681
318 => 0.0088900607077231
319 => 0.0087441426348237
320 => 0.0087179317393704
321 => 0.0085591222306593
322 => 0.0085024344614217
323 => 0.0084604650938833
324 => 0.0084142609440484
325 => 0.0085161757852274
326 => 0.0082852233471019
327 => 0.0080067173472691
328 => 0.0079835625868597
329 => 0.0080474949161374
330 => 0.0080192096196342
331 => 0.0079834271677422
401 => 0.0079151087223094
402 => 0.0078948400989421
403 => 0.0079607032919476
404 => 0.0078863475871071
405 => 0.0079960634799642
406 => 0.0079662268279643
407 => 0.007799561715303
408 => 0.0075918352775993
409 => 0.0075899860765828
410 => 0.0075452317563192
411 => 0.0074882304006063
412 => 0.0074723739274614
413 => 0.0077036707487558
414 => 0.008182448246704
415 => 0.0080884527676822
416 => 0.0081563741343196
417 => 0.0084904800339282
418 => 0.0085966822524988
419 => 0.0085213024332948
420 => 0.0084181178875435
421 => 0.0084226574838862
422 => 0.0087752703128043
423 => 0.0087972623424202
424 => 0.008852829106362
425 => 0.0089242481011928
426 => 0.0085334653969389
427 => 0.0084042516536583
428 => 0.0083430230135864
429 => 0.0081544625006307
430 => 0.0083578088478968
501 => 0.0082393276395036
502 => 0.0082553148024103
503 => 0.0082449031415943
504 => 0.0082505886124332
505 => 0.0079487342110753
506 => 0.0080587140899299
507 => 0.0078758512103859
508 => 0.007631018341998
509 => 0.0076301975763736
510 => 0.0076901200740571
511 => 0.0076544758276674
512 => 0.0075585580771301
513 => 0.0075721827408749
514 => 0.0074528163499255
515 => 0.0075866759819345
516 => 0.0075905145972077
517 => 0.0075389713475008
518 => 0.0077452005796802
519 => 0.0078296928643711
520 => 0.0077957659932506
521 => 0.0078273124646512
522 => 0.0080923587041997
523 => 0.0081355728060243
524 => 0.0081547656554915
525 => 0.0081290497797708
526 => 0.0078321570233579
527 => 0.0078453254795903
528 => 0.0077487040851649
529 => 0.0076670691885872
530 => 0.0076703341563317
531 => 0.0077123051049664
601 => 0.0078955946992175
602 => 0.0082813168448073
603 => 0.0082959547182732
604 => 0.0083136962479308
605 => 0.008241532530635
606 => 0.0082197672629848
607 => 0.0082484812691076
608 => 0.0083933382266842
609 => 0.0087659496498515
610 => 0.008634243887024
611 => 0.0085271650517229
612 => 0.0086211020585287
613 => 0.0086066411926335
614 => 0.0084845769315774
615 => 0.0084811509943172
616 => 0.0082468706510455
617 => 0.0081602625424432
618 => 0.0080878863243906
619 => 0.0080088533837062
620 => 0.0079620000072603
621 => 0.0080339880879599
622 => 0.0080504526137539
623 => 0.0078930494171678
624 => 0.0078715959430979
625 => 0.0080001347912141
626 => 0.0079435696365694
627 => 0.0080017483008698
628 => 0.0080152462500348
629 => 0.0080130727693351
630 => 0.0079540122514194
701 => 0.0079916556643289
702 => 0.0079026177707565
703 => 0.0078058024345558
704 => 0.0077440402818683
705 => 0.0076901446120877
706 => 0.0077200490621167
707 => 0.0076134451581003
708 => 0.0075793404236927
709 => 0.0079789029230388
710 => 0.0082740640373265
711 => 0.0082697722778281
712 => 0.0082436472956327
713 => 0.0082048308713494
714 => 0.0083904985634753
715 => 0.0083258156520813
716 => 0.0083728778745586
717 => 0.0083848571853743
718 => 0.0084211149512758
719 => 0.0084340739861254
720 => 0.0083949027821817
721 => 0.0082634394373871
722 => 0.0079358452813187
723 => 0.0077833493173453
724 => 0.0077330231092129
725 => 0.0077348523712954
726 => 0.0076843931568736
727 => 0.0076992556569442
728 => 0.0076792245858835
729 => 0.0076412905833312
730 => 0.0077177067443543
731 => 0.0077265129950464
801 => 0.0077086765499585
802 => 0.0077128776784655
803 => 0.0075651995311829
804 => 0.0075764271799807
805 => 0.0075139102047338
806 => 0.0075021890255284
807 => 0.0073441515560801
808 => 0.0070641652710548
809 => 0.0072193048518851
810 => 0.0070319180541683
811 => 0.0069609518344996
812 => 0.0072968948808996
813 => 0.0072631755166507
814 => 0.007205462622512
815 => 0.0071200932236596
816 => 0.0070884288832052
817 => 0.006896046374316
818 => 0.00688467938937
819 => 0.0069800293555402
820 => 0.0069360286269447
821 => 0.0068742349396175
822 => 0.0066504244680442
823 => 0.0063987873968952
824 => 0.0064063827383389
825 => 0.0064864238087973
826 => 0.0067191540161639
827 => 0.0066282222978723
828 => 0.0065622502929305
829 => 0.0065498957195161
830 => 0.0067045390718488
831 => 0.0069233918141837
901 => 0.007026072624333
902 => 0.0069243190599376
903 => 0.006807430043961
904 => 0.006814544536752
905 => 0.0068618740699412
906 => 0.0068668477346758
907 => 0.0067907650016601
908 => 0.0068121818453469
909 => 0.0067796477013894
910 => 0.006579985719976
911 => 0.0065763744678672
912 => 0.006527374197644
913 => 0.0065258904889356
914 => 0.0064425288055956
915 => 0.0064308659298442
916 => 0.0062653462478803
917 => 0.0063742918037887
918 => 0.0063012168447837
919 => 0.006191075644923
920 => 0.0061720872605523
921 => 0.0061715164467889
922 => 0.0062846068319243
923 => 0.006372970276794
924 => 0.0063024880149817
925 => 0.0062864405702083
926 => 0.0064577852968492
927 => 0.0064359801185423
928 => 0.0064170969747568
929 => 0.0069037959515055
930 => 0.0065185357338142
1001 => 0.0063505402890163
1002 => 0.0061426140246093
1003 => 0.0062103158647554
1004 => 0.0062245816372212
1005 => 0.0057245564528485
1006 => 0.0055216962978226
1007 => 0.0054520823372414
1008 => 0.00541201851873
1009 => 0.0054302761039154
1010 => 0.0052476781712692
1011 => 0.0053703870018985
1012 => 0.0052122726268459
1013 => 0.0051857642373196
1014 => 0.0054684923265262
1015 => 0.0055078322884657
1016 => 0.0053399957888634
1017 => 0.0054477739918692
1018 => 0.0054086921172302
1019 => 0.0052149830439904
1020 => 0.0052075847822201
1021 => 0.0051103883784715
1022 => 0.0049582948275374
1023 => 0.0048887839935457
1024 => 0.0048525821476821
1025 => 0.0048675197348453
1026 => 0.0048599668336779
1027 => 0.0048106790445811
1028 => 0.0048627919520547
1029 => 0.0047296650079998
1030 => 0.0046766527862004
1031 => 0.0046527083954879
1101 => 0.0045345505701381
1102 => 0.004722592215293
1103 => 0.0047596387882747
1104 => 0.0047967583544495
1105 => 0.0051198588353967
1106 => 0.0051037176484411
1107 => 0.0052496261174433
1108 => 0.0052439563826463
1109 => 0.0052023409237264
1110 => 0.005026772147954
1111 => 0.0050967507327644
1112 => 0.0048813675258048
1113 => 0.0050427472690934
1114 => 0.0049691002936357
1115 => 0.0050178471526089
1116 => 0.0049301959048479
1117 => 0.0049787057243902
1118 => 0.0047684239050659
1119 => 0.004572065700926
1120 => 0.0046510859743252
1121 => 0.0047369900485746
1122 => 0.0049232519694982
1123 => 0.0048123159060236
1124 => 0.0048522127094061
1125 => 0.004718565096719
1126 => 0.0044428118971924
1127 => 0.004444372630355
1128 => 0.0044019540082178
1129 => 0.0043652981254711
1130 => 0.0048250582474085
1201 => 0.0047678798085136
1202 => 0.0046767734494637
1203 => 0.0047987229314748
1204 => 0.0048309683101171
1205 => 0.0048318862907154
1206 => 0.004920857484819
1207 => 0.004968341427061
1208 => 0.0049767106776884
1209 => 0.0051167087739603
1210 => 0.0051636342892111
1211 => 0.0053569138453816
1212 => 0.0049643127463136
1213 => 0.0049562273850366
1214 => 0.0048004390107739
1215 => 0.0047016355608997
1216 => 0.0048072041675168
1217 => 0.0049007235414277
1218 => 0.0048033449184055
1219 => 0.0048160605107973
1220 => 0.0046853376655159
1221 => 0.0047320649316224
1222 => 0.0047723127480359
1223 => 0.0047500902694697
1224 => 0.0047168221434759
1225 => 0.0048930560192479
1226 => 0.0048831122133107
1227 => 0.0050472252500288
1228 => 0.0051751630979865
1229 => 0.0054044505931525
1230 => 0.0051651771389193
1231 => 0.0051564570632212
]
'min_raw' => 0.0043652981254711
'max_raw' => 0.01262136065083
'avg_raw' => 0.0084933293881504
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.004365'
'max' => '$0.012621'
'avg' => '$0.008493'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00076758583270939
'max_diff' => -0.004263502074221
'year' => 2030
]
5 => [
'items' => [
101 => 0.0052416972019143
102 => 0.00516362123939
103 => 0.0052129625526147
104 => 0.0053965009447782
105 => 0.0054003788217886
106 => 0.005335419385502
107 => 0.0053314665979005
108 => 0.0053439427682177
109 => 0.0054170160874517
110 => 0.005391482024395
111 => 0.0054210306886076
112 => 0.0054579817456705
113 => 0.0056108269846066
114 => 0.0056476774542589
115 => 0.0055581499177816
116 => 0.0055662332519282
117 => 0.0055327474956999
118 => 0.0055004006747586
119 => 0.0055731116043608
120 => 0.0057059922573456
121 => 0.0057051656136999
122 => 0.0057359913423616
123 => 0.0057551955159437
124 => 0.005672757144615
125 => 0.005619092796223
126 => 0.0056396711221477
127 => 0.005672576313439
128 => 0.0056290004120971
129 => 0.0053600297626936
130 => 0.005441618275811
131 => 0.0054280379577538
201 => 0.0054086979334173
202 => 0.0054907358142621
203 => 0.0054828230605219
204 => 0.0052458053655472
205 => 0.0052609784693774
206 => 0.005246728092246
207 => 0.0052927739761105
208 => 0.0051611346105516
209 => 0.0052016259927928
210 => 0.0052270218081514
211 => 0.0052419801384975
212 => 0.0052960198847306
213 => 0.0052896789442346
214 => 0.0052956257229663
215 => 0.0053757524006659
216 => 0.0057810056403153
217 => 0.0058030626800086
218 => 0.0056944457495758
219 => 0.0057378360709095
220 => 0.005654536142369
221 => 0.0057104559424592
222 => 0.0057487148494721
223 => 0.0055758302054458
224 => 0.0055655930988386
225 => 0.0054819493618616
226 => 0.0055268947682896
227 => 0.0054553833949735
228 => 0.0054729297846237
301 => 0.0054238685494952
302 => 0.005512169004732
303 => 0.0056109026341903
304 => 0.0056358466481006
305 => 0.0055702296865757
306 => 0.0055227186820632
307 => 0.005439305009237
308 => 0.0055780238061418
309 => 0.0056185894097356
310 => 0.0055778107322955
311 => 0.0055683614217009
312 => 0.0055504549951987
313 => 0.0055721603547325
314 => 0.0056183684807465
315 => 0.0055965775818484
316 => 0.0056109708544768
317 => 0.0055561185414955
318 => 0.0056727844351462
319 => 0.0058580779514398
320 => 0.0058586737003932
321 => 0.005836882684034
322 => 0.0058279662696339
323 => 0.0058503251748078
324 => 0.0058624539636544
325 => 0.0059347585630649
326 => 0.0060123442789748
327 => 0.0063744029618261
328 => 0.0062727383324827
329 => 0.0065939783348758
330 => 0.006848037468975
331 => 0.0069242186946319
401 => 0.0068541355516312
402 => 0.0066143849052429
403 => 0.0066026215947403
404 => 0.0069609102805564
405 => 0.0068596773161519
406 => 0.0068476359771566
407 => 0.0067195364744101
408 => 0.0067952591459653
409 => 0.0067786974869116
410 => 0.0067525540978713
411 => 0.0068970276803117
412 => 0.0071674693293947
413 => 0.0071253184621994
414 => 0.0070938547951605
415 => 0.0069559901651322
416 => 0.0070390154655891
417 => 0.0070094517463413
418 => 0.0071364762458299
419 => 0.00706122974627
420 => 0.0068589103768812
421 => 0.0068911304033097
422 => 0.0068862604111327
423 => 0.0069864845050436
424 => 0.0069563997197665
425 => 0.0068803858739638
426 => 0.0071665449892389
427 => 0.0071479634079935
428 => 0.0071743078418586
429 => 0.0071859054763746
430 => 0.0073600854871533
501 => 0.0074314414644307
502 => 0.0074476405205348
503 => 0.007515423180079
504 => 0.0074459540262168
505 => 0.0077238801723328
506 => 0.0079086848420598
