Previsione del prezzo di Games for a Living GFAL
$0.001979
12.2433%
Add to portfolio
Add to favorites
Sentiment
Rialzista 62.5%
Ribassista 37.5%
SMA 50
$0.001739
SMA 200
$0.003528
RSI (14)
66.82
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.001610
Previsione del prezzo di Games for a Living fino a $0.002041 entro il 2026
| Anno | Prezzo min. | Prezzo max. |
|---|---|---|
| 2026 | $0.000683 | $0.002041 |
| 2027 | $0.000658 | $0.001729 |
| 2028 | $0.001188 | $0.00291 |
| 2029 | $0.00261 | $0.008586 |
| 2030 | $0.00222 | $0.006418 |
| 2031 | $0.002624 | $0.005859 |
| 2032 | $0.0040064 | $0.010869 |
| 2033 | $0.00931 | $0.028951 |
| 2034 | $0.007484 | $0.016767 |
| 2035 | $0.008849 | $0.019755 |
Calcolatore di profitto dell’investimento
Se apri uno short di $10,000.00 su Games for a Living oggi e lo chiudi il Apr 06, 2026, la nostra previsione suggerisce che potresti guadagnare circa $3,958.62, con un rendimento del 39.59% nei prossimi 90 giorni.
$
≈ $3,958.62
(39.59% ROI)
Previsione a lungo termine del prezzo di Games for a Living per gli anni 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Games for a Living'
'name_with_ticker' => 'Games for a Living <small>GFAL</small>'
'name_lang' => 'Games for a Living'
'name_lang_with_ticker' => 'Games for a Living <small>GFAL</small>'
'name_with_lang' => 'Games for a Living'
'name_with_lang_with_ticker' => 'Games for a Living <small>GFAL</small>'
'image' => '/uploads/coins/games-for-a-living.png?1717086061'
'price_for_sd' => 0.001979
'ticker' => 'GFAL'
'marketcap' => '$10.4M'
'low24h' => '$0.00176'
'high24h' => '$0.002008'
'volume24h' => '$130.2K'
'current_supply' => '5.25B'
'max_supply' => '10B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.001979'
'change_24h_pct' => '12.2433%'
'ath_price' => '$0.04868'
'ath_days' => 764
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 dic 2023'
'ath_pct' => '-95.90%'
'fdv' => '$19.8M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.097611'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.001996'
'next_week_prediction_price_date' => '13 gennaio 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.001749'
'next_month_prediction_price_date' => '5 febbraio 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.000683'
'current_year_max_price_prediction' => '$0.002041'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00222'
'grand_prediction_max_price' => '$0.006418'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0020171938946883
107 => 0.0020247253644497
108 => 0.0020416941503885
109 => 0.0018966977324203
110 => 0.0019617968672169
111 => 0.0020000365099458
112 => 0.0018272684129264
113 => 0.0019966214401595
114 => 0.0018941736673714
115 => 0.0018594013545732
116 => 0.0019062176928521
117 => 0.0018879733202945
118 => 0.0018722878801149
119 => 0.0018635351349846
120 => 0.0018979118868859
121 => 0.0018963081703206
122 => 0.0018400611319701
123 => 0.0017666891633643
124 => 0.0017913152043812
125 => 0.0017823683328094
126 => 0.0017499437160638
127 => 0.0017717939927872
128 => 0.0016755764322695
129 => 0.0015100391203525
130 => 0.0016193981391499
131 => 0.0016151879358859
201 => 0.0016130649604827
202 => 0.0016952452406477
203 => 0.0016873455029314
204 => 0.0016730074016221
205 => 0.0017496803855892
206 => 0.001721693715044
207 => 0.0018079420391754
208 => 0.0018647507636401
209 => 0.0018503422335462
210 => 0.0019037711134857
211 => 0.0017918825386286
212 => 0.0018290474350057
213 => 0.0018367070686406
214 => 0.0017487342528687
215 => 0.0016886379977195
216 => 0.0016846302626485
217 => 0.0015804316379939
218 => 0.0016360937022225
219 => 0.0016850740152909
220 => 0.001661616246357
221 => 0.0016541902174934
222 => 0.0016921281884483
223 => 0.0016950762937082
224 => 0.0016278591813554
225 => 0.0016418357475027
226 => 0.0017001203517475
227 => 0.0016403671250186
228 => 0.0015242763661185
301 => 0.0014954842528309
302 => 0.0014916428541744
303 => 0.0014135563594073
304 => 0.0014974082795156
305 => 0.0014608046692966
306 => 0.0015764350354
307 => 0.0015103875904198
308 => 0.0015075404170741
309 => 0.0015032364969725
310 => 0.0014360242252139
311 => 0.0014507394411663
312 => 0.0014996550601828
313 => 0.0015171087041218
314 => 0.0015152881460655
315 => 0.0014994153469638
316 => 0.0015066818331107
317 => 0.0014832739494201
318 => 0.0014750081384959
319 => 0.001448918965529
320 => 0.0014105750885855
321 => 0.0014159070398512
322 => 0.001339937786405
323 => 0.0012985457051341
324 => 0.0012870889225772
325 => 0.0012717684341302
326 => 0.0012888194125136
327 => 0.0013397225750551
328 => 0.0012783225613216
329 => 0.0011730565444859
330 => 0.0011793832114623
331 => 0.001193597353754
401 => 0.0011671093936294
402 => 0.0011420407623375
403 => 0.0011638359033634
404 => 0.0011192333043328
405 => 0.0011989873647554
406 => 0.0011968302409291
407 => 0.0012265576226967
408 => 0.0012451467645832
409 => 0.0012023048108409
410 => 0.0011915301753317
411 => 0.0011976678973976
412 => 0.0010962250235925
413 => 0.0012182675756882
414 => 0.0012193230047467
415 => 0.0012102857803786
416 => 0.0012752696717285
417 => 0.0014124059514607
418 => 0.0013608097667314
419 => 0.0013408301645013
420 => 0.0013028489260568
421 => 0.0013534566711813
422 => 0.0013495707859595
423 => 0.0013319973393085
424 => 0.0013213688639415
425 => 0.0013409521556921
426 => 0.0013189422773749
427 => 0.0013149886984382
428 => 0.0012910343116177
429 => 0.0012824836853779
430 => 0.0012761531421202
501 => 0.0012691838360199
502 => 0.0012845563886344
503 => 0.0012497201619821
504 => 0.0012077110876769
505 => 0.0012042184876929
506 => 0.0012138618633212
507 => 0.0012095953874706
508 => 0.0012041980614479
509 => 0.0011938930961964
510 => 0.0011908358331371
511 => 0.0012007704549068
512 => 0.0011895548461532