507 => 0.008123344975909
508 => 0.0084370211266672
509 => 0.008554966261019
510 => 0.0085336605281843
511 => 0.0087714862057528
512 => 0.0091988536617756
513 => 0.0086200437099497
514 => 0.0092295319946827
515 => 0.0090365750406169
516 => 0.0085790775736741
517 => 0.0085496201303438
518 => 0.0088594427266123
519 => 0.0095465994258159
520 => 0.0093744744663322
521 => 0.0095468809605875
522 => 0.0093457596271285
523 => 0.0093357722577386
524 => 0.0095371129463327
525 => 0.010007556439742
526 => 0.009784066370334
527 => 0.009463638553824
528 => 0.009700237467126
529 => 0.0094952735922281
530 => 0.0090334326163067
531 => 0.0093743428456196
601 => 0.0091463858838424
602 => 0.0092129158441476
603 => 0.0096920474717642
604 => 0.0096343970867043
605 => 0.0097090020232537
606 => 0.0095773262629951
607 => 0.0094543203395521
608 => 0.009224720648906
609 => 0.0091567474996336
610 => 0.0091755328326748
611 => 0.0091567381905555
612 => 0.009028279273769
613 => 0.0090005385829197
614 => 0.0089543028828232
615 => 0.0089686332596138
616 => 0.0088816966167013
617 => 0.0090457640239042
618 => 0.0090762163804381
619 => 0.0091956109573141
620 => 0.0092080068983617
621 => 0.0095405190954858
622 => 0.0093573769649503
623 => 0.0094802445178443
624 => 0.0094692540874392
625 => 0.0085889929310364
626 => 0.0087102851517788
627 => 0.0088989777836582
628 => 0.0088139720087634
629 => 0.00869379373135
630 => 0.0085967433287871
701 => 0.0084497020449911
702 => 0.0086566598282562
703 => 0.0089287873057432
704 => 0.0092149085002694
705 => 0.0095586643680895
706 => 0.0094819420601515
707 => 0.0092084822234321
708 => 0.0092207494319448
709 => 0.0092965804880017
710 => 0.0091983723804301
711 => 0.0091694088922573
712 => 0.0092926013494913
713 => 0.0092934497082389
714 => 0.0091804494116316
715 => 0.0090548702607885
716 => 0.0090543440795612
717 => 0.0090319984826193
718 => 0.0093497348591834
719 => 0.0095244577395227
720 => 0.0095444894361736
721 => 0.0095231094467338
722 => 0.0095313377561278
723 => 0.0094296703618143
724 => 0.0096620518766856
725 => 0.0098753081348814
726 => 0.0098181509021294
727 => 0.0097324640848549
728 => 0.0096642104076595
729 => 0.0098020725049153
730 => 0.0097959337227395
731 => 0.0098734455275067
801 => 0.0098699291443126
802 => 0.0098438648397358
803 => 0.0098181518329678
804 => 0.0099201009983364
805 => 0.0098907412759637
806 => 0.0098613359498329
807 => 0.0098023590665473
808 => 0.0098103750044881
809 => 0.0097247029822507
810 => 0.0096850671846786
811 => 0.0090890398887712
812 => 0.008929761919551
813 => 0.0089798740110697
814 => 0.0089963722127576
815 => 0.0089270542364327
816 => 0.0090264384081555
817 => 0.0090109494902664
818 => 0.009071207809059
819 => 0.0090335610275894
820 => 0.0090351060646327
821 => 0.0091458172217946
822 => 0.0091779571417176
823 => 0.0091616105190438
824 => 0.0091730591332351
825 => 0.0094368876151158
826 => 0.0093993796417523
827 => 0.0093794542784646
828 => 0.0093849737402676
829 => 0.0094523875739346
830 => 0.0094712597667025
831 => 0.0093912969598195
901 => 0.009429007881805
902 => 0.0095895762013907
903 => 0.0096457660258659
904 => 0.0098250969729448
905 => 0.0097489139992723
906 => 0.0098887511445701
907 => 0.01031856285522
908 => 0.010661926190395
909 => 0.010346155077278
910 => 0.01097669811527
911 => 0.011467666316373
912 => 0.011448822139065
913 => 0.011363210476903
914 => 0.010804256233012
915 => 0.010289898204245
916 => 0.010720180536104
917 => 0.010721277414256
918 => 0.010684315780351
919 => 0.010454750246587
920 => 0.010676327397388
921 => 0.010693915386969
922 => 0.010684070789828
923 => 0.010508063433336
924 => 0.01023933273157
925 => 0.010291842067444
926 => 0.010377853430768
927 => 0.010215015976146
928 => 0.010162979542724
929 => 0.010259725172791
930 => 0.010571459750618
1001 => 0.010512528134436
1002 => 0.010510989191776
1003 => 0.0107631236367
1004 => 0.010582649788153
1005 => 0.010292504378328
1006 => 0.010219238835799
1007 => 0.0099591955174056
1008 => 0.010138808363663
1009 => 0.010145272310241
1010 => 0.010046900189945
1011 => 0.01030048673373
1012 => 0.010298149889086
1013 => 0.010538892571035
1014 => 0.010999102160098
1015 => 0.010862995539073
1016 => 0.01070471834718
1017 => 0.010721927466489
1018 => 0.010910669029586
1019 => 0.010796551571987
1020 => 0.010837589005395
1021 => 0.010910606914516
1022 => 0.010954660432021
1023 => 0.010715588843265
1024 => 0.01065984981981
1025 => 0.01054582733956
1026 => 0.010516081002793
1027 => 0.0106089499338
1028 => 0.010584482251588
1029 => 0.01014472904056
1030 => 0.010098772383244
1031 => 0.010100181808313
1101 => 0.009984621608372
1102 => 0.0098083645658357
1103 => 0.01027155754986
1104 => 0.010234356670861
1105 => 0.010193289779566
1106 => 0.010198320239425
1107 => 0.010399376614723
1108 => 0.01028275376346
1109 => 0.010592814727653
1110 => 0.0105290755147
1111 => 0.010463701631446
1112 => 0.010454664969443
1113 => 0.010429501601828
1114 => 0.010343207051398
1115 => 0.010239001196256
1116 => 0.010170195464534
1117 => 0.0093814677215343
1118 => 0.0095278510028168
1119 => 0.0096962516246764
1120 => 0.0097543828445192
1121 => 0.0096549453704202
1122 => 0.010347133448954
1123 => 0.010473602880992
1124 => 0.010090518721951
1125 => 0.010018859317018
1126 => 0.010351831427611
1127 => 0.010151008540738
1128 => 0.010241439074401
1129 => 0.01004597772348
1130 => 0.010443140098271
1201 => 0.010440114386405
1202 => 0.010285609252292
1203 => 0.010416195933638
1204 => 0.010393503284174
1205 => 0.01021906736829
1206 => 0.010448670027941
1207 => 0.010448783907995
1208 => 0.010300076075643
1209 => 0.010126417883786
1210 => 0.010095371900705
1211 => 0.010071982922895
1212 => 0.01023568681963
1213 => 0.010382463221554
1214 => 0.010655577716578
1215 => 0.010724245189668
1216 => 0.010992258908589
1217 => 0.010832669788322
1218 => 0.010903413578311
1219 => 0.010980215969664
1220 => 0.011017037860393
1221 => 0.010957038565422
1222 => 0.011373374189754
1223 => 0.011408525672641
1224 => 0.011420311660794
1225 => 0.011279925630756
1226 => 0.01140462128319
1227 => 0.011346280316902
1228 => 0.011498067303595
1229 => 0.011521869441223
1230 => 0.011501709877438
1231 => 0.011509265051612
]
'min_raw' => 0.0051611346105516
'max_raw' => 0.011521869441223
'avg_raw' => 0.0083415020258871
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.005161'
'max' => '$0.011521'
'avg' => '$0.008341'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0007958364850805
'max_diff' => -0.0010994912096071
'year' => 2031
]
6 => [
'items' => [
101 => 0.011153996042882
102 => 0.011135573470586
103 => 0.010884380390124
104 => 0.010986743427138
105 => 0.010795380635828
106 => 0.010856063748208
107 => 0.010882812285935
108 => 0.010868840367792
109 => 0.010992530879666
110 => 0.010887368676271
111 => 0.010609828331245
112 => 0.010332212370538
113 => 0.010328727128292
114 => 0.010255635746167
115 => 0.010202804064244
116 => 0.010212981320487
117 => 0.010248847298927
118 => 0.010200719468376
119 => 0.010210989981167
120 => 0.010381548925566
121 => 0.010415753305495
122 => 0.010299513457984
123 => 0.0098327936968982
124 => 0.0097182594968499
125 => 0.0098005844085327
126 => 0.0097612384031516
127 => 0.0078780812247648
128 => 0.0083205010705615
129 => 0.0080576302213474
130 => 0.0081787732027715
131 => 0.0079104501358004
201 => 0.0080385079673759
202 => 0.0080148603618071
203 => 0.0087262583816933
204 => 0.0087151508801088
205 => 0.0087204674533214
206 => 0.0084666935616254
207 => 0.0088709622618091
208 => 0.0090701195605519
209 => 0.0090332608449544
210 => 0.0090425373895805
211 => 0.0088831356182428
212 => 0.0087220108109029
213 => 0.0085432986026329
214 => 0.008875323796102
215 => 0.0088384082624473
216 => 0.0089230792148614
217 => 0.0091384212864771
218 => 0.0091701312245275
219 => 0.0092127497028377
220 => 0.0091974740121533
221 => 0.009561402938167
222 => 0.0095173287439464
223 => 0.009623534871007
224 => 0.009405060809765
225 => 0.0091578366717215
226 => 0.0092048258979976
227 => 0.0092003004576437
228 => 0.0091426864078802
229 => 0.0090906750198519
301 => 0.0090040907129025
302 => 0.0092780562721568
303 => 0.0092669337707709
304 => 0.0094469941397145
305 => 0.0094151667204906
306 => 0.0092026154254229
307 => 0.0092102067365082
308 => 0.0092612619518169
309 => 0.0094379646349385
310 => 0.0094904220221251
311 => 0.0094661216703148
312 => 0.0095236388005942
313 => 0.0095690979952047
314 => 0.0095293477755352
315 => 0.010092127060261
316 => 0.0098584218644077
317 => 0.0099723281507561
318 => 0.0099994941288754
319 => 0.0099299090471619
320 => 0.0099449995597306
321 => 0.0099678575743536
322 => 0.010106646963087
323 => 0.010470870478155
324 => 0.010632182593626
325 => 0.011117498052019
326 => 0.010618787868009
327 => 0.010589196469558
328 => 0.010676616438737
329 => 0.010961547988673
330 => 0.011192458247635
331 => 0.011269064502066
401 => 0.01127918928322
402 => 0.011422907709219
403 => 0.011505284430812
404 => 0.011405456512133
405 => 0.011320862803472
406 => 0.011017858639204
407 => 0.011052932196271
408 => 0.011294554223689
409 => 0.011635859568884
410 => 0.011928735061829
411 => 0.011826180271941
412 => 0.012608600926389
413 => 0.012686174738376
414 => 0.012675456545821
415 => 0.012852181234058
416 => 0.012501418717265
417 => 0.012351460945632
418 => 0.011339152923464
419 => 0.011623570186185
420 => 0.012036987380791
421 => 0.01198227006485
422 => 0.011682035447454
423 => 0.011928507306949
424 => 0.011847016002313
425 => 0.011782740429268
426 => 0.012077199289817
427 => 0.01175342967694
428 => 0.012033757531232
429 => 0.011674234158482
430 => 0.011826648733583
501 => 0.011740130849292
502 => 0.011796118523661
503 => 0.011468815723316
504 => 0.011645420369556
505 => 0.01146146838941
506 => 0.011461381172221
507 => 0.011457320422063
508 => 0.011673739110937
509 => 0.011680796516611
510 => 0.011520862778543
511 => 0.011497813828253
512 => 0.01158303787792
513 => 0.011483262835974
514 => 0.011529946950124
515 => 0.011484676850234
516 => 0.011474485597214
517 => 0.011393279959257
518 => 0.011358294337629
519 => 0.011372013101338
520 => 0.011325183888293
521 => 0.011296967593547
522 => 0.011451707490844
523 => 0.011369036205908
524 => 0.011439036930755
525 => 0.011359262269996
526 => 0.011082728539641
527 => 0.010923691067023
528 => 0.010401344485073
529 => 0.010549481327745
530 => 0.010647696207696
531 => 0.010615236190458
601 => 0.010684972867844
602 => 0.010689254133457
603 => 0.010666582028758
604 => 0.010640330635993
605 => 0.010627552909787
606 => 0.010722787612326
607 => 0.010778074562602
608 => 0.010657553384844
609 => 0.010629316959166
610 => 0.010751170524035
611 => 0.010825501128213
612 => 0.011374316546703
613 => 0.011333658527851
614 => 0.011435702176437
615 => 0.011424213627593
616 => 0.011531171628139
617 => 0.011706002755208
618 => 0.011350522190325
619 => 0.011412221324796
620 => 0.011397094121865
621 => 0.011562248956901
622 => 0.011562764552269
623 => 0.011463745978569
624 => 0.011517425553764
625 => 0.011487463087512
626 => 0.0115416093137
627 => 0.011333115515221
628 => 0.011587038456254
629 => 0.011730996401386
630 => 0.011732995257594
701 => 0.011801230181066
702 => 0.011870560815213
703 => 0.012003634930034
704 => 0.011866849450377