513 => 0.001206104087815
514 => 0.0012016036097943
515 => 0.0011764643054128
516 => 0.0011451314243908
517 => 0.0011448524960268
518 => 0.0011381018782068
519 => 0.0011295039514509
520 => 0.0011271122049214
521 => 0.0011620003773778
522 => 0.0012342178502476
523 => 0.0012200398323056
524 => 0.0012302849032904
525 => 0.0012806805126163
526 => 0.0012966997613721
527 => 0.0012853296780419
528 => 0.0012697656067033
529 => 0.0012704503468532
530 => 0.0013236374901819
531 => 0.0013269547070707
601 => 0.0013353362439738
602 => 0.0013461088875163
603 => 0.0012871643058194
604 => 0.0012676740623561
605 => 0.0012584385037257
606 => 0.0012299965577548
607 => 0.0012606687580562
608 => 0.0012427973804552
609 => 0.0012452088398667
610 => 0.0012436383737614
611 => 0.0012444959544494
612 => 0.0011989650718701
613 => 0.0012155541324493
614 => 0.0011879716017352
615 => 0.0011510416893934
616 => 0.001150917887378
617 => 0.0011599564311051
618 => 0.0011545799516179
619 => 0.00114011198356
620 => 0.0011421670901358
621 => 0.0011241621940475
622 => 0.0011443532105101
623 => 0.0011449322166153
624 => 0.0011371575754651
625 => 0.001168264622149
626 => 0.0011810092045563
627 => 0.0011758917692023
628 => 0.0011806501516498
629 => 0.001220628992961
630 => 0.0012271472884939
701 => 0.0012300422847951
702 => 0.0012261633732649
703 => 0.0011813808914788
704 => 0.0011833671849758
705 => 0.0011687930812211
706 => 0.0011564794993295
707 => 0.0011569719780289
708 => 0.0011633027597748
709 => 0.0011909496549544
710 => 0.0012491309159865
711 => 0.0012513388523127
712 => 0.0012540149355501
713 => 0.0012431299601318
714 => 0.0012398469473905
715 => 0.0012441780886138
716 => 0.0012660279112321
717 => 0.0013222315871752
718 => 0.0013023654543796
719 => 0.001286213979182
720 => 0.0013003831773367
721 => 0.0012982019403427
722 => 0.0012797901049933
723 => 0.0012792733460976
724 => 0.0012439351474424
725 => 0.0012308714200114
726 => 0.001219954391567
727 => 0.001208033281502
728 => 0.0012009660478562
729 => 0.0012118245307364
730 => 0.0012143079942448
731 => 0.0011905657316536
801 => 0.0011873297489931
802 => 0.0012067181931374
803 => 0.0011981860617436
804 => 0.0012069615704688
805 => 0.001208997563768
806 => 0.0012086697219539
807 => 0.0011997611968697
808 => 0.0012054392251024
809 => 0.0011920089956304
810 => 0.0011774056382349
811 => 0.0011680896060379
812 => 0.0011599601323537
813 => 0.0011644708368415
814 => 0.0011483909989646
815 => 0.0011432467352046
816 => 0.0012035156368968
817 => 0.0012480369225767
818 => 0.0012473895654506
819 => 0.0012434489454319
820 => 0.0012375939834097
821 => 0.0012655995842918
822 => 0.0012558429929342
823 => 0.0012629417283373
824 => 0.0012647486544304
825 => 0.0012702176755029
826 => 0.0012721723804581
827 => 0.0012662639044537
828 => 0.0012464343373233
829 => 0.0011970209413731
830 => 0.0011740188721694
831 => 0.0011664278062024
901 => 0.0011667037270328
902 => 0.0011590925987652
903 => 0.0011613344171468
904 => 0.00115831298582
905 => 0.0011525911258498
906 => 0.0011641175281121
907 => 0.001165445838597
908 => 0.0011627554385787
909 => 0.0011633891251769
910 => 0.0011411137621105
911 => 0.0011428073095849
912 => 0.0011333774220418
913 => 0.0011316094318065
914 => 0.0011077714972519
915 => 0.0010655391408246
916 => 0.0010889399658794
917 => 0.0010606750598672
918 => 0.0010499707116771
919 => 0.0011006434311411
920 => 0.0010955572955494
921 => 0.0010868520423063
922 => 0.0010739751584261
923 => 0.0010691989969367
924 => 0.0010401805516759
925 => 0.0010384659871225
926 => 0.0010528483121577
927 => 0.0010462113640195
928 => 0.0010368905752247
929 => 0.0010031316230432
930 => 0.00096517538358627
1001 => 0.00096632104387106
1002 => 0.00097839421744138
1003 => 0.0010134985978864
1004 => 0.00099978270913456
1005 => 0.00098983167447344
1006 => 0.00098796814480841
1007 => 0.0010112941201298
1008 => 0.0010443052621525
1009 => 0.0010597933514069
1010 => 0.0010444451253361
1011 => 0.0010268139096331
1012 => 0.0010278870400377
1013 => 0.001035026095849
1014 => 0.0010357763096739
1015 => 0.0010243002007696
1016 => 0.0010275306582045
1017 => 0.0010226232979616
1018 => 0.00099250683720975
1019 => 0.00099196212593507
1020 => 0.00098457106077303
1021 => 0.00098434726225731
1022 => 0.00097177321662906
1023 => 0.0009700140207254
1024 => 0.00094504748994049
1025 => 0.00096148053610873
1026 => 0.00095045811151272
1027 => 0.00093384471771942
1028 => 0.00093098056236749
1029 => 0.00093089446239904
1030 => 0.00094795270313788
1031 => 0.00096128120063391
1101 => 0.00095064985130768
1102 => 0.00094822929914614
1103 => 0.00097407446355047
1104 => 0.00097078543079612
1105 => 0.00096793714964283
1106 => 0.0010413494764537
1107 => 0.00098323789134761
1108 => 0.00095789792334802
1109 => 0.00092653490101912
1110 => 0.00093674685923549
1111 => 0.00093889866887656
1112 => 0.00086347625378524
1113 => 0.00083287738937595
1114 => 0.00082237701220457
1115 => 0.00081633389668889
1116 => 0.00081908782031405
1117 => 0.00079154525345687
1118 => 0.00081005431389691
1119 => 0.00078620477911381
1120 => 0.00078220632699432
1121 => 0.00082485224957693
1122 => 0.00083078618057043
1123 => 0.00080547018742429
1124 => 0.00082172715331111
1125 => 0.00081583215149182
1126 => 0.00078661361093535
1127 => 0.00078549767760313
1128 => 0.00077083684103325
1129 => 0.00074789547069876
1130 => 0.00073741064885675
1201 => 0.00073195006260803
1202 => 0.00073420320691896
1203 => 0.000733063948208
1204 => 0.00072562951449472
1205 => 0.00073349008124601
1206 => 0.0007134095814069
1207 => 0.00070541336457138
1208 => 0.0007018016589376
1209 => 0.00068397905953994
1210 => 0.00071234274092754
1211 => 0.00071793074347714
1212 => 0.00072352975611799
1213 => 0.00077226533854826
1214 => 0.00076983064657537
1215 => 0.00079183907626722
1216 => 0.0007909838691603
1217 => 0.00078470670849926
1218 => 0.00075822440021315
1219 => 0.00076877977629424
1220 => 0.0007362919693863
1221 => 0.00076063404327786
1222 => 0.00074952533730306
1223 => 0.00075687817861343
1224 => 0.00074365710695842
1225 => 0.00075097419389697
1226 => 0.00071925586618288
1227 => 0.00068963773805238
1228 => 0.00070155693741915
1229 => 0.00071451447025662
1230 => 0.00074260970296622
1231 => 0.00072587641414502
]
'min_raw' => 0.00068397905953994
'max_raw' => 0.0020416941503885
'avg_raw' => 0.0013628366049642
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000683'
'max' => '$0.002041'
'avg' => '$0.001362'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0012957009404601
'max_diff' => 6.2014150388477E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00073189433756083
102 => 0.00071173530150609
103 => 0.00067014145198119
104 => 0.00067037686865242
105 => 0.00066397856107429
106 => 0.00065844948915857
107 => 0.00072779843365764
108 => 0.00071917379616461
109 => 0.0007054315650841
110 => 0.00072382608747991
111 => 0.00072868989116169
112 => 0.00072882835681481
113 => 0.00074224852552345
114 => 0.00074941087196895
115 => 0.00075067326657336
116 => 0.00077179019199835
117 => 0.00077886830686182
118 => 0.00080802206025216
119 => 0.00074880319691358
120 => 0.00074758362339318
121 => 0.00072408493613248
122 => 0.0007091816971722
123 => 0.00072510537365437
124 => 0.00073921157721897
125 => 0.00072452325519812
126 => 0.00072644123996664
127 => 0.00070672336773366
128 => 0.00071377157924483
129 => 0.00071984244849487
130 => 0.0007164904713242
131 => 0.00071147239926217
201 => 0.00073805502939169
202 => 0.00073655513322162
203 => 0.00076130948953025
204 => 0.00078060728047384
205 => 0.0008151923717375
206 => 0.00077910102604229
207 => 0.00077778571395505
208 => 0.00079064310059051
209 => 0.00077886633846291
210 => 0.00078630884560754
211 => 0.00081399326877578
212 => 0.00081457819701279
213 => 0.00080477989540553
214 => 0.00080418366786226
215 => 0.00080606553886761
216 => 0.0008170877161251
217 => 0.00081323622871403
218 => 0.00081769326745385
219 => 0.00082326686264659
220 => 0.00084632161551914
221 => 0.00085188003838521
222 => 0.00083837595253249
223 => 0.00083959522028615
224 => 0.00083454432148178
225 => 0.00082966521652434
226 => 0.00084063273193261
227 => 0.00086067608190828
228 => 0.00086055139326833
301 => 0.00086520106087564
302 => 0.00086809776527506
303 => 0.00085566298947551
304 => 0.00084756840766938
305 => 0.00085067238540548
306 => 0.00085563571340133
307 => 0.00084906284503048
308 => 0.00080849205659682
309 => 0.0008207986421356
310 => 0.00081875022454066
311 => 0.00081583302878937
312 => 0.00082820739571262
313 => 0.0008270138578354
314 => 0.00079126276462437
315 => 0.00079355143361761
316 => 0.00079140194616616
317 => 0.00079834737986554
318 => 0.00077849126225018
319 => 0.00078459887029567
320 => 0.00078842950480653
321 => 0.00079068577796175
322 => 0.00079883698373939
323 => 0.00079788053382225
324 => 0.00079877752946962
325 => 0.00081086361579932
326 => 0.00087199089301093
327 => 0.00087531791583983
328 => 0.00085893443862892
329 => 0.00086547931462488
330 => 0.00085291458391968
331 => 0.00086134937181846
401 => 0.00086712023947842
402 => 0.0008410427981971
403 => 0.00083949866136561
404 => 0.00082688207154727
405 => 0.00083366151227547
406 => 0.00082287493461786
407 => 0.00082552158347657
408 => 0.00081812132253692
409 => 0.00083144031885104
410 => 0.00084633302629299
411 => 0.00085009551232367
412 => 0.00084019803142904
413 => 0.00083303160298555
414 => 0.00082044971540707
415 => 0.00084137367485574
416 => 0.00084749247824464
417 => 0.00084134153538639
418 => 0.00083991622752538
419 => 0.00083721527170424
420 => 0.00084048924807107
421 => 0.0008474591539273
422 => 0.00084417227503946
423 => 0.00084634331645223
424 => 0.00083806954535492
425 => 0.00085566710590371
426 => 0.00088361626713877
427 => 0.00088370612826229
428 => 0.00088041923165694
429 => 0.00087907430438321
430 => 0.00088244685976586
501 => 0.00088427633271148
502 => 0.00089518255839809
503 => 0.00090688537308301
504 => 0.00096149730287948
505 => 0.0009461624915258
506 => 0.00099461744451947
507 => 0.0010329390212493
508 => 0.0010444299865111
509 => 0.0010338588391619
510 => 0.00099769551512256
511 => 0.00099592116991894
512 => 0.0010499644437953
513 => 0.0010346947435865
514 => 0.0010328784613344
515 => 0.0010135562868298
516 => 0.0010249780850599
517 => 0.0010224799702393
518 => 0.0010185365737831
519 => 0.0010403285691567
520 => 0.0010811212391113
521 => 0.0010747633189477
522 => 0.0010700174264809
523 => 0.0010492223072002
524 => 0.0010617456137652
525 => 0.0010572863041655
526 => 0.0010764463281536
527 => 0.0010650963543896
528 => 0.0010345790605892
529 => 0.0010394390402133
530 => 0.00103870446407
531 => 0.0010538219890454
601 => 0.0010492840832879
602 => 0.0010378183651401
603 => 0.0010809818142002
604 => 0.0010781790199059
605 => 0.0010821527414072
606 => 0.0010839020965034
607 => 0.001110174927321
608 => 0.0011209380654702
609 => 0.0011233814862653
610 => 0.001133605635056
611 => 0.0011231271001294
612 => 0.0011650487109047
613 => 0.0011929241358764
614 => 0.0012253028764373
615 => 0.0012726169189818
616 => 0.0012904074366579
617 => 0.0012871937388765
618 => 0.001323066705946
619 => 0.0013875296303588
620 => 0.0013002235389658
621 => 0.0013921570651983
622 => 0.0013630519722167
623 => 0.0012940443203356
624 => 0.0012896010411012
625 => 0.0013363338241504
626 => 0.0014399826390899
627 => 0.0014140197865227
628 => 0.0014400251050158
629 => 0.0014096885196398
630 => 0.001408182052479
701 => 0.0014385517247766
702 => 0.0015095121194644
703 => 0.0014758014958588
704 => 0.0014274690507362
705 => 0.0014631569760786
706 => 0.0014322407923855