705 => 0.011620785688272
706 => 0.011638550697115
707 => 0.011494283603424
708 => 0.011496708759333
709 => 0.011483763087028
710 => 0.011522614024119
711 => 0.011341641111135
712 => 0.011384115092089
713 => 0.011324651270026
714 => 0.01141209206206
715 => 0.011318020224312
716 => 0.011397086827069
717 => 0.01143120935172
718 => 0.011557122202286
719 => 0.011299422793907
720 => 0.010773956255506
721 => 0.010884415692544
722 => 0.010721037508764
723 => 0.010736158781697
724 => 0.010766706159556
725 => 0.010667692113436
726 => 0.010686580873145
727 => 0.01068590603373
728 => 0.01068009063223
729 => 0.01065433325473
730 => 0.010616979961414
731 => 0.010765783985248
801 => 0.010791068688534
802 => 0.010847273451827
803 => 0.011014500703332
804 => 0.010997790757416
805 => 0.011025045372493
806 => 0.010965548700808
807 => 0.010738918661656
808 => 0.010751225763132
809 => 0.010597756010519
810 => 0.010843348885206
811 => 0.010785189250812
812 => 0.010747693356168
813 => 0.010737462253917
814 => 0.010905104029433
815 => 0.01095526507613
816 => 0.010924008078011
817 => 0.010859899062957
818 => 0.01098300732399
819 => 0.011015945901122
820 => 0.011023319633814
821 => 0.011241443868698
822 => 0.011035510355486
823 => 0.011085080598919
824 => 0.011471813487735
825 => 0.01112110012307
826 => 0.011306880814174
827 => 0.011297787816101
828 => 0.011392826931194
829 => 0.011289991834679
830 => 0.011291266598947
831 => 0.011375654894643
901 => 0.011257146752848
902 => 0.011227802470355
903 => 0.01118726355426
904 => 0.011275778794468
905 => 0.011328839677772
906 => 0.01175647142828
907 => 0.012032741041485
908 => 0.012020747448967
909 => 0.012130346433521
910 => 0.012080971087168
911 => 0.011921525069234
912 => 0.012193679979477
913 => 0.012107558778431
914 => 0.012114658505608
915 => 0.012114394253408
916 => 0.012171657323257
917 => 0.012131081190185
918 => 0.012051101466847
919 => 0.012104195739696
920 => 0.01226186674851
921 => 0.012751282397805
922 => 0.013025165879045
923 => 0.012734794268336
924 => 0.012935088717172
925 => 0.01281498342008
926 => 0.012793156714775
927 => 0.012918956430288
928 => 0.01304497634155
929 => 0.013036949418001
930 => 0.012945465433619
1001 => 0.012893788452162
1002 => 0.013285103868815
1003 => 0.01357341840192
1004 => 0.013553757283648
1005 => 0.013640535065565
1006 => 0.01389531731721
1007 => 0.013918611413265
1008 => 0.013915676892571
1009 => 0.01385794004501
1010 => 0.014108806259411
1011 => 0.014318083269034
1012 => 0.013844575632978
1013 => 0.014024881142118
1014 => 0.014105826094252
1015 => 0.014224677299269
1016 => 0.014425199203909
1017 => 0.014643019178155
1018 => 0.014673821310788
1019 => 0.014651965723667
1020 => 0.014508307595336
1021 => 0.01474664881029
1022 => 0.01488626350422
1023 => 0.01496940085943
1024 => 0.015180223359506
1025 => 0.014106325982719
1026 => 0.013346168043266
1027 => 0.013227458404207
1028 => 0.01346885912326
1029 => 0.01353251456774
1030 => 0.013506855137887
1031 => 0.012651228266497
1101 => 0.013222953705805
1102 => 0.013838082206461
1103 => 0.013861711797361
1104 => 0.014169657986519
1105 => 0.01426993788885
1106 => 0.014517874934553
1107 => 0.014502366404838
1108 => 0.014562735129926
1109 => 0.014548857405469
1110 => 0.015008108573328
1111 => 0.015514730810935
1112 => 0.015497188093807
1113 => 0.015424355153069
1114 => 0.015532524489927
1115 => 0.016055412932076
1116 => 0.016007273743439
1117 => 0.016054036864713
1118 => 0.016670551806708
1119 => 0.017472108929529
1120 => 0.017099705170959
1121 => 0.01790771417076
1122 => 0.018416313005419
1123 => 0.019295882099859
1124 => 0.019185755717266
1125 => 0.019528165511156
1126 => 0.018988606508355
1127 => 0.017749669975059
1128 => 0.017553603526206
1129 => 0.017946133522002
1130 => 0.018911130214151
1201 => 0.017915742342035
1202 => 0.018117108012168
1203 => 0.018059114685623
1204 => 0.018056024467707
1205 => 0.018173965516729
1206 => 0.018002885873732
1207 => 0.017305876631519
1208 => 0.017625311859724
1209 => 0.017501962577575
1210 => 0.017638827802417
1211 => 0.018377432973382
1212 => 0.018050878021151
1213 => 0.017706878906145
1214 => 0.018138330135877
1215 => 0.018687715814053
1216 => 0.018653336245654
1217 => 0.018586625513415
1218 => 0.018962670418188
1219 => 0.019583786430055
1220 => 0.019751671592216
1221 => 0.019875600986662
1222 => 0.019892688756352
1223 => 0.020068703404148
1224 => 0.019122228281549
1225 => 0.020624308608318
1226 => 0.02088367638662
1227 => 0.020834925993992
1228 => 0.021123202363709
1229 => 0.021038384142873
1230 => 0.020915495848452
1231 => 0.021372475212596
]
'min_raw' => 0.0078780812247648
'max_raw' => 0.021372475212596
'avg_raw' => 0.014625278218681
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.007878'
'max' => '$0.021372'
'avg' => '$0.014625'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0027169466142132
'max_diff' => 0.0098506057713738
'year' => 2032
]
7 => [
'items' => [
101 => 0.020848585247938
102 => 0.020104989399018
103 => 0.019697038009642
104 => 0.020234261307672
105 => 0.020562324829269
106 => 0.020779153948287
107 => 0.020844766308689
108 => 0.019195700451047
109 => 0.018306945415163
110 => 0.018876627203568
111 => 0.019571678302758
112 => 0.019118367237599
113 => 0.019136136173122
114 => 0.018489833722258
115 => 0.019628861728721
116 => 0.019462914928912
117 => 0.020323847219872
118 => 0.020118378819222
119 => 0.020820435681301
120 => 0.020635560581028
121 => 0.021402966786033
122 => 0.021709105897903
123 => 0.022223161113482
124 => 0.022601302222642
125 => 0.022823353914628
126 => 0.022810022763936
127 => 0.023689902193298
128 => 0.023171068034449
129 => 0.022519290051113
130 => 0.022507501443727
131 => 0.022845066497063
201 => 0.023552510242404
202 => 0.023735940112683
203 => 0.023838452386206
204 => 0.023681451270828
205 => 0.023118293976576
206 => 0.022875125512191
207 => 0.023082312089116
208 => 0.022828940709282
209 => 0.023266330794328
210 => 0.023866960802578
211 => 0.023742933081023
212 => 0.024157539158906
213 => 0.024586612831683
214 => 0.02520020745466
215 => 0.025360623810449
216 => 0.025625785946481
217 => 0.025898724885682
218 => 0.025986385517042
219 => 0.026153756861806
220 => 0.026152874732203
221 => 0.02665725954504
222 => 0.027213611613096
223 => 0.027423621639208
224 => 0.02790652811423
225 => 0.027079567698815
226 => 0.027706826673344
227 => 0.02827262996968
228 => 0.027598055954457
301 => 0.028527799078854
302 => 0.028563898897532
303 => 0.029108963299878
304 => 0.028556436106396
305 => 0.028228347222635
306 => 0.029175527536721
307 => 0.029633838254808
308 => 0.029495791336664
309 => 0.028445247473372
310 => 0.02783378588499
311 => 0.026233472966063
312 => 0.028129112746905
313 => 0.029052423587583
314 => 0.02844285632135
315 => 0.028750286594028
316 => 0.030427526477157
317 => 0.031066110831412
318 => 0.030933289749768
319 => 0.030955734326145
320 => 0.031300302852575
321 => 0.03282830945612
322 => 0.03191269248036
323 => 0.032612647350815
324 => 0.032983900890229
325 => 0.033328741867822
326 => 0.032481921414965
327 => 0.031380220448061
328 => 0.031031265505582
329 => 0.028382246869981
330 => 0.028244353945893
331 => 0.028166950469019
401 => 0.027678932496269
402 => 0.027295484049061
403 => 0.026990551607313
404 => 0.02619031781963
405 => 0.026460373231864
406 => 0.025184967596069
407 => 0.02600092692425
408 => 0.023965348733776
409 => 0.025660638738335
410 => 0.024737969464232
411 => 0.025357517066682
412 => 0.025355355523462
413 => 0.024214571959605
414 => 0.023556591807518
415 => 0.023975882369398
416 => 0.02442539513506
417 => 0.024498327068947
418 => 0.025081132103111
419 => 0.025243780460794
420 => 0.024750948343689
421 => 0.023923165900283
422 => 0.024115440882179
423 => 0.023552695361147
424 => 0.022566505481232
425 => 0.02327480427021
426 => 0.023516648618467
427 => 0.023623460860225
428 => 0.022653656378002
429 => 0.022348922754208
430 => 0.022186685129862
501 => 0.023797976319911
502 => 0.023886246488586
503 => 0.023434643825501
504 => 0.02547593068537
505 => 0.025013924600868
506 => 0.025530098591496
507 => 0.024097993942903
508 => 0.024152702269064
509 => 0.023474720977925
510 => 0.023854345198236
511 => 0.02358603903518
512 => 0.023823675312755
513 => 0.023966113517722
514 => 0.024643983558803
515 => 0.025668378925327
516 => 0.024542732379639
517 => 0.024052272060127
518 => 0.024356550883899
519 => 0.025166885488997
520 => 0.026394583895985
521 => 0.025667761729315
522 => 0.025990313064643
523 => 0.026060776182101
524 => 0.025524844424818
525 => 0.026414344464321
526 => 0.026891034761777
527 => 0.027380020369808
528 => 0.027804592872195
529 => 0.027184708764936
530 => 0.0278480736166
531 => 0.027313518645819
601 => 0.026833967575751
602 => 0.026834694856774
603 => 0.026533865465397
604 => 0.025950970612662
605 => 0.025843475858607
606 => 0.026402677144296
607 => 0.02685110361886
608 => 0.026888038171123
609 => 0.027136310108426
610 => 0.027283234883517
611 => 0.02872329741396
612 => 0.029302502476526
613 => 0.030010743463241
614 => 0.030286643241842
615 => 0.031117002659884
616 => 0.03044641999132
617 => 0.030301335212814
618 => 0.028287154873139
619 => 0.028616976790924
620 => 0.02914505350438
621 => 0.028295862663641
622 => 0.028834478795302
623 => 0.028940813029142
624 => 0.02826700748382
625 => 0.028626916138995
626 => 0.027671105456328
627 => 0.02568921298628
628 => 0.026416550877195
629 => 0.026952116384195
630 => 0.026187798370955
701 => 0.027557808826496
702 => 0.026757477001125
703 => 0.026503810235185
704 => 0.025514165742522
705 => 0.025981239848149
706 => 0.026612964263867
707 => 0.026222632020799
708 => 0.027032630033846
709 => 0.028179803238899
710 => 0.028997347180165
711 => 0.029060108052492
712 => 0.028534482069448
713 => 0.029376801061776
714 => 0.029382936436055
715 => 0.028432797171734
716 => 0.027850842162735
717 => 0.027718620760247
718 => 0.028048935747196
719 => 0.028449999120862
720 => 0.029082364278471
721 => 0.029464489299248
722 => 0.030460868689984
723 => 0.030730460384682
724 => 0.031026659922059
725 => 0.03142247384855
726 => 0.03189774995191
727 => 0.030857872895242
728 => 0.030899189149277
729 => 0.029930870032185
730 => 0.028896082184565
731 => 0.029681357172783
801 => 0.030707999759123
802 => 0.030472486815478
803 => 0.030445986798225
804 => 0.030490552476752
805 => 0.030312983408377
806 => 0.029509845093132
807 => 0.029106514059129
808 => 0.029626913993714
809 => 0.02990348339861
810 => 0.030332418426217
811 => 0.030279543130345
812 => 0.031384433697201
813 => 0.031813760761325
814 => 0.031703920526382
815 => 0.031724133773064
816 => 0.032501409915327
817 => 0.033365900844555
818 => 0.034175610679401
819 => 0.034999282301254
820 => 0.03400631401266
821 => 0.033502145953482
822 => 0.034022318697736
823 => 0.033746307717673
824 => 0.035332348679288
825 => 0.035442162714286
826 => 0.037028088987087
827 => 0.038533321868563
828 => 0.037587912064756
829 => 0.038479390927553
830 => 0.039443598001006
831 => 0.041303709882657
901 => 0.040677289640442
902 => 0.040197461552162
903 => 0.03974402632725
904 => 0.040687553049477
905 => 0.041901385104415
906 => 0.04216283290311
907 => 0.042586478217741
908 => 0.042141066970291
909 => 0.042677515757406
910 => 0.044571415703462