707 => 0.0013625779776298
708 => 0.0014139999332186
709 => 0.0013796155359294
710 => 0.0013896507310335
711 => 0.0014619216198424
712 => 0.0014532257952959
713 => 0.0014644789974708
714 => 0.0014446173901797
715 => 0.0014260635170817
716 => 0.0013914313351158
717 => 0.0013811784533816
718 => 0.0013840119810329
719 => 0.001381177049226
720 => 0.0013618006617023
721 => 0.0013576163326613
722 => 0.0013506422676068
723 => 0.0013528038219855
724 => 0.0013396905393483
725 => 0.0013644380130271
726 => 0.0013690313622159
727 => 0.0013870405097913
728 => 0.0013889102792356
729 => 0.001439065498889
730 => 0.0014114408467282
731 => 0.0014299738483954
801 => 0.0014283160822869
802 => 0.0012955399254014
803 => 0.0013138353083262
804 => 0.0013422971827499
805 => 0.0013294751469012
806 => 0.0013113477881055
807 => 0.0012967089739504
808 => 0.0012745296736099
809 => 0.0013057466129234
810 => 0.0013467935685693
811 => 0.0013899512977686
812 => 0.0014418024815951
813 => 0.0014302299009794
814 => 0.0013889819759539
815 => 0.0013908323277389
816 => 0.0014022704743873
817 => 0.0013874570352124
818 => 0.0013830882628071
819 => 0.0014016702721459
820 => 0.0014017982362317
821 => 0.0013847535841971
822 => 0.0013658115725991
823 => 0.0013657322048788
824 => 0.0013623616568731
825 => 0.0014102881326423
826 => 0.0014366428484021
827 => 0.0014396643740912
828 => 0.001436439475649
829 => 0.0014376806110677
830 => 0.0014223453826536
831 => 0.0014573971672876
901 => 0.0014895641511299
902 => 0.0014809427123128
903 => 0.0014680179499162
904 => 0.0014577227541264
905 => 0.0014785174913707
906 => 0.0014775915344552
907 => 0.0014892832005879
908 => 0.0014887527990778
909 => 0.0014848213315031
910 => 0.0014809428527178
911 => 0.0014963205826982
912 => 0.0014918920434226
913 => 0.0014874566254024
914 => 0.0014785607155343
915 => 0.0014797698174308
916 => 0.0014668472866766
917 => 0.001460868732655
918 => 0.0013709656247264
919 => 0.001346940576619
920 => 0.0013544993458286
921 => 0.0013569878889157
922 => 0.0013465321571904
923 => 0.0013615229906273
924 => 0.0013591866851154
925 => 0.0013682758831693
926 => 0.0013625973468323
927 => 0.0013628303959444
928 => 0.0013795297605197
929 => 0.0013843776571001
930 => 0.001381911977772
1001 => 0.0013836388550549
1002 => 0.0014234340131693
1003 => 0.001417776414263
1004 => 0.0014147709276041
1005 => 0.0014156034679485
1006 => 0.0014257719840645
1007 => 0.0014286186133966
1008 => 0.0014165572448874
1009 => 0.0014222454560023
1010 => 0.001446465136988
1011 => 0.0014549406546177
1012 => 0.0014819904384127
1013 => 0.001470499209485
1014 => 0.0014915918575105
1015 => 0.0015564234665271
1016 => 0.0016082154418157
1017 => 0.0015605854009464
1018 => 0.0016556947678957
1019 => 0.0017297510526941
1020 => 0.0017269086491363
1021 => 0.001713995222929
1022 => 0.0016296841115742
1023 => 0.0015520997698977
1024 => 0.0016170023661153
1025 => 0.0016171678161804
1026 => 0.001611592625606
1027 => 0.0015769655957697
1028 => 0.0016103876800262
1029 => 0.0016130406037033
1030 => 0.0016115556719134
1031 => 0.0015850072093253
1101 => 0.0015444726139292
1102 => 0.0015523929768435
1103 => 0.0015653666928681
1104 => 0.0015408047418328
1105 => 0.001532955710216
1106 => 0.0015475485533311
1107 => 0.0015945697343876
1108 => 0.001585680652484
1109 => 0.0015854485226319
1110 => 0.0016234797845728
1111 => 0.0015962576086832
1112 => 0.0015524928779844
1113 => 0.001541441706297
1114 => 0.0015022174917683
1115 => 0.0015293097964552
1116 => 0.0015302848002693
1117 => 0.001515446621869
1118 => 0.0015536969143837
1119 => 0.0015533444312043
1120 => 0.0015896573911423
1121 => 0.0016590741320188
1122 => 0.0016385441859513
1123 => 0.0016146700923265
1124 => 0.0016172658682603
1125 => 0.0016457351233335
1126 => 0.0016285219618264
1127 => 0.0016347119347187
1128 => 0.0016457257540681
1129 => 0.0016523706647394
1130 => 0.0016163097678741
1201 => 0.0016079022478227
1202 => 0.0015907034124362
1203 => 0.0015862165573153
1204 => 0.0016002246498722
1205 => 0.0015965340123966
1206 => 0.0015302028549742
1207 => 0.0015232708799604
1208 => 0.0015234834737375
1209 => 0.0015060526929681
1210 => 0.0014794665684279
1211 => 0.0015493333163444
1212 => 0.0015437220387022
1213 => 0.0015375276224636
1214 => 0.001538286403108
1215 => 0.0015686131903747
1216 => 0.0015510221222206
1217 => 0.0015977908600278
1218 => 0.0015881766135316
1219 => 0.0015783157978906
1220 => 0.0015769527328012
1221 => 0.0015731571600647
1222 => 0.0015601407288808
1223 => 0.0015444226060599
1224 => 0.0015340441398931
1225 => 0.001415074629785
1226 => 0.0014371546788472
1227 => 0.0014625557626336
1228 => 0.0014713241149681
1229 => 0.0014563252415483
1230 => 0.0015607329758226
1231 => 0.0015798092749725
]
'min_raw' => 0.00065844948915857
'max_raw' => 0.0017297510526941
'avg_raw' => 0.0011941002709263
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000658'
'max' => '$0.001729'
'avg' => '$0.001194'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -2.5529570381368E-5
'max_diff' => -0.00031194309769441
'year' => 2027
]
2 => [
'items' => [
101 => 0.0015220259205313
102 => 0.0015112170141942
103 => 0.0015614416059226
104 => 0.0015311500374037
105 => 0.001544790328853
106 => 0.0015153074795802
107 => 0.0015752143531265
108 => 0.0015747579631215
109 => 0.0015514528362539
110 => 0.0015711501698958
111 => 0.001567727273448
112 => 0.0015414158426124
113 => 0.0015760484724148
114 => 0.0015760656497671
115 => 0.0015536349718542
116 => 0.0015274408507587
117 => 0.0015227579605843
118 => 0.0015192300318957
119 => 0.0015439226746615
120 => 0.0015660620209535
121 => 0.0016072578555934
122 => 0.0016176154672107
123 => 0.0016580419148985
124 => 0.0016339699336284
125 => 0.0016446407311411
126 => 0.0016562253913176
127 => 0.001661779503418