911 => 0.04405966722012
912 => 0.043332902106101
913 => 0.044827954221428
914 => 0.045369007770097
915 => 0.049166404926599
916 => 0.053960775699335
917 => 0.051975874717887
918 => 0.050743782626347
919 => 0.051033353493474
920 => 0.052784095399985
921 => 0.053346378134585
922 => 0.051817899831459
923 => 0.052357784208019
924 => 0.055332600203127
925 => 0.056928493540978
926 => 0.054761056031105
927 => 0.048781181903185
928 => 0.043267464859293
929 => 0.044729950905248
930 => 0.044564150373862
1001 => 0.047760219044752
1002 => 0.044047462188039
1003 => 0.04410997549161
1004 => 0.047372135477919
1005 => 0.046501847121152
1006 => 0.045092091441302
1007 => 0.043277757635885
1008 => 0.039923793791008
1009 => 0.0369530944814
1010 => 0.042779319938734
1011 => 0.04252808250271
1012 => 0.042164253464046
1013 => 0.04297391561918
1014 => 0.046905405217897
1015 => 0.046814771657657
1016 => 0.046238207189056
1017 => 0.046675526256884
1018 => 0.045015427294305
1019 => 0.045443272596712
1020 => 0.043266591458343
1021 => 0.04425054223912
1022 => 0.045089066738766
1023 => 0.045257412946637
1024 => 0.045636705548942
1025 => 0.042395691790243
1026 => 0.043850811816734
1027 => 0.044705558505989
1028 => 0.040843781867984
1029 => 0.044629223598415
1030 => 0.042339272951309
1031 => 0.041562029307777
1101 => 0.042608485479729
1102 => 0.042200680491808
1103 => 0.041850073710305
1104 => 0.041654429102037
1105 => 0.042422831021566
1106 => 0.042386984153581
1107 => 0.041129729472846
1108 => 0.039489691994084
1109 => 0.040040142404352
1110 => 0.039840158609802
1111 => 0.039115391539928
1112 => 0.039603797036313
1113 => 0.037453106406599
1114 => 0.033752954961349
1115 => 0.036197388344785
1116 => 0.036103280318555
1117 => 0.03605582678427
1118 => 0.037892750912746
1119 => 0.037716173042844
1120 => 0.037395682479914
1121 => 0.039109505479408
1122 => 0.038483937030421
1123 => 0.040411791587737
1124 => 0.041681601285
1125 => 0.041359536471734
1126 => 0.042553798629533
1127 => 0.040052823670051
1128 => 0.040883547229891
1129 => 0.041054758204241
1130 => 0.039088357169624
1201 => 0.037745063366135
1202 => 0.037655480984113
1203 => 0.035326394646151
1204 => 0.036570573768162
1205 => 0.037665399907902
1206 => 0.037141063148907
1207 => 0.036975073795124
1208 => 0.037823077404901
1209 => 0.037888974548041
1210 => 0.036386512700996
1211 => 0.036698922095775
1212 => 0.038001721205746
1213 => 0.036666094900842
1214 => 0.034071191163732
1215 => 0.033427619159578
1216 => 0.033341754790838
1217 => 0.031596336473232
1218 => 0.033470625718255
1219 => 0.032652448234974
1220 => 0.035237061101387
1221 => 0.033760744093649
1222 => 0.033697103018122
1223 => 0.033600900198348
1224 => 0.032098546550063
1225 => 0.032427466519482
1226 => 0.033520846593758
1227 => 0.033910976922068
1228 => 0.033870283132581
1229 => 0.033515488434903
1230 => 0.033677911630657
1231 => 0.033154689925139
]
'min_raw' => 0.018306945415163
'max_raw' => 0.056928493540978
'avg_raw' => 0.037617719478071
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0183069'
'max' => '$0.056928'
'avg' => '$0.037617'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.010428864190398
'max_diff' => 0.035556018328382
'year' => 2033
]
8 => [
'items' => [
101 => 0.032969929451002
102 => 0.032386774572255
103 => 0.031529698001144
104 => 0.031648879755113
105 => 0.029950786801457
106 => 0.029025575635691
107 => 0.028769489379094
108 => 0.028427040134192
109 => 0.028808169932529
110 => 0.029945976317474
111 => 0.02857354041814
112 => 0.026220595333917
113 => 0.026362011342702
114 => 0.026679731127653
115 => 0.026087662410324
116 => 0.025527319057934
117 => 0.026014492140744
118 => 0.025017518290232
119 => 0.026800210654388
120 => 0.026751993821875
121 => 0.027416471294276
122 => 0.027831982694219
123 => 0.026874363440764
124 => 0.026633524788198
125 => 0.026770717430206
126 => 0.024503228658198
127 => 0.027231169086186
128 => 0.027254760428288
129 => 0.027052757034496
130 => 0.028505301096688
131 => 0.031570622127767
201 => 0.030417325053622
202 => 0.029970733567925
203 => 0.029121762827157
204 => 0.030252965932335
205 => 0.030166107183375
206 => 0.029773298980374
207 => 0.029535727353563
208 => 0.029973460360306
209 => 0.029481487389851
210 => 0.029393115525844
211 => 0.028857678179499
212 => 0.028666551407701
213 => 0.028525048754837
214 => 0.028369268237798
215 => 0.0287128812403
216 => 0.027934208970576
217 => 0.026995206547472
218 => 0.026917138656137
219 => 0.02713269096791
220 => 0.027037325115933
221 => 0.026916682081128
222 => 0.02668634167251
223 => 0.026618004593717
224 => 0.026840066947356
225 => 0.026589371497137
226 => 0.026959286290024
227 => 0.026858689934678
228 => 0.026296766871154
301 => 0.025596402683439
302 => 0.025590167973104
303 => 0.025439275657689
304 => 0.025247091607195
305 => 0.025193630400924
306 => 0.025973463782546
307 => 0.027587695544056
308 => 0.027270783223979
309 => 0.027499784853716
310 => 0.028626246220775
311 => 0.028984314415488
312 => 0.02873016609219
313 => 0.028382272192075
314 => 0.028397577758089
315 => 0.029586436529428
316 => 0.029660584192712
317 => 0.02984793141689
318 => 0.030088725544277
319 => 0.028771174373308
320 => 0.028335521216422
321 => 0.028129084581572
322 => 0.027493339647268
323 => 0.028178936054264
324 => 0.027779468388072
325 => 0.027833370224
326 => 0.02779826658264
327 => 0.02781743554452
328 => 0.026799712355541
329 => 0.027170517195649
330 => 0.026553982230188
331 => 0.025728511120733
401 => 0.025725743852127
402 => 0.025927776736722
403 => 0.025807599671417
404 => 0.025484206278717
405 => 0.025530142783776
406 => 0.025127690662795
407 => 0.025579007757894
408 => 0.025591949917291
409 => 0.02541816825227
410 => 0.026113484507028
411 => 0.026398356143926
412 => 0.026283969329245
413 => 0.026390330460076
414 => 0.027283952361652
415 => 0.027429651723066
416 => 0.027494361755046
417 => 0.027407658884629
418 => 0.026406664227992
419 => 0.026451062597572
420 => 0.026125296820377
421 => 0.025850059066998
422 => 0.025861067133702
423 => 0.026002575117341
424 => 0.02662054878123
425 => 0.027921037925346
426 => 0.02797039053772
427 => 0.028030207343635
428 => 0.027786902332462
429 => 0.027713519212977
430 => 0.027810330489368
501 => 0.028298725835427
502 => 0.029555011263535
503 => 0.029110956088759
504 => 0.028749932319536
505 => 0.029066647496454
506 => 0.029017891677463
507 => 0.028606343499058
508 => 0.028594792712394
509 => 0.027804900178122
510 => 0.027512894893184
511 => 0.027268873420874
512 => 0.027002408343452
513 => 0.026844438913567
514 => 0.027087151753693
515 => 0.027142663051924
516 => 0.026611967185093
517 => 0.026539635299433
518 => 0.026973013000153
519 => 0.026782299632015
520 => 0.026978453060609
521 => 0.027023962338615
522 => 0.027016634296689
523 => 0.026817507637062
524 => 0.026944425031866
525 => 0.026644227557259
526 => 0.026317807891827
527 => 0.026109572481946
528 => 0.025927859468405
529 => 0.02602868440954
530 => 0.025669261904301
531 => 0.02555427541113
601 => 0.026901428274238
602 => 0.02789658457855
603 => 0.02788211461176
604 => 0.0277940324103
605 => 0.027663160125753
606 => 0.02828915171266
607 => 0.028071068760878
608 => 0.02822974232974
609 => 0.028270131412524
610 => 0.028392377001697
611 => 0.028436069292463
612 => 0.028304000843521
613 => 0.027860762998068
614 => 0.02675625642899
615 => 0.026242105639526
616 => 0.026072427315144
617 => 0.02607859479997
618 => 0.025908468035597
619 => 0.025958577992251
620 => 0.025891041837646
621 => 0.025763144699573
622 => 0.026020787121668
623 => 0.02605047801071
624 => 0.025990341190795
625 => 0.02600450558887
626 => 0.025506598404747
627 => 0.025544453206559
628 => 0.025333672859718
629 => 0.02529415408568
630 => 0.024761319723611
701 => 0.023817326415631
702 => 0.0243403903439
703 => 0.023708602672469
704 => 0.023469335108153
705 => 0.024601990543885
706 => 0.024488303353109
707 => 0.024293720301134
708 => 0.024005891412603
709 => 0.023899132878027
710 => 0.023250501817589
711 => 0.023212177234226
712 => 0.023533656302291
713 => 0.023385304773798
714 => 0.023176963042677
715 => 0.02242237041182
716 => 0.021573958457702
717 => 0.021599566681669
718 => 0.021869430739009
719 => 0.022654096881849
720 => 0.022347514244979
721 => 0.0221250850243
722 => 0.022083430717464
723 => 0.022604821576708
724 => 0.023342698877301
725 => 0.023688894397664
726 => 0.023345825151098
727 => 0.022951725672803
728 => 0.022975712681965
729 => 0.023135287507555
730 => 0.023152056565458
731 => 0.022895538319169
801 => 0.022967746702935
802 => 0.022858055565121
803 => 0.022184881254832
804 => 0.022172705666217
805 => 0.02200749783407
806 => 0.02200249540657
807 => 0.021721435671063
808 => 0.021682113471191
809 => 0.021124052307234
810 => 0.021491369855316
811 => 0.0212449925291
812 => 0.020873643783956
813 => 0.020809623120323
814 => 0.020807698581867
815 => 0.02118899071107
816 => 0.021486914234787
817 => 0.021249278368172
818 => 0.021195173287722
819 => 0.021772873996499
820 => 0.021699356315448
821 => 0.021635690477796
822 => 0.023276630058142
823 => 0.021977698336186
824 => 0.021411289964983
825 => 0.020710252047586
826 => 0.02093851352843
827 => 0.020986611576303
828 => 0.019300741756547
829 => 0.018616784580634
830 => 0.018382076252242
831 => 0.018246998290965
901 => 0.018308555014121
902 => 0.017692913335624
903 => 0.018106634725348
904 => 0.017573541070665
905 => 0.01748416618462
906 => 0.018437403676825
907 => 0.018570041105133
908 => 0.018004168628753
909 => 0.018367550365021
910 => 0.018235783096066
911 => 0.017582679431303
912 => 0.017557735675214
913 => 0.017230031213939
914 => 0.016717237188132
915 => 0.016482876558238
916 => 0.016360819507377
917 => 0.016411182625406
918 => 0.016385717491794
919 => 0.01621954026969
920 => 0.016395242575645
921 => 0.015946395789137
922 => 0.015767661382145
923 => 0.015686931197114
924 => 0.015288553839431
925 => 0.015922549374719
926 => 0.016047454482037
927 => 0.016172605691
928 => 0.017261961520669
929 => 0.017207540381906
930 => 0.017699480972151
1001 => 0.017680365065435
1002 => 0.017540055640188
1003 => 0.016948113254851
1004 => 0.017184050939288
1005 => 0.016457871419448
1006 => 0.01700197449112
1007 => 0.016753668571496
1008 => 0.016918022009922
1009 => 0.016622499708481
1010 => 0.016786053951915
1011 => 0.016077074116655
1012 => 0.015415038722105
1013 => 0.01568146109089
1014 => 0.015971092674853
1015 => 0.016599087745639
1016 => 0.016225059062326
1017 => 0.016359573920436
1018 => 0.015908971663283
1019 => 0.014979250498605
1020 => 0.01498451261943
1021 => 0.014841495273321
1022 => 0.014717907405408
1023 => 0.016268020755947
1024 => 0.016075239657142
1025 => 0.015768068206762
1026 => 0.016179229399603
1027 => 0.016287946944996
1028 => 0.016291041980675
1029 => 0.016591014573365
1030 => 0.016751109999857
1031 => 0.01677932751267
1101 => 0.017251340868606
1102 => 0.017409553519509
1103 => 0.018061209037485
1104 => 0.016737527021444
1105 => 0.016710266661397
1106 => 0.016185015280773
1107 => 0.015851892551286
1108 => 0.01620782447906
1109 => 0.016523131577515
1110 => 0.016194812751237
1111 => 0.01623768425876
1112 => 0.015796943059116
1113 => 0.015954487299188
1114 => 0.016090185622239
1115 => 0.016015260984229
1116 => 0.015903095174735
1117 => 0.016497279991156
1118 => 0.016463753755185
1119 => 0.017017072316486
1120 => 0.017448423703211
1121 => 0.018221482501504
1122 => 0.017414755345018
1123 => 0.017385355000986
1124 => 0.017672748079866
1125 => 0.017409509521126
1126 => 0.017575867203563
1127 => 0.018194679706984
1128 => 0.018207754240069
1129 => 0.017988738965306
1130 => 0.017975411865933
1201 => 0.018017476145215
1202 => 0.018263847942829
1203 => 0.018177758066502
1204 => 0.018277383450917
1205 => 0.018401966519645
1206 => 0.018917294914031
1207 => 0.019041538845282
1208 => 0.018739690505436
1209 => 0.018766944030871
1210 => 0.018654044465847
1211 => 0.01854498490066
1212 => 0.018790134876329
1213 => 0.019238151275298
1214 => 0.019235364188532
1215 => 0.019339295284899
1216 => 0.019404043496924
1217 => 0.019126096772326
1218 => 0.018945163674997
1219 => 0.019014544937585
1220 => 0.01912548708739
1221 => 0.018978567893644
1222 => 0.018071714570249
1223 => 0.018346795938552
1224 => 0.018301008948075
1225 => 0.018235802705747
1226 => 0.018512399148717
1227 => 0.018485720747031
1228 => 0.017686599040377
1229 => 0.017737756219293
1230 => 0.017689710077865
1231 => 0.017844956990135
]
'min_raw' => 0.014717907405408
'max_raw' => 0.032969929451002
'avg_raw' => 0.023843918428205
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.014717'
'max' => '$0.032969'
'avg' => '$0.023843'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.003589038009755
'max_diff' => -0.023958564089976
'year' => 2034
]
9 => [
'items' => [
101 => 0.017401125678386
102 => 0.017537645200631
103 => 0.017623268965191
104 => 0.01767370202031
105 => 0.01785590079767
106 => 0.017834521874077
107 => 0.017854571853762
108 => 0.018124724541892
109 => 0.019491064133248
110 => 0.019565430982547
111 => 0.019199221418201
112 => 0.019345514915993
113 => 0.019064663391103
114 => 0.019253200901303
115 => 0.019382193477449
116 => 0.018799300829694
117 => 0.018764785710036
118 => 0.018482775010998
119 => 0.018634311586759
120 => 0.018393205998859
121 => 0.018452364876614
122 => 0.018286951497032
123 => 0.018584662646804
124 => 0.018917549971885
125 => 0.019001650456319
126 => 0.018780418289307
127 => 0.018620231620481
128 => 0.018338996598791
129 => 0.018806696707593
130 => 0.018943466472309
131 => 0.018805978314243
201 => 0.018774119303844
202 => 0.018713746536705
203 => 0.018786927671793
204 => 0.018942721594798
205 => 0.018869252057771
206 => 0.018917779981344
207 => 0.018732841578461
208 => 0.019126188784257
209 => 0.019750918811221
210 => 0.019752927420411
211 => 0.019679457487356
212 => 0.019649395173682
213 => 0.019724779783525
214 => 0.019765672841926
215 => 0.020009452846984
216 => 0.020271038505036
217 => 0.021491744632399
218 => 0.02114897523657
219 => 0.022232058332899
220 => 0.023088636441357
221 => 0.023345486762463
222 => 0.023109196552787
223 => 0.022300860509633
224 => 0.022261199686986
225 => 0.023469195006132
226 => 0.023127880998782
227 => 0.02308728278366
228 => 0.022655386366529
301 => 0.022910690640465
302 => 0.022854851850668
303 => 0.022766707589245
304 => 0.023253810359266
305 => 0.024165623260782
306 => 0.024023508669154
307 => 0.023917426719009
308 => 0.023452606493468
309 => 0.0237325320906
310 => 0.023632855947083
311 => 0.024061127915676
312 => 0.023807429088867
313 => 0.023125295209485
314 => 0.023233927278119
315 => 0.023217507759483
316 => 0.023555420289526
317 => 0.023453987335511
318 => 0.023197701347271
319 => 0.024162506783412
320 => 0.024099857684919
321 => 0.024188679783004
322 => 0.024227782017496
323 => 0.024815042084696
324 => 0.025055623744002
325 => 0.025110239992639
326 => 0.025338773961727
327 => 0.025104553859299
328 => 0.026041601265113
329 => 0.026664683111747
330 => 0.027388424740112
331 => 0.028446005782563
401 => 0.028843666037696
402 => 0.028771832271925
403 => 0.029573678148306
404 => 0.03101457736413
405 => 0.029063079200328
406 => 0.031118011505419
407 => 0.030467443662962
408 => 0.028924959011711
409 => 0.02882564118487
410 => 0.029870229699312
411 => 0.032187026486425
412 => 0.031606695168145
413 => 0.032187975700564
414 => 0.031509881082964
415 => 0.03147620796977
416 => 0.032155042158523
417 => 0.033741175241869
418 => 0.032987662869281
419 => 0.031907318114362
420 => 0.032705027869368
421 => 0.032013977855029
422 => 0.030456848760003
423 => 0.031606251399723
424 => 0.030837678587645
425 => 0.031061988993787
426 => 0.032677414728198
427 => 0.032483042429948
428 => 0.032734578182274
429 => 0.032290624163255
430 => 0.031875901104367
501 => 0.031101789717215
502 => 0.03087261349871
503 => 0.030935949560608
504 => 0.030872582112503
505 => 0.030439473905842
506 => 0.03034594422985
507 => 0.030190057338902
508 => 0.030238373204766
509 => 0.029945260243464
510 => 0.030498424961669
511 => 0.030601097207839
512 => 0.031003644359639
513 => 0.031045438140338
514 => 0.032166526228202
515 => 0.031549049748527
516 => 0.031963306281448
517 => 0.031926251278009
518 => 0.028958389331326
519 => 0.029367334521911
520 => 0.030003524904392
521 => 0.02971692199942
522 => 0.029311732546541
523 => 0.028984520338458
524 => 0.028488760384045
525 => 0.029186532999654
526 => 0.030104029789335
527 => 0.031068707373025
528 => 0.032227704281648
529 => 0.031969029663855
530 => 0.031047040731999
531 => 0.031088400481969
601 => 0.03134407018182
602 => 0.031012954690471
603 => 0.03091530226793
604 => 0.031330654238518
605 => 0.031333514539266
606 => 0.030952526149825
607 => 0.030529127275102
608 => 0.030527353218357
609 => 0.030452013478148
610 => 0.031523283855379
611 => 0.032112374245205
612 => 0.032179912509032
613 => 0.032107828381932
614 => 0.032135570701536
615 => 0.031792791983418
616 => 0.032576282485165
617 => 0.033295290848749
618 => 0.033102581247935
619 => 0.032813682161032
620 => 0.032583560123048
621 => 0.03304837180917
622 => 0.033027674476468
623 => 0.033289010937942
624 => 0.033277155206497
625 => 0.033189277583865
626 => 0.033102584386322
627 => 0.033446313115225
628 => 0.033347324761416
629 => 0.033248182651351
630 => 0.033049337971719
701 => 0.033076364266142
702 => 0.032787515061739
703 => 0.032653880202941
704 => 0.030644332561493
705 => 0.030107315767834
706 => 0.030276272183104
707 => 0.030331897021962
708 => 0.030098186625156
709 => 0.030433267298901
710 => 0.030381045330836
711 => 0.030584210459747
712 => 0.030457281707608
713 => 0.03046249090787
714 => 0.030835761303848
715 => 0.030944123287806
716 => 0.030889009508176
717 => 0.030927609310239
718 => 0.031817125456816
719 => 0.031690664705898
720 => 0.031623484952429
721 => 0.031642094203254
722 => 0.031869384650146
723 => 0.031933013565678
724 => 0.031663413379447
725 => 0.031790558385813
726 => 0.032331925685819
727 => 0.032521373602085
728 => 0.033126000410648
729 => 0.032869144195986
730 => 0.033340614894475
731 => 0.034789755085426
801 => 0.035947428542831
802 => 0.034882784188522
803 => 0.037008704064222
804 => 0.038664037632547
805 => 0.038600503173092
806 => 0.0383118574769
807 => 0.036427304218681
808 => 0.034693110213362
809 => 0.036143837136578
810 => 0.03614753533785
811 => 0.03602291660856
812 => 0.035248920383722
813 => 0.035995983217669
814 => 0.036055282352495
815 => 0.036022090605905
816 => 0.035428669515052
817 => 0.034522625191869
818 => 0.034699664083855
819 => 0.034989657400424
820 => 0.034440639553216
821 => 0.034265195084868
822 => 0.034591379731202
823 => 0.03564241462496
824 => 0.035443722566526
825 => 0.035438533913902
826 => 0.03628862279843
827 => 0.035680142617772
828 => 0.03470189711124
829 => 0.034454877219368
830 => 0.033578123015759
831 => 0.034183700267083
901 => 0.03420549391427
902 => 0.033873825442569
903 => 0.034728810179789
904 => 0.034720931344919
905 => 0.035532612105225
906 => 0.037084240865559
907 => 0.036625347890114
908 => 0.036091705287085
909 => 0.036149727034339
910 => 0.036786082391836
911 => 0.036401327416114
912 => 0.03653968798799
913 => 0.036785872966539
914 => 0.036934402476527
915 => 0.036128355923591
916 => 0.035940427914438
917 => 0.03555599316148
918 => 0.035455701310247
919 => 0.035768815395038
920 => 0.035686320896179
921 => 0.034203662242613
922 => 0.03404871616388
923 => 0.034053468138903
924 => 0.033663848856646
925 => 0.033069585931861
926 => 0.0346312734166
927 => 0.034505848055773
928 => 0.034367388164572
929 => 0.034384348711203
930 => 0.035062224317828
1001 => 0.034669022232447
1002 => 0.035714414420988
1003 => 0.035499513214389
1004 => 0.035279100602738
1005 => 0.035248632865876
1006 => 0.03516379281511
1007 => 0.034872844713443
1008 => 0.03452150739741
1009 => 0.034289524069048
1010 => 0.031630273416313
1011 => 0.032123814869311
1012 => 0.032691589323267
1013 => 0.032887582789559
1014 => 0.032552322403131
1015 => 0.034886082836936
1016 => 0.035312483356867
1017 => 0.034020888368578
1018 => 0.033779283681745
1019 => 0.034901922399982
1020 => 0.034224834015883
1021 => 0.034529726873784
1022 => 0.033870715282479
1023 => 0.03520977595808
1024 => 0.035199574559272
1025 => 0.034678649712406
1026 => 0.035118931825838
1027 => 0.035042421973819
1028 => 0.034454299104688
1029 => 0.035228420502048
1030 => 0.035228804456603
1031 => 0.034727425617377
1101 => 0.034141924899102
1102 => 0.034037251199584
1103 => 0.033958393627931
1104 => 0.034510332745214
1105 => 0.035005199631902
1106 => 0.035926024220122
1107 => 0.036157541399853
1108 => 0.037061168365315
1109 => 0.036523102504181
1110 => 0.036761620131302
1111 => 0.037020564755921
1112 => 0.037144712331336
1113 => 0.036942420519323
1114 => 0.038346125144383
1115 => 0.038464640823137
1116 => 0.038504378105066
1117 => 0.038031056803351
1118 => 0.038451476901504
1119 => 0.038254776260429
1120 => 0.038766536683496
1121 => 0.038846787252318
1122 => 0.038778817875522
1123 => 0.038804290672735
1124 => 0.037606476405711
1125 => 0.037544363416992
1126 => 0.036697448408474
1127 => 0.037042572534525
1128 => 0.036397379523102
1129 => 0.036601976873249
1130 => 0.036692161435718
1201 => 0.036645054138213
1202 => 0.037062085334792
1203 => 0.036707523623855
1204 => 0.035771776973352
1205 => 0.034835775379299
1206 => 0.034824024641736
1207 => 0.034577591943823
1208 => 0.034399466239631
1209 => 0.034433779569607
1210 => 0.034554704220001
1211 => 0.034392437879121
1212 => 0.03442706563006
1213 => 0.035002117019146
1214 => 0.035117439474148
1215 => 0.034725528712659
1216 => 0.033151950452825
1217 => 0.03276579040084
1218 => 0.03304335458832
1219 => 0.032910696784128
1220 => 0.026561500879361
1221 => 0.028053150278232
1222 => 0.02716686285705
1223 => 0.027575304876854
1224 => 0.026670634922843
1225 => 0.027102390842712
1226 => 0.027022661289513
1227 => 0.029421189381783
1228 => 0.02938373966469
1229 => 0.029401664862468
1230 => 0.028546048468687
1231 => 0.029909068616496
]
'min_raw' => 0.017401125678386
'max_raw' => 0.038846787252318
'avg_raw' => 0.028123956465352
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0174011'
'max' => '$0.038846'
'avg' => '$0.028123'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0026832182729779
'max_diff' => 0.0058768578013153
'year' => 2035
]
10 => [
'items' => [
101 => 0.030580541353926
102 => 0.030456269620896
103 => 0.03048754613877
104 => 0.029950111937629
105 => 0.029406868400308
106 => 0.028804327712838