128 => 0.0016527293758005
129 => 0.0017155282892493
130 => 0.0017208304416534
131 => 0.0017226082074911
201 => 0.0017014327672102
202 => 0.0017202415143531
203 => 0.0017114415244452
204 => 0.001734336653478
205 => 0.00173792690205
206 => 0.0017348860892363
207 => 0.0017360256908013
208 => 0.0016824378966602
209 => 0.0016796590868358
210 => 0.0016417698177055
211 => 0.0016572099749394
212 => 0.0016283453410565
213 => 0.0016374986137995
214 => 0.001641533289209
215 => 0.0016394258037409
216 => 0.0016580829382632
217 => 0.0016422205625184
218 => 0.001600357144912
219 => 0.0015584823216454
220 => 0.0015579566173498
221 => 0.0015469317155357
222 => 0.0015389627308356
223 => 0.0015404978400038
224 => 0.0015459077649398
225 => 0.0015386482961636
226 => 0.0015401974718914
227 => 0.0015659241110769
228 => 0.0015710834050915
229 => 0.0015535501081635
301 => 0.0014831513909547
302 => 0.0014658753691698
303 => 0.0014782930310304
304 => 0.0014723581884609
305 => 0.001188307970933
306 => 0.0012550413561647
307 => 0.0012153906447117
308 => 0.0012336635167908
309 => 0.0011931904078991
310 => 0.0012125062968396
311 => 0.0012089393574556
312 => 0.0013162446661238
313 => 0.0013145692413226
314 => 0.0013153711785134
315 => 0.0012770926269584
316 => 0.0013380713989615
317 => 0.001368111734776
318 => 0.0013625520681144
319 => 0.0013639513164348
320 => 0.0013399075943587
321 => 0.0013156039743001
322 => 0.0012886475193549
323 => 0.0013387292807246
324 => 0.0013331610437845
325 => 0.0013459325759367
326 => 0.0013784141781032
327 => 0.0013831972174078
328 => 0.001389625670738
329 => 0.0013873215278276
330 => 0.0014422155599272
331 => 0.0014355675304374
401 => 0.0014515873687391
402 => 0.0014186333459245
403 => 0.0013813427410853
404 => 0.0013884304659435
405 => 0.0013877478610438
406 => 0.0013790575172128
407 => 0.0013712122633737
408 => 0.0013581521261182
409 => 0.0013994763329313
410 => 0.0013977986456015
411 => 0.001424958453372
412 => 0.0014201576935323
413 => 0.0013880970443774
414 => 0.0013892420967341
415 => 0.0013969431241261
416 => 0.001423596467859
417 => 0.0014315089949769
418 => 0.0014278435971562
419 => 0.0014365193219204
420 => 0.0014433762610362
421 => 0.001437380447902
422 => 0.0015222685178312
423 => 0.001487017072821
424 => 0.001504198381841
425 => 0.0015082960228041
426 => 0.0014978000016412
427 => 0.0015000762127971
428 => 0.0015035240524678
429 => 0.0015244586597925
430 => 0.0015793971268899
501 => 0.0016037289999886
502 => 0.0016769326407193
503 => 0.0016017085766438
504 => 0.0015972450919896
505 => 0.0016104312782234
506 => 0.0016534095647247
507 => 0.0016882394291888
508 => 0.0016997945046146
509 => 0.0017013216985856
510 => 0.0017229997882514
511 => 0.0017354252649754
512 => 0.0017203674979756
513 => 0.0017076076170572
514 => 0.0016619033074224
515 => 0.0016671937057113
516 => 0.0017036393036866
517 => 0.0017551208574616
518 => 0.0017992973863433
519 => 0.0017838283056364
520 => 0.0019018464719611
521 => 0.0019135474910912
522 => 0.0019119307885866
523 => 0.0019385874515102
524 => 0.001885679404142
525 => 0.001863060188847
526 => 0.0017103664481426
527 => 0.0017532671609838
528 => 0.001815625866569
529 => 0.0018073724580516
530 => 0.0017620858992027
531 => 0.0017992630324275
601 => 0.0017869711095469
602 => 0.0017772759599787
603 => 0.0018216913196481
604 => 0.0017728548072092
605 => 0.0018151386849994
606 => 0.0017609091743627
607 => 0.0017838989670941
608 => 0.0017708488488486
609 => 0.0017792938747157
610 => 0.0017299244260566
611 => 0.0017565629821774
612 => 0.0017288161745425
613 => 0.0017288030189429
614 => 0.0017281905066265
615 => 0.0017608345027609
616 => 0.0017618990223028
617 => 0.0017377750598372
618 => 0.0017342984199588
619 => 0.00174715337977
620 => 0.0017321035885504
621 => 0.0017391452911398
622 => 0.0017323168745483
623 => 0.0017307796541451
624 => 0.001718530820436
625 => 0.0017132536860853
626 => 0.0017153229864392
627 => 0.001708259397534
628 => 0.0017040033297174
629 => 0.0017273438676141
630 => 0.0017148739597705
701 => 0.0017254326753934
702 => 0.001713399686325
703 => 0.0016716881036899
704 => 0.0016476993314245
705 => 0.0015689100184927
706 => 0.0015912545699023
707 => 0.001606069030604
708 => 0.0016011728514305
709 => 0.0016116917388651
710 => 0.0016123375131227
711 => 0.0016089177155903
712 => 0.0016049580281511
713 => 0.0016030306712901
714 => 0.001617395610278
715 => 0.0016257349408621
716 => 0.0016075558599274
717 => 0.0016032967556167
718 => 0.0016216768101363
719 => 0.0016328886327754
720 => 0.0017156704317638
721 => 0.0017095376887131
722 => 0.0017249296702804
723 => 0.0017231967693651
724 => 0.0017393300181826
725 => 0.0017657010615796
726 => 0.0017120813568939
727 => 0.0017213878835974
728 => 0.0017191061381688
729 => 0.0017440176364527
730 => 0.0017440954074312
731 => 0.0017291597197883
801 => 0.0017372565983634
802 => 0.001732737142869
803 => 0.0017409044097884
804 => 0.0017094557821907
805 => 0.0017477568159351
806 => 0.0017694710340041
807 => 0.0017697725359431
808 => 0.0017800649029731
809 => 0.0017905225439693
810 => 0.001810595075193
811 => 0.0017899627319679
812 => 0.0017528471550241
813 => 0.0017555267797969
814 => 0.0017337659306148
815 => 0.0017341317344209
816 => 0.001732179045035
817 => 0.0017380392128737
818 => 0.0017107417594854
819 => 0.0017171484172343
820 => 0.0017081790588685
821 => 0.001721368385964
822 => 0.0017071788502831
823 => 0.0017191050378421
824 => 0.0017242519850331
825 => 0.0017432443309739
826 => 0.0017043736653455
827 => 0.0016251137468164
828 => 0.0016417751426249
829 => 0.0016171316294998
830 => 0.001619412480464
831 => 0.0016240201624064
901 => 0.0016090851576913
902 => 0.0016119342859349
903 => 0.001611832495025
904 => 0.0016109553159557
905 => 0.001607070144412
906 => 0.001601435877016