107 => 0.029923773833877
108 => 0.0297993105348
109 => 0.030084784562402
110 => 0.030810825391557
111 => 0.030917737661611
112 => 0.031061428836761
113 => 0.031009925779104
114 => 0.032236937561865
115 => 0.032088338338889
116 => 0.032446419711348
117 => 0.031709819160499
118 => 0.030876285718448
119 => 0.03103471317552
120 => 0.031019455337411
121 => 0.030825205546149
122 => 0.030649845520092
123 => 0.030357920484089
124 => 0.031281614494779
125 => 0.031244114204809
126 => 0.031851200310116
127 => 0.031743891944083
128 => 0.031027260412904
129 => 0.031052855048237
130 => 0.031224991271212
131 => 0.031820756704343
201 => 0.031997620447701
202 => 0.031915690114976
203 => 0.032109613135431
204 => 0.03226288198392
205 => 0.032128861343032
206 => 0.034026310993479
207 => 0.033238357608885
208 => 0.033622400605992
209 => 0.033713992597889
210 => 0.033479381636616
211 => 0.033530260353328
212 => 0.033607327745525
213 => 0.034075265859604
214 => 0.035303270869932
215 => 0.035847145929694
216 => 0.037483420881309
217 => 0.035801984677087
218 => 0.035702215211203
219 => 0.035996957740758
220 => 0.03695762435465
221 => 0.037736154414383
222 => 0.037994437749673
223 => 0.038028574156225
224 => 0.03851313086358
225 => 0.038790869731789
226 => 0.038454292934201
227 => 0.038169079339305
228 => 0.0371474796444
229 => 0.037265732590809
301 => 0.038080378125761
302 => 0.039231112926263
303 => 0.040218563098644
304 => 0.039872792464389
305 => 0.042510778327727
306 => 0.042772323850871
307 => 0.042736186716352
308 => 0.043332026341266
309 => 0.04214940602644
310 => 0.041643812929663
311 => 0.038230745755833
312 => 0.039189678414478
313 => 0.04058354334996
314 => 0.040399060099024
315 => 0.03938679812476
316 => 0.040217795207165
317 => 0.03994304158404
318 => 0.039726332001944
319 => 0.040719120608747
320 => 0.039627508754059
321 => 0.04057265368667
322 => 0.039360495534324
323 => 0.039874371915521
324 => 0.03958267082815
325 => 0.039771437181219
326 => 0.038667912938304
327 => 0.039263347833244
328 => 0.038643140889066
329 => 0.038642846830221
330 => 0.038629155727553
331 => 0.039358826446961
401 => 0.039382620982924
402 => 0.038843393218811
403 => 0.038765682073682
404 => 0.039053020907285
405 => 0.038716622387295
406 => 0.038874021137532
407 => 0.038721389835095
408 => 0.03868702931401
409 => 0.03841323883604
410 => 0.038295282370104
411 => 0.038341536139761
412 => 0.038183648178469
413 => 0.038088514970733
414 => 0.038610231338067
415 => 0.038331499328979
416 => 0.038567511660094
417 => 0.038298545821657
418 => 0.037366193042798
419 => 0.036829987100224
420 => 0.035068859130106
421 => 0.035568312837759
422 => 0.035899451162655
423 => 0.035790009948253
424 => 0.036025132024918
425 => 0.036039566610842
426 => 0.035963126026933
427 => 0.035874617623411
428 => 0.035831536627398
429 => 0.03615262707608
430 => 0.036339030888947
501 => 0.035932685323618
502 => 0.03583748424304
503 => 0.036248322044541
504 => 0.036498932866124
505 => 0.038349302366631
506 => 0.038212221017419
507 => 0.038556268303086
508 => 0.038517533858556
509 => 0.038878150224965
510 => 0.039467605576198
511 => 0.038269078032834
512 => 0.038477100972398
513 => 0.038426098551568
514 => 0.038982929608635
515 => 0.038984667974415
516 => 0.038650819939929
517 => 0.03883180437549
518 => 0.038730783828608
519 => 0.038913341610569
520 => 0.038210390212426
521 => 0.03906650913645
522 => 0.039551873399286
523 => 0.039558612682547
524 => 0.039788671491042
525 => 0.040022424564582
526 => 0.040471093233638
527 => 0.040009911438917
528 => 0.039180290285357
529 => 0.039240186252984
530 => 0.038753779674198
531 => 0.038761956256664
601 => 0.03871830901865
602 => 0.038849297665539
603 => 0.038239134854287
604 => 0.038382338846512
605 => 0.038181852418796
606 => 0.038476665154058
607 => 0.038159495385207
608 => 0.038426073956656
609 => 0.038541120430874
610 => 0.038965644397512
611 => 0.038096792850165
612 => 0.036325145729044
613 => 0.036697567433049
614 => 0.036146726479733
615 => 0.036197708907161
616 => 0.036300701524361
617 => 0.03596686875493
618 => 0.036030553527058
619 => 0.036028278258855
620 => 0.036008671226678
621 => 0.035921828430116
622 => 0.035795889193777
623 => 0.036297592349299
624 => 0.036382841491749
625 => 0.036572339775283
626 => 0.037136158129164
627 => 0.037079819379859
628 => 0.037171710217448
629 => 0.036971113034936
630 => 0.036207014035131
701 => 0.036248508287012
702 => 0.035731074301161
703 => 0.036559107824914
704 => 0.036363018556981
705 => 0.036236598530308
706 => 0.036202103654757
707 => 0.036767319605283
708 => 0.036936441076355
709 => 0.036831055924903
710 => 0.036614907904698
711 => 0.037029976001917
712 => 0.037141030714416
713 => 0.037165891769004
714 => 0.037901312855862
715 => 0.03720699363825
716 => 0.037374123174869
717 => 0.038678020110338
718 => 0.037495565515345
719 => 0.038121938086197
720 => 0.038091280408339
721 => 0.038411711420295
722 => 0.038064995712679
723 => 0.03806929366941
724 => 0.038353814700149
725 => 0.037954256226114
726 => 0.037855319928939
727 => 0.037718640142987
728 => 0.038017075455283
729 => 0.038195973927936
730 => 0.039637764231069
731 => 0.040569226520519
801 => 0.040528789285977
802 => 0.04089830991436
803 => 0.040731837486852
804 => 0.040194254105223
805 => 0.041111843386355
806 => 0.040821479744238
807 => 0.040845416970103
808 => 0.04084452602536
809 => 0.041037592463338
810 => 0.040900787197752
811 => 0.040631129976509
812 => 0.040810141024345
813 => 0.041341739838799
814 => 0.042991838870306
815 => 0.043915256149242
816 => 0.042936247990637
817 => 0.043611554709001
818 => 0.04320661131437
819 => 0.043133021053543
820 => 0.04355716357745
821 => 0.043982048506698
822 => 0.043954985173533
823 => 0.043646540532981
824 => 0.043472307982027
825 => 0.044791655230041
826 => 0.045763727807884
827 => 0.045697438974933
828 => 0.045990016325298
829 => 0.046849032475047
830 => 0.046927570146239
831 => 0.046917676204836
901 => 0.046723012392228
902 => 0.047568825348999
903 => 0.0482744173982
904 => 0.046677953343988
905 => 0.047285865956583
906 => 0.047558777514098
907 => 0.04795949264974
908 => 0.048635566251224
909 => 0.049369961502102
910 => 0.04947381304281
911 => 0.049400125404923
912 => 0.048915771995366
913 => 0.049719356042034
914 => 0.050190076730207
915 => 0.050470380127762
916 => 0.051181182905926
917 => 0.047560462922967
918 => 0.044997537357569
919 => 0.044597299521439
920 => 0.045411198899786
921 => 0.04562581767513
922 => 0.045539305115898
923 => 0.042654499381045
924 => 0.044582111616269
925 => 0.04665606030313
926 => 0.046735729118614
927 => 0.047773991195479
928 => 0.048112091887506
929 => 0.048948028947504
930 => 0.0488957408568
1001 => 0.049099278228245
1002 => 0.049052488511326
1003 => 0.050600885887655
1004 => 0.052308998132982
1005 => 0.052249851637391
1006 => 0.052004290292658
1007 => 0.052368990764017
1008 => 0.054131945653627
1009 => 0.053969641018168
1010 => 0.054127306146441
1011 => 0.056205929317074
1012 => 0.058908435119596
1013 => 0.057652849847179
1014 => 0.060377108603396
1015 => 0.062091885083683
1016 => 0.065057413695142
1017 => 0.064686114907451
1018 => 0.065840573433838
1019 => 0.064021412585089
1020 => 0.059844251563294
1021 => 0.059183199842065
1022 => 0.060506642128462
1023 => 0.063760195849957
1024 => 0.060404176143357
1025 => 0.061083094559113
1026 => 0.060887566009702
1027 => 0.060877147124247
1028 => 0.061274793605405
1029 => 0.060697986644639
1030 => 0.058347971320889
1031 => 0.059424969495037
1101 => 0.059009088778298
1102 => 0.059470539439481
1103 => 0.061960798341155
1104 => 0.060859795520367
1105 => 0.059699978486873
1106 => 0.061154646430878
1107 => 0.063006938601734
1108 => 0.062891025486571
1109 => 0.062666105595231
1110 => 0.063933967246291
1111 => 0.066028103245234
1112 => 0.066594139790829
1113 => 0.067011976396679
1114 => 0.067069589005218
1115 => 0.067663034679211
1116 => 0.064471927722586
1117 => 0.069536296416189
1118 => 0.070410772989212
1119 => 0.070246407636824
1120 => 0.07121835154414
1121 => 0.07093238099077
1122 => 0.070518054526343
1123 => 0.072058792357837
1124 => 0.070292460765161
1125 => 0.067785375444322
1126 => 0.066409938852785
1127 => 0.068221224709826
1128 => 0.069327313777556
1129 => 0.070058368290848
1130 => 0.070279584944855
1201 => 0.064719644271712
1202 => 0.061723144617335
1203 => 0.063643866540853
1204 => 0.06598727984869
1205 => 0.064458909943339
1206 => 0.064518819150042
1207 => 0.062339765313557
1208 => 0.066180077761744
1209 => 0.065620576540155
1210 => 0.0685232698675
1211 => 0.067830518809359
1212 => 0.070197552535903
1213 => 0.069574233227766
1214 => 0.072161596826532
1215 => 0.073193766216153
1216 => 0.074926939265664
1217 => 0.076201868416168
1218 => 0.076950531198852
1219 => 0.076905584293543
1220 => 0.079872159220856
1221 => 0.078122873630453
1222 => 0.075925358653949
1223 => 0.075885612541095
1224 => 0.077023736686455
1225 => 0.079408932666018
1226 => 0.080027379280328
1227 => 0.080373006567689
1228 => 0.079843666345723
1229 => 0.077944942209769
1230 => 0.077125082754614
1231 => 0.077823626764021
]
'min_raw' => 0.028804327712838
'max_raw' => 0.080373006567689
'avg_raw' => 0.054588667140263
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.0288043'
'max' => '$0.080373'
'avg' => '$0.054588'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.011403202034451
'max_diff' => 0.041526219315371
'year' => 2036
]
11 => [
'items' => [
101 => 0.076969367467087
102 => 0.07844405867642
103 => 0.080469124683881
104 => 0.080050956561319
105 => 0.081448829899774
106 => 0.082895481744511
107 => 0.084964258855685
108 => 0.08550511379914
109 => 0.086399126453801
110 => 0.087319359143305
111 => 0.087614913082207
112 => 0.088179217256573
113 => 0.088176243095026
114 => 0.089876811706529
115 => 0.091752591547242
116 => 0.092460655012709
117 => 0.094088807908701
118 => 0.091300653131596
119 => 0.093415500558044
120 => 0.095323145874764
121 => 0.093048772485185
122 => 0.096183466341685
123 => 0.096305179400764
124 => 0.098142902088455
125 => 0.096280018079413
126 => 0.09517384350138
127 => 0.09836732806034
128 => 0.0999125546446
129 => 0.09944711982195
130 => 0.095905137840231
131 => 0.093843552404117
201 => 0.088447985667675
202 => 0.094839267538128
203 => 0.097952274500978
204 => 0.095897075904245
205 => 0.096933598532674
206 => 0.10258852989979
207 => 0.1047415616347
208 => 0.10429374608467
209 => 0.10436941954095
210 => 0.10553115638482
211 => 0.11068293733068
212 => 0.10759587077057
213 => 0.1099558174856
214 => 0.11120752471383
215 => 0.11237018014581
216 => 0.10951506586589
217 => 0.10580060413767
218 => 0.10462407818584
219 => 0.095692726907337
220 => 0.095227811286398
221 => 0.09496684005998
222 => 0.093321453392527
223 => 0.092028630181248
224 => 0.09100052916419
225 => 0.088302485078479
226 => 0.089212995755492
227 => 0.084912876608433
228 => 0.087663940451856
301 => 0.080800846463142
302 => 0.086516635074882
303 => 0.08340579119853
304 => 0.085494639195622
305 => 0.085487351401742
306 => 0.081641119969234
307 => 0.079422693947766
308 => 0.080836361351078
309 => 0.082351925024486
310 => 0.082597820131529
311 => 0.084562787994362
312 => 0.085111168288036
313 => 0.083449550396776
314 => 0.080658624094909