907 => 0.0016238810641858
908 => 0.0016276949388591
909 => 0.0016361727098188
910 => 0.0016613968056679
911 => 0.0016588763236674
912 => 0.0016629873343839
913 => 0.001654013021072
914 => 0.0016198287731196
915 => 0.0016216851422488
916 => 0.0015985361894614
917 => 0.0016355807390501
918 => 0.0016268081007433
919 => 0.0016211523237575
920 => 0.0016196090926066
921 => 0.0016448957141104
922 => 0.0016524618675835
923 => 0.0016477471484847
924 => 0.0016380771220627
925 => 0.0016566464314796
926 => 0.0016616147953033
927 => 0.0016627270287372
928 => 0.001695628284712
929 => 0.0016645658434588
930 => 0.0016720428818026
1001 => 0.0017303766005457
1002 => 0.0016774759671486
1003 => 0.001705498612484
1004 => 0.0017041270498176
1005 => 0.0017184624869366
1006 => 0.0017029511255538
1007 => 0.0017031434074683
1008 => 0.0017158723044634
1009 => 0.0016979968643025
1010 => 0.0016935706539358
1011 => 0.0016874558760154
1012 => 0.0017008072699
1013 => 0.0017088108267023
1014 => 0.0017733136165638
1015 => 0.0018149853604989
1016 => 0.0018131762801933
1017 => 0.0018297078877303
1018 => 0.0018222602471227
1019 => 0.0017982098510124
1020 => 0.0018392609445393
1021 => 0.0018262706608967
1022 => 0.001827341564097
1023 => 0.0018273017050264
1024 => 0.0018359391080184
1025 => 0.0018298187163922
1026 => 0.0018177547962516
1027 => 0.0018257633894405
1028 => 0.0018495460480871
1029 => 0.001923368150267
1030 => 0.0019646799766597
1031 => 0.0019208811264455
1101 => 0.0019510929868333
1102 => 0.0019329766361872
1103 => 0.00192968435636
1104 => 0.0019486596373225
1105 => 0.0019676681320023
1106 => 0.0019664573730672
1107 => 0.0019526581820266
1108 => 0.0019448633691493
1109 => 0.0020038883037102
1110 => 0.0020473768700312
1111 => 0.0020444112413591
1112 => 0.0020575005618434
1113 => 0.0020959312116227
1114 => 0.0020994448286099
1115 => 0.0020990021936291
1116 => 0.0020902933273182
1117 => 0.0021281332928764
1118 => 0.0021597000578759
1119 => 0.0020882774763906
1120 => 0.00211547426043
1121 => 0.0021276837730109
1122 => 0.0021456109598789
1123 => 0.0021758571290705
1124 => 0.0022087124912127
1125 => 0.0022133585996604
1126 => 0.00221006196338
1127 => 0.0021883929688476
1128 => 0.0022243436981497
1129 => 0.0022454027922265
1130 => 0.0022579430008204
1201 => 0.0022897428833229
1202 => 0.002127759174804
1203 => 0.0020130990548016
1204 => 0.0019951932213511
1205 => 0.0020316054377849
1206 => 0.0020412070488766
1207 => 0.0020373366514849
1208 => 0.0019082762619802
1209 => 0.00199451374511
1210 => 0.0020872980259041
1211 => 0.0020908622480053
1212 => 0.0021373119989986
1213 => 0.0021524379419617
1214 => 0.0021898360798193
1215 => 0.0021874968161139
1216 => 0.0021966026675479
1217 => 0.0021945093899946
1218 => 0.0022637815652689
1219 => 0.0023401990616141
1220 => 0.0023375529667084
1221 => 0.002326567047478
1222 => 0.0023428830109127
1223 => 0.0024217540565375
1224 => 0.0024144928745391
1225 => 0.0024215464943445
1226 => 0.0025145399021135
1227 => 0.0026354445603712
1228 => 0.0025792722079813
1229 => 0.0027011500495084
1230 => 0.0027778656902829
1231 => 0.0029105374584572
]
'min_raw' => 0.001188307970933
'max_raw' => 0.0029105374584572
'avg_raw' => 0.0020494227146951
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001188'
'max' => '$0.00291'
'avg' => '$0.002049'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00052985848177442
'max_diff' => 0.0011807864057631
'year' => 2028
]
3 => [
'items' => [
101 => 0.0028939262996595
102 => 0.0029455744454194
103 => 0.0028641888585583
104 => 0.0026773111003844
105 => 0.002647736979814
106 => 0.0027069451181319
107 => 0.0028525025487406
108 => 0.0027023609966471
109 => 0.0027327344370908
110 => 0.0027239868841997
111 => 0.0027235207642808
112 => 0.0027413106657371
113 => 0.0027155054858159
114 => 0.002610370540554
115 => 0.0026585532664034
116 => 0.0026399476020284
117 => 0.0026605919737966
118 => 0.0027720011338432
119 => 0.002722744488524
120 => 0.0026708566139651
121 => 0.0027359355235031
122 => 0.0028188033388845
123 => 0.0028136176199257
124 => 0.0028035551576833
125 => 0.0028602767304904
126 => 0.0029539641509063
127 => 0.0029792874841782
128 => 0.0029979806510867
129 => 0.0030005581229798
130 => 0.003027107685368
131 => 0.0028843439970553
201 => 0.003110913636839
202 => 0.0031500359547697
203 => 0.0031426825804527
204 => 0.0031861653903138
205 => 0.0031733716446002
206 => 0.0031548355143385
207 => 0.0032237650170273
208 => 0.0031447429045186
209 => 0.0030325809644199
210 => 0.0029710467057702
211 => 0.0030520799813872
212 => 0.003101564175135
213 => 0.0031342700794164
214 => 0.0031441668662905
215 => 0.002895426335783
216 => 0.0027613689856216
217 => 0.0028472982101044
218 => 0.0029521377944916
219 => 0.0028837616078706
220 => 0.0028864418249329
221 => 0.002788955351757
222 => 0.0029607631842203
223 => 0.0029357322281617
224 => 0.0030655928724726
225 => 0.003034600587511
226 => 0.0031404969017853
227 => 0.0031126108532649
228 => 0.0032283642815851
301 => 0.003274541458041
302 => 0.0033520801242141
303 => 0.0034091178826901
304 => 0.0034426115454258
305 => 0.0034406007115467
306 => 0.0035733192897817
307 => 0.0034950597810304
308 => 0.0033967473936889
309 => 0.0033949692327735
310 => 0.003445886611275
311 => 0.0035525954681135
312 => 0.003580263522141
313 => 0.003595726189797
314 => 0.0035720445760225
315 => 0.0034870994881826
316 => 0.0034504206299346
317 => 0.0034816720798507
318 => 0.0034434542420711
319 => 0.00350942895211
320 => 0.0036000263204312
321 => 0.0035813183221337
322 => 0.0036438563555824
323 => 0.0037085766410088
324 => 0.0038011295559385
325 => 0.0038253263151256
326 => 0.0038653226379416
327 => 0.0039064919922268
328 => 0.0039197144792781
329 => 0.0039449603097556
330 => 0.0039448272517673
331 => 0.0040209072611518