315 => 0.081306892620582
316 => 0.079409556806784
317 => 0.076084548773072
318 => 0.078472627591955
319 => 0.079288022697135
320 => 0.079648147627617
321 => 0.076378384106214
322 => 0.075350953417769
323 => 0.07480395794022
324 => 0.080236538684228
325 => 0.080534147720743
326 => 0.079011537812258
327 => 0.085893878978406
328 => 0.084336193208272
329 => 0.086076509855791
330 => 0.081248069046706
331 => 0.081432521987971
401 => 0.079146660729754
402 => 0.080426590293051
403 => 0.079521977331768
404 => 0.080323184632847
405 => 0.080803424985612
406 => 0.08308891115649
407 => 0.086542731655726
408 => 0.082747535736808
409 => 0.081093914526728
410 => 0.082119811825143
411 => 0.084851911521986
412 => 0.088991182416314
413 => 0.086540650736281
414 => 0.087628155083153
415 => 0.087865726403244
416 => 0.086058795066002
417 => 0.089057806552098
418 => 0.090665001171422
419 => 0.092313650288783
420 => 0.093745126123288
421 => 0.091655143576738
422 => 0.093891724488777
423 => 0.092089435083352
424 => 0.090472595169432
425 => 0.090475047248179
426 => 0.089460779951915
427 => 0.0874955092595
428 => 0.087133083191157
429 => 0.089018469368045
430 => 0.090530370535175
501 => 0.090654897956818
502 => 0.091491964127227
503 => 0.091987331264409
504 => 0.096842602627751
505 => 0.098795432934999
506 => 0.10118331686952
507 => 0.10211353223577
508 => 0.10491314698755
509 => 0.1026522307019
510 => 0.10216306724167
511 => 0.095372117600873
512 => 0.096484135224117
513 => 0.098264582732671
514 => 0.095401476524509
515 => 0.097217458417382
516 => 0.097575971710791
517 => 0.095304189271137
518 => 0.096517646430081
519 => 0.0932950639809
520 => 0.086612975146817
521 => 0.089065245627146
522 => 0.090870942125987
523 => 0.088293990581369
524 => 0.0929130764833
525 => 0.090214701856679
526 => 0.089359446644865
527 => 0.086022791143079
528 => 0.087597564100274
529 => 0.089727467073456
530 => 0.088411434663827
531 => 0.091142399517068
601 => 0.095010174070981
602 => 0.097766580548055
603 => 0.09797818321093
604 => 0.096205998511062
605 => 0.099045935802532
606 => 0.09906662164527
607 => 0.095863160779008
608 => 0.093901058835367
609 => 0.093455265145474
610 => 0.094568945185828
611 => 0.095921158351494
612 => 0.098053221630699
613 => 0.099341582817366
614 => 0.10270094549822
615 => 0.10360989271918
616 => 0.10460855013944
617 => 0.10594306442745
618 => 0.10754549099265
619 => 0.10403947289419
620 => 0.10417877352928
621 => 0.10091401802013
622 => 0.097425158545293
623 => 0.10007276799422
624 => 0.10353416515196
625 => 0.10274011681947
626 => 0.10265077016113
627 => 0.10280102645776
628 => 0.10220233994626
629 => 0.099494503043086
630 => 0.098134644302269
701 => 0.099889209014888
702 => 0.10082168207295
703 => 0.10226786646582
704 => 0.10208959371415
705 => 0.1058148094013
706 => 0.10726231557265
707 => 0.10689198155174
708 => 0.10696013192418
709 => 0.1095807727055
710 => 0.11249546423022
711 => 0.11522545747054
712 => 0.11800252385054
713 => 0.11465466193871
714 => 0.1129548241273
715 => 0.11470862285185
716 => 0.1137780325621
717 => 0.11912548039803
718 => 0.119495726084
719 => 0.12484278723858
720 => 0.12991778499048
721 => 0.12673026983054
722 => 0.12973595305753
723 => 0.13298684452446
724 => 0.13925834160231
725 => 0.13714632202042
726 => 0.13552854812026
727 => 0.13399975960163
728 => 0.13718092582055
729 => 0.14127344534082
730 => 0.14215493484782
731 => 0.14358328460408
801 => 0.14208154948568
802 => 0.14389022402509
803 => 0.15027563992109
804 => 0.14855024418037
805 => 0.14609990485733
806 => 0.15114057744536
807 => 0.15296477725985
808 => 0.1657679668988
809 => 0.18193252269136
810 => 0.17524029045104
811 => 0.1710862059425
812 => 0.17206251433821
813 => 0.1779652629089
814 => 0.17986103840594
815 => 0.174707667092
816 => 0.1765279249611
817 => 0.18655772478362
818 => 0.1919383905939
819 => 0.18463072370371
820 => 0.16446916057995
821 => 0.14587927861104
822 => 0.15081015242249
823 => 0.1502511443551
824 => 0.16102691302139
825 => 0.14850909406258
826 => 0.14871986203011
827 => 0.15971846218068
828 => 0.15678422422425
829 => 0.15203113452364
830 => 0.14591398142593
831 => 0.13460585815665
901 => 0.12458993802671
902 => 0.14423346393018
903 => 0.14338639937379
904 => 0.1421597243682
905 => 0.14488955685304
906 => 0.15814484852295
907 => 0.15783927114677
908 => 0.15589534378644
909 => 0.15736979555626
910 => 0.15177265599952
911 => 0.15321516630779
912 => 0.14587633387875
913 => 0.14919379263339
914 => 0.15202093652786
915 => 0.15258852752126
916 => 0.15386733901129
917 => 0.14294003484348
918 => 0.14784607360603
919 => 0.15072791174536
920 => 0.13770766218969
921 => 0.15047054327494
922 => 0.14274981478898
923 => 0.14012928357939
924 => 0.14365748362437
925 => 0.14228254063555
926 => 0.14110044539313
927 => 0.14044081593689
928 => 0.14303153665669
929 => 0.14291067643853
930 => 0.13867175450371
1001 => 0.13314225364031
1002 => 0.13499813562974
1003 => 0.13432387630399
1004 => 0.1318802735263
1005 => 0.13352696675674
1006 => 0.12627576314224
1007 => 0.11380044420825
1008 => 0.12204202202539
1009 => 0.12172473024454
1010 => 0.1215647373406
1011 => 0.12775805528971
1012 => 0.12716271067306
1013 => 0.12608215436421
1014 => 0.1318604282623
1015 => 0.12975128056074
1016 => 0.13625117679924
1017 => 0.14053242884885
1018 => 0.13944656484507
1019 => 0.14347310309081
1020 => 0.13504089140242
1021 => 0.13784173388369
1022 => 0.13841898363728
1023 => 0.13178912525934
1024 => 0.12726011641509
1025 => 0.12695808315966
1026 => 0.11910540595961
1027 => 0.12330024273528
1028 => 0.12699152550373
1029 => 0.12522368751276
1030 => 0.12466404281748
1031 => 0.12752314619356
1101 => 0.12774532301245
1102 => 0.1226796679966
1103 => 0.12373297808282
1104 => 0.12812545624062
1105 => 0.12362229890319
1106 => 0.11487339978313
1107 => 0.11270355183836
1108 => 0.11241405412429
1109 => 0.10652925440527
1110 => 0.11284855145356
1111 => 0.11009000894535
1112 => 0.11880421167637
1113 => 0.11382670581162
1114 => 0.1136121354822
1115 => 0.11328778095867
1116 => 0.10822249074249
1117 => 0.10933146738385
1118 => 0.11301787464163
1119 => 0.11433322628155
1120 => 0.11419602432915
1121 => 0.11299980923495
1122 => 0.11354743037946
1123 => 0.11178335186914
1124 => 0.11116041903102
1125 => 0.10919427164275
1126 => 0.10630457814407
1127 => 0.10670640774858
1128 => 0.10098116879827
1129 => 0.097861754756709
1130 => 0.096998342063222
1201 => 0.09584375052499
1202 => 0.097128756249716
1203 => 0.10096494991566
1204 => 0.096337686460644
1205 => 0.088404567831807
1206 => 0.088881361778777
1207 => 0.089952576216224
1208 => 0.087956375198834
1209 => 0.086067138464326
1210 => 0.087709676526359
1211 => 0.084348309582866
1212 => 0.090358781352224
1213 => 0.090196214935016
1214 => 0.092436547125552
1215 => 0.093837472820538
1216 => 0.090608792648674
1217 => 0.089796788316729
1218 => 0.090259342887744
1219 => 0.082614346181909
1220 => 0.091811787793588
1221 => 0.091891327650578
1222 => 0.091210259104983
1223 => 0.096107612824051
1224 => 0.10644255669421
1225 => 0.1025541350881
1226 => 0.10104842071405
1227 => 0.098186056588313
1228 => 0.1019999868355
1229 => 0.10170713649909
1230 => 0.10038275621769
1231 => 0.099581766891171
]
'min_raw' => 0.07480395794022
'max_raw' => 0.1919383905939
'avg_raw' => 0.13337117426706
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.0748039'
'max' => '$0.191938'
'avg' => '$0.133371'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.045999630227382
'max_diff' => 0.11156538402621
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0023480107631754
]
1 => [
'year' => 2028
'avg' => 0.0040298681020038
]
2 => [
'year' => 2029
'avg' => 0.011008873341616
]
3 => [
'year' => 2030
'avg' => 0.0084933293881504
]
4 => [
'year' => 2031
'avg' => 0.0083415020258871
]
5 => [
'year' => 2032
'avg' => 0.014625278218681
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0023480107631754
'min' => '$0.002348'
'max_raw' => 0.014625278218681
'max' => '$0.014625'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.014625278218681
]
1 => [
'year' => 2033
'avg' => 0.037617719478071
]
2 => [
'year' => 2034
'avg' => 0.023843918428205
]
3 => [
'year' => 2035
'avg' => 0.028123956465352
]
4 => [
'year' => 2036
'avg' => 0.054588667140263
]
5 => [
'year' => 2037
'avg' => 0.13337117426706
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.014625278218681
'min' => '$0.014625'
'max_raw' => 0.13337117426706
'max' => '$0.133371'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.13337117426706
]
]
]
]
'prediction_2025_max_price' => '$0.004014'
'last_price' => 0.00389273
'sma_50day_nextmonth' => '$0.003315'
'sma_200day_nextmonth' => '$0.003886'
'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' => '$0.003446'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.003058'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.00255'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.002936'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.002949'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.004356'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.003625'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.003459'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.00319'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.00292'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.002897'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.003318'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.003677'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.003392'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.004089'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.002711'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.003376'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.003291'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00356'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.0037067'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.002722'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.001396'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.000698'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '60.25'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 102.57
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.002766'
'vwma_10_action' => 'BUY'
'hma_9' => '0.003675'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 105.67
'cci_20_action' => 'SELL'
'adx_14' => 14.01
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000130'
'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' => 78.54
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.006168'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 2
'buy_signals' => 30
'sell_pct' => 6.25
'buy_pct' => 93.75
'overall_action' => 'bullish'
'overall_action_label' => 'BULLISH'
'overall_action_dir' => 1
'last_updated' => 1767678537
'last_updated_date' => 'January 6, 2026'
]
SANTA by Virtuals price prediction 2026
The SANTA by Virtuals price forecast for 2026 suggests that the average price could range between $0.001344 on the lower end and $0.004014 on the high end. In the crypto market, compared to today’s average price, SANTA by Virtuals could potentially gain 3.13% by 2026 if SANTA reaches the forecast price target.