401 => 0.0041048258675046
402 => 0.0041365031986826
403 => 0.0042093434750282
404 => 0.0040846070544141
405 => 0.0041792210623186
406 => 0.0042645652657907
407 => 0.0041628143880828
408 => 0.0043030542680892
409 => 0.0043084994648395
410 => 0.0043907154709329
411 => 0.0043073737980763
412 => 0.0042578857787701
413 => 0.0044007558362152
414 => 0.0044698861566483
415 => 0.0044490635415326
416 => 0.0042906024123632
417 => 0.0041983712384691
418 => 0.0039569844663233
419 => 0.0042429175250625
420 => 0.0043821871771927
421 => 0.0042902417376093
422 => 0.0043366136691883
423 => 0.0045896038917344
424 => 0.004685926188576
425 => 0.0046658918241766
426 => 0.0046692773019664
427 => 0.0047212510649688
428 => 0.0049517313525956
429 => 0.0048136222217584
430 => 0.004919201477433
501 => 0.0049752003339485
502 => 0.0050272151927303
503 => 0.0048994831390272
504 => 0.004733305613916
505 => 0.0046806702160553
506 => 0.0042810995756893
507 => 0.0042603001886109
508 => 0.0042486248623579
509 => 0.0041750135818402
510 => 0.00411717527918
511 => 0.004071180113506
512 => 0.0039504750634586
513 => 0.0039912094745157
514 => 0.0037988308178419
515 => 0.0039219078649008
516 => 0.0036148668837043
517 => 0.0038705797366168
518 => 0.0037314068566132
519 => 0.003824857702493
520 => 0.0038245316612953
521 => 0.003652459025413
522 => 0.0035532111201004
523 => 0.0036164557481519
524 => 0.0036842590097879
525 => 0.0036952598608707
526 => 0.003783168559428
527 => 0.0038077019876042
528 => 0.0037333645548741
529 => 0.0036085041418328
530 => 0.0036375063680195
531 => 0.0035526233909124
601 => 0.0034038692385088
602 => 0.0035107070677634
603 => 0.0035471861999987
604 => 0.0035632974629641
605 => 0.003417014838605
606 => 0.0033710496620811
607 => 0.0033465781877849
608 => 0.0035896208919666
609 => 0.0036029353199395
610 => 0.0035348168239595
611 => 0.00384271888505
612 => 0.0037730311657729
613 => 0.0038508894221112
614 => 0.00363487471998
615 => 0.0036431267725038
616 => 0.0035408619507257
617 => 0.0035981234175835
618 => 0.0035576528584316
619 => 0.0035934972569303
620 => 0.0036149822415984
621 => 0.0037172302827255
622 => 0.0038717472450032
623 => 0.0037019578350528
624 => 0.0036279781577083
625 => 0.0036738747334553
626 => 0.0037961033628497
627 => 0.0039812859931506
628 => 0.0038716541488647
629 => 0.0039203068996894
630 => 0.0039309353613343
701 => 0.0038500968981494
702 => 0.003984266622595
703 => 0.0040561692679183
704 => 0.0041299265038641
705 => 0.0041939678452049
706 => 0.004100466241871
707 => 0.0042005263603667
708 => 0.0041198955678478
709 => 0.0040475614115002
710 => 0.0040476711125572
711 => 0.0040022948396469
712 => 0.003914372593105
713 => 0.0038981583818734
714 => 0.0039825067563294
715 => 0.0040501461648222
716 => 0.0040557172704766
717 => 0.0040931659224566
718 => 0.0041153276489465
719 => 0.0043325426959541
720 => 0.0044199083847577
721 => 0.0045267374952788
722 => 0.0045683534543856
723 => 0.0046936025711498
724 => 0.0045924537371268
725 => 0.0045705695506299
726 => 0.0042667561620337
727 => 0.0043165055873964
728 => 0.0043961592175076
729 => 0.0042680696210559
730 => 0.0043493129878435
731 => 0.0043653521494172
801 => 0.0042637171855826
802 => 0.0043180048111542
803 => 0.0041738329727952
804 => 0.0038748897971032
805 => 0.003984599431807
806 => 0.0040653826508127
807 => 0.0039500950367925
808 => 0.004156743622677
809 => 0.004036023784896
810 => 0.0039977613918935
811 => 0.0038484861552629
812 => 0.0039189383208218
813 => 0.004014225883518
814 => 0.0039553492481399
815 => 0.0040775271069207
816 => 0.004250563538599
817 => 0.0043738796043107
818 => 0.0043833462806143
819 => 0.0043040623118965
820 => 0.0044311153777504
821 => 0.0044320408206281
822 => 0.0042887244433179
823 => 0.0042009439602044
824 => 0.0041810000497493
825 => 0.0042308238483001
826 => 0.0042913191377214
827 => 0.0043867033481514
828 => 0.004444342028831
829 => 0.0045946331388494
830 => 0.0046352976040366
831 => 0.0046799755225818
901 => 0.004739678999918
902 => 0.0048113683321174
903 => 0.0046545161545409
904 => 0.0046607481839651
905 => 0.0045146896079721
906 => 0.0043586050726049
907 => 0.0044770537787366
908 => 0.0046319097054326
909 => 0.004596385584748
910 => 0.004592388395479
911 => 0.0045991105591016
912 => 0.0045723265322146
913 => 0.0044511833712674
914 => 0.0043903460342361
915 => 0.0044688417202665
916 => 0.0045105586839506
917 => 0.0045752580565232
918 => 0.0045672824932155
919 => 0.004733941128757
920 => 0.0047986996350329
921 => 0.0047821316379548
922 => 0.0047851805481483
923 => 0.0049024227304914
924 => 0.0050328201499507
925 => 0.0051549545407293
926 => 0.0052791948888235
927 => 0.0051294183000126
928 => 0.0050533709851502
929 => 0.0051318324024197
930 => 0.0050901996699921
1001 => 0.0053294336995917
1002 => 0.0053459977447425
1003 => 0.0055852144749987
1004 => 0.0058122596374103
1005 => 0.0056696566388362
1006 => 0.0058041248435114
1007 => 0.0059495631702213
1008 => 0.0062301372989627
1009 => 0.0061356498031195
1010 => 0.0060632738621114
1011 => 0.0059948789475767
1012 => 0.0061371979073364
1013 => 0.0063202889754664
1014 => 0.0063597250379171
1015 => 0.0064236265248227
1016 => 0.0063564419248436
1017 => 0.0064373583753775
1018 => 0.0067230290022521
1019 => 0.0066458382771862
1020 => 0.0065362150385644
1021 => 0.0067617245623833
1022 => 0.0068433355824073
1023 => 0.0074161244609586
1024 => 0.0081392940808581
1025 => 0.007839897109632
1026 => 0.0076540517481121
1027 => 0.0076977298163802
1028 => 0.0079618068807309
1029 => 0.0080466200524133
1030 => 0.0078160686149271
1031 => 0.0078975032802656
1101 => 0.0083462162927607
1102 => 0.0085869364275273
1103 => 0.0082600061514869
1104 => 0.0073580184861343
1105 => 0.0065263446653403
1106 => 0.0067469420133751
1107 => 0.0067219331200407