SANTA by Virtuals price prediction 2027-2032
The SANTA price prediction for 2027-2032 is currently within a price range of $0.002348 on the lower end and $0.014625 on the high end. Considering the price volatility in the market, if SANTA by Virtuals reaches the upper price target, it could gain 275.71% by 2032 compared to today’s price.
| SANTA by Virtuals Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2027 | $0.001294 | $0.002348 | $0.0034012 |
| 2028 | $0.002336 | $0.004029 | $0.005723 |
| 2029 | $0.005132 | $0.0110088 | $0.016884 |
| 2030 | $0.004365 | $0.008493 | $0.012621 |
| 2031 | $0.005161 | $0.008341 | $0.011521 |
| 2032 | $0.007878 | $0.014625 | $0.021372 |
SANTA by Virtuals price prediction 2032-2037
The SANTA by Virtuals price prediction for 2032-2037 is currently estimated to be between $0.014625 on the lower end and $0.133371 on the high end. Compared to the current price, SANTA by Virtuals could potentially gain 3326.16% by 2037 if it reaches the upper price target. Please note that this information is for general purposes only and should not be considered long-term investment advice.
| SANTA by Virtuals Price Prediction | Potential Low ($) | Average Price ($) | Potential High ($) |
|---|---|---|---|
| 2032 | $0.007878 | $0.014625 | $0.021372 |
| 2033 | $0.0183069 | $0.037617 | $0.056928 |
| 2034 | $0.014717 | $0.023843 | $0.032969 |
| 2035 | $0.0174011 | $0.028123 | $0.038846 |
| 2036 | $0.0288043 | $0.054588 | $0.080373 |
| 2037 | $0.0748039 | $0.133371 | $0.191938 |
SANTA by Virtuals potential price histogram
SANTA by Virtuals Price Forecast Based on Technical Analysis
Market Sentiment Indicator
BULLISH 93.75%
BEARISH 6.25%
As of January 6, 2026, the overall price prediction sentiment for SANTA by Virtuals is BULLISH, with 30 technical indicators showing bullish signals and 2 indicating bearish signals. The SANTA price prediction was last updated on January 6, 2026.
SANTA by Virtuals's 50-Day, 200-Day Simple Moving Averages and 14-Day Relative Strength Index - RSI (14)
According to our technical indicators, SANTA by Virtuals's 200-day SMA is projected to INCREASE over the next month, reaching $0.003886 by Feb 4, 2026. The short-term 50-day SMA for SANTA by Virtuals is expected to reach $0.003315 by Feb 4, 2026.
The Relative Strength Index (RSI) momentum oscillator is a commonly used tool to identify if a cryptocurrency is oversold (below 30) or overbought (above 70). Right now, the RSI stands at 60.25, suggesting that the SANTA market is in a NEUTRAL state.
Popular SANTA 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 | $0.003446 | BUY |
| SMA 5 | $0.003058 | BUY |
| SMA 10 | $0.00255 | BUY |
| SMA 21 | $0.002936 | BUY |
| SMA 50 | $0.002949 | BUY |
| SMA 100 | $0.004356 | SELL |
| SMA 200 | $0.003625 | BUY |
Daily Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 3 | $0.003459 | BUY |
| EMA 5 | $0.00319 | BUY |
| EMA 10 | $0.00292 | BUY |
| EMA 21 | $0.002897 | BUY |
| EMA 50 | $0.003318 | BUY |
| EMA 100 | $0.003677 | BUY |
| EMA 200 | $0.003392 | BUY |
Weekly Simple Moving Average (SMA)
| Period | Value | Action |
|---|---|---|
| SMA 21 | $0.004089 | SELL |
| SMA 50 | $0.002711 | BUY |
| SMA 100 | — | — |
| SMA 200 | — | — |
Weekly Exponential Moving Average (EMA)
| Period | Value | Action |
|---|---|---|
| EMA 21 | $0.0037067 | BUY |
| EMA 50 | $0.002722 | BUY |
| EMA 100 | $0.001396 | BUY |
| EMA 200 | $0.000698 | BUY |
SANTA by Virtuals Oscillators
An oscillator is a technical analysis tool that sets high and low boundaries between two extremes, creating a trend indicator that fluctuates within these limits. Traders use this indicator to identify short-term overbought or oversold conditions.
| Period | Value | Action |
|---|---|---|
| RSI (14) | 60.25 | NEUTRAL |
| Stoch RSI (14) | 102.57 | NEUTRAL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 105.67 | SELL |
| Average Directional Index (14) | 14.01 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.000130 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 78.54 | SELL |
| VWMA (10) | 0.002766 | BUY |
| Hull Moving Average (9) | 0.003675 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | -0.006168 | NEUTRAL |
SANTA by Virtuals price prediction based on worldwide money flows
Worldwide money flows definitions used for SANTA by Virtuals 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.
SANTA by Virtuals price predictions by Internet companies or technological niches
| Comparison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.005469 | $0.007686 | $0.01080035 | $0.015176 | $0.021325 | $0.029965 |
| Amazon.com stock | $0.008122 | $0.016947 | $0.035362 | $0.073786 | $0.15396 | $0.321246 |
| Apple stock | $0.005521 | $0.007831 | $0.0111089 | $0.015757 | $0.02235 | $0.0317022 |
| Netflix stock | $0.006142 | $0.009691 | $0.015291 | $0.024127 | $0.038069 | $0.060067 |
| Google stock | $0.005041 | $0.006528 | $0.008453 | $0.010947 | $0.014177 | $0.018359 |
| Tesla stock | $0.008824 | $0.0200045 | $0.045348 | $0.1028022 | $0.233044 | $0.528295 |
| Kodak stock | $0.002919 | $0.002189 | $0.001641 | $0.00123 | $0.000923 | $0.000692 |
| Nokia stock | $0.002578 | $0.0017083 | $0.001131 | $0.000749 | $0.000496 | $0.000329 |
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 SANTA by Virtuals price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030.
SANTA by Virtuals forecast and prediction overview
You may ask questions like: "Should I invest in SANTA by Virtuals now?", "Should I buy SANTA today?", "Will SANTA by Virtuals be a good or bad investment in short-term, long-term period?".
We update SANTA by Virtuals 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 SANTA by Virtuals 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 SANTA by Virtuals in order to make such a responsible decision about the investment by yourself.
SANTA by Virtuals price equal to $0.003892 USD today, but the price can go both up and down and your investment may be lost because cryptocurrency high-risk assets
SANTA by Virtuals price prediction based on Bitcoin's growth pattern
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| If SANTA by Virtuals has 1% of Bitcoin's previous average grow per year | $0.003993 | $0.004097 | $0.0042042 | $0.004313 |
| If SANTA by Virtuals has 2% of Bitcoin's previous average grow per year | $0.004095 | $0.0043079 | $0.004531 | $0.004767 |
| If SANTA by Virtuals has 5% of Bitcoin's previous average grow per year | $0.004398 | $0.00497 | $0.005616 | $0.006346 |
| If SANTA by Virtuals has 10% of Bitcoin's previous average grow per year | $0.0049045 | $0.006179 | $0.007785 | $0.0098094 |
| If SANTA by Virtuals has 20% of Bitcoin's previous average grow per year | $0.005916 | $0.008992 | $0.013666 | $0.020771 |
| If SANTA by Virtuals has 50% of Bitcoin's previous average grow per year | $0.008951 | $0.020586 | $0.047341 | $0.10887 |
| If SANTA by Virtuals has 100% of Bitcoin's previous average grow per year | $0.014011 | $0.05043 | $0.181516 | $0.653336 |
Frequently Asked Questions about SANTA by Virtuals
Is SANTA a good investment?
The determination to procure SANTA by Virtuals is entirely contingent on your individualistic risk tolerance. As you may discern, SANTA by Virtuals's value has experienced an escalation of 24.5526% during the preceding 24 hours, and SANTA by Virtuals has incurred a decline of over the prior 30-day duration. Consequently, the determination of whether or not to invest in SANTA by Virtuals will hinge on whether such an investment aligns with your trading aspirations.
Can SANTA by Virtuals rise?
It appears that the mean value of SANTA by Virtuals may potentially surge to $0.004014 by the end of this year. Looking at SANTA by Virtuals's prospects in a more extended five-year timeline, the digital currency could potentially growth to as much as $0.012621. 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 SANTA by Virtuals be next week?
Based on the our new experimental SANTA by Virtuals forecast, the price of SANTA by Virtuals will increase by 0.86% over the next week and reach $0.003926 by January 13, 2026.
What will the price of SANTA by Virtuals be next month?
Based on the our new experimental SANTA by Virtuals forecast, the price of SANTA by Virtuals will decrease by -11.62% over the next month and reach $0.00344 by February 5, 2026.
How high can SANTA by Virtuals’s price go this year in 2026?
As per our most recent prediction on SANTA by Virtuals's value in 2026, SANTA is anticipated to fluctuate within the range of $0.001344 and $0.004014. However, it is crucial to bear in mind that the cryptocurrency market is exceptionally unstable, and this projected SANTA by Virtuals price forecast fails to consider sudden and extreme price fluctuations.
Where will SANTA by Virtuals be in 5 years?
SANTA by Virtuals's future appears to be on an upward trend, with an maximum price of $0.012621 projected after a period of five years. Based on the SANTA by Virtuals forecast for 2030, SANTA by Virtuals's value may potentially reach its highest peak of approximately $0.012621, while its lowest peak is anticipated to be around $0.004365.
How much will be SANTA by Virtuals in 2026?
Based on the our new experimental SANTA by Virtuals price prediction simulation, SANTA’s value in 2026 expected to grow by 3.13% to $0.004014 if the best happened. The price will be between $0.004014 and $0.001344 during 2026.
How much will be SANTA by Virtuals in 2027?
According to our latest experimental simulation for SANTA by Virtuals price prediction, SANTA’s value could down by -12.62% to $0.0034012 in 2027, assuming the most favorable conditions. The price is projected to fluctuate between $0.0034012 and $0.001294 throughout the year.
How much will be SANTA by Virtuals in 2028?
Our new experimental SANTA by Virtuals price prediction model suggests that SANTA’s value in 2028 could increase by 47.02% , reaching $0.005723 in the best-case scenario. The price is expected to range between $0.005723 and $0.002336 during the year.
How much will be SANTA by Virtuals in 2029?
Based on our experimental forecast model, SANTA by Virtuals's value may experience a 333.75% growth in 2029, potentially reaching $0.016884 under optimal conditions. The predicted price range for 2029 lies between $0.016884 and $0.005132.
How much will be SANTA by Virtuals in 2030?
Using our new experimental simulation for SANTA by Virtuals price predictions, SANTA’s value in 2030 is expected to rise by 224.23% , reaching $0.012621 in the best scenario. The price is forecasted to range between $0.012621 and $0.004365 over the course of 2030.
How much will be SANTA by Virtuals in 2031?
Our experimental simulation indicates that SANTA by Virtuals’s price could grow by 195.98% in 2031, potentially hitting $0.011521 under ideal conditions. The price will likely fluctuate between $0.011521 and $0.005161 during the year.
How much will be SANTA by Virtuals in 2032?
Based on the findings from our latest experimental SANTA by Virtuals price prediction, SANTA could see a 449.04% rise in value, reaching $0.021372 if the most positive scenario plays out in 2032. The price is expected to stay within a range of $0.021372 and $0.007878 throughout the year.
How much will be SANTA by Virtuals in 2033?
According to our experimental SANTA by Virtuals price prediction, SANTA’s value is anticipated to rise by 1362.43% in 2033, with the highest potential price being $0.056928. Throughout the year, SANTA’s price could range from $0.056928 and $0.0183069.
How much will be SANTA by Virtuals in 2034?
The results from our new SANTA by Virtuals price prediction simulation suggest that SANTA may rise by 746.96% in 2034, potentially reaching $0.032969 under the best circumstances. The predicted price range for the year is between $0.032969 and $0.014717.
How much will be SANTA by Virtuals in 2035?
Based on our experimental forecast for SANTA by Virtuals’s price, SANTA could grow by 897.93% , with the value potentially hitting $0.038846 in 2035. The expected price range for the year lies between $0.038846 and $0.0174011.
How much will be SANTA by Virtuals in 2036?
Our recent SANTA by Virtuals price prediction simulation suggests that SANTA’s value might rise by 1964.7% in 2036, possibly reaching $0.080373 if conditions are optimal. The expected price range for 2036 is between $0.080373 and $0.0288043.
How much will be SANTA by Virtuals in 2037?
According to the experimental simulation, SANTA by Virtuals’s value could rise by 4830.69% in 2037, with a high of $0.191938 under favorable conditions. The price is expected to fall between $0.191938 and $0.0748039 over the course of the year.
Related Predictions
How to read and predict SANTA by Virtuals price movements?
SANTA by Virtuals 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.
SANTA by Virtuals Price Prediction Indicators
Moving averages are popular tools for SANTA by Virtuals price prediction. A simple moving average (SMA) calculates the average closing price of SANTA 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 SANTA 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 SANTA's future direction.
How to read SANTA by Virtuals charts and predict price movements?
Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent SANTA by Virtuals'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 SANTA'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 SANTA by Virtuals?
SANTA by Virtuals'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 SANTA's price. SANTA by Virtuals's market capitalization can change rapidly.
Traders often monitor the activity of SANTA "whales," large holders of SANTA by Virtuals, as their actions can significantly influence price movements in the relatively small SANTA by Virtuals 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