1108 => 0.0072040192738783
1109 => 0.0066439973039221
1110 => 0.0066534266376397
1111 => 0.0071454818226007
1112 => 0.0070142099352146
1113 => 0.0068015662896821
1114 => 0.0065278971992782
1115 => 0.0060219945743396
1116 => 0.0055739025112931
1117 => 0.0064527142363664
1118 => 0.0064148182767658
1119 => 0.0063599393113976
1120 => 0.0064820665103003
1121 => 0.0070750815217615
1122 => 0.007061410606345
1123 => 0.0069744432174279
1124 => 0.0070404072154262
1125 => 0.0067900024819018
1126 => 0.0068545374833408
1127 => 0.0065262129239579
1128 => 0.0066746293368438
1129 => 0.0068011100519219
1130 => 0.0068265029280529
1201 => 0.0068837143745683
1202 => 0.006394848828062
1203 => 0.0066143351061049
1204 => 0.0067432627313721
1205 => 0.006160763029988
1206 => 0.0067317485851551
1207 => 0.006386338766525
1208 => 0.0062691014862006
1209 => 0.0064269460393202
1210 => 0.0063654338634607
1211 => 0.0063125493067728
1212 => 0.0062830388154689
1213 => 0.0063989424346123
1214 => 0.0063935353922445
1215 => 0.0062038945754028
1216 => 0.0059565158605813
1217 => 0.0060395442772049
1218 => 0.00600937927505
1219 => 0.0059000574158779
1220 => 0.0059737271493883
1221 => 0.0056493229264074
1222 => 0.0050912023218332
1223 => 0.0054599138889114
1224 => 0.0054457188946599
1225 => 0.0054385611348665
1226 => 0.0057156376870866
1227 => 0.0056890031698343
1228 => 0.0056406612602155
1229 => 0.0058991695787975
1230 => 0.0058048105650875
1231 => 0.0060956028115621
]
'min_raw' => 0.002610370540554
'max_raw' => 0.0085869364275273
'avg_raw' => 0.0055986534840407
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.00261'
'max' => '$0.008586'
'avg' => '$0.005598'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.001422062569621
'max_diff' => 0.0056763989690702
'year' => 2029
]
4 => [
'items' => [
101 => 0.0062871373923535
102 => 0.0062385580271702
103 => 0.0064186972261715
104 => 0.0060414570842301
105 => 0.0061667611271355
106 => 0.0061925861167144
107 => 0.0058959796262734
108 => 0.0056933609062514
109 => 0.0056798485476485
110 => 0.0053285356097099
111 => 0.0055162041454577
112 => 0.0056813446906642
113 => 0.0056022551849343
114 => 0.005577217810152
115 => 0.0057051283279707
116 => 0.0057150680706847
117 => 0.0054884408834384
118 => 0.0055355638520166
119 => 0.0057320744645292
120 => 0.0055306122887756
121 => 0.0051392041899458
122 => 0.0050421295697957
123 => 0.0050291780260274
124 => 0.0047659039570951
125 => 0.0050486165600945
126 => 0.0049252049326585
127 => 0.0053150607850304
128 => 0.0050923772129944
129 => 0.005082777769276
130 => 0.0050682668021633
131 => 0.0048416559353184
201 => 0.0048912693132856
202 => 0.0050561917379792
203 => 0.005115037917094
204 => 0.0051088997784997
205 => 0.0050553835281251
206 => 0.0050798829934991
207 => 0.0050009616793499
208 => 0.0049730929207187
209 => 0.0048851314525727
210 => 0.0047558523943738
211 => 0.0047738294403309
212 => 0.0045176937983333
213 => 0.0043781375064256
214 => 0.004339510164148
215 => 0.0042878560677065
216 => 0.0043453446317873
217 => 0.0045169681982413
218 => 0.004309953765127
219 => 0.0039550420399267
220 => 0.0039763728393514
221 => 0.0040242968124875
222 => 0.0039349908055972
223 => 0.0038504701649606
224 => 0.0039239540046178
225 => 0.0037735732279318
226 => 0.0040424696108974
227 => 0.0040351967173115
228 => 0.0041354246604403
301 => 0.0041980992501632
302 => 0.0040536546119914
303 => 0.004017327176111
304 => 0.0040380209345783
305 => 0.0036959992030293
306 => 0.0041074741881587
307 => 0.004111032640917
308 => 0.0040805630080013
309 => 0.0042996607347178
310 => 0.0047620252763843
311 => 0.0045880651372388
312 => 0.0045207025133886
313 => 0.0043926461162076
314 => 0.0045632736622148
315 => 0.0045501721288858
316 => 0.0044909220265632
317 => 0.0044550873798068
318 => 0.0045211138152056
319 => 0.0044469059737787
320 => 0.0044335762063634
321 => 0.0043528123187562
322 => 0.0043239832854032
323 => 0.0043026394168255
324 => 0.0042791419147266
325 => 0.0043309715491439
326 => 0.0042135187787981
327 => 0.004071882251798
328 => 0.0040601067071064
329 => 0.0040926200213164
330 => 0.0040782353001101
331 => 0.0040600378385955
401 => 0.0040252939287805
402 => 0.0040149861529245
403 => 0.0040484814238344
404 => 0.0040106672158727
405 => 0.0040664641395667
406 => 0.0040512904637065
407 => 0.003966531543814
408 => 0.0038608905478566
409 => 0.0038599501214031
410 => 0.00383718994211
411 => 0.0038082014317644
412 => 0.0038001374913536
413 => 0.003917765400605
414 => 0.0041612516524483
415 => 0.0041134494750792
416 => 0.0041479914471926
417 => 0.0043179037625437
418 => 0.0043719137781523
419 => 0.0043335787483707
420 => 0.0042811033952039
421 => 0.0042834120444263
422 => 0.0044627362115668
423 => 0.0044739204399078
424 => 0.0045021793767569
425 => 0.0045385000965824
426 => 0.0043397643240122
427 => 0.0042740516074103
428 => 0.0042429132766816
429 => 0.0041470192700878
430 => 0.0042504327348684
501 => 0.0041901781375468
502 => 0.0041983085413156
503 => 0.0041930136051952
504 => 0.004195904998359
505 => 0.0040423944488782
506 => 0.004098325624832
507 => 0.0040053291967788
508 => 0.0038808174189544
509 => 0.0038804000118157
510 => 0.0039108740930425
511 => 0.0038927469170779
512 => 0.0038439671526494
513 => 0.0038508960879525
514 => 0.0037901913237293
515 => 0.0038582667454244
516 => 0.0038602189049331
517 => 0.0038340061594872
518 => 0.0039388857392065
519 => 0.0039818549885911
520 => 0.0039646011980072
521 => 0.0039806444166486
522 => 0.0041154358713628
523 => 0.0041374127598447
524 => 0.0041471734419966
525 => 0.0041340954209557
526 => 0.0039831081570006
527 => 0.0039898050842045
528 => 0.0039406674758638
529 => 0.0038991513748095
530 => 0.0039008118011285
531 => 0.0039221564737857
601 => 0.0040153699111284
602 => 0.0042115320947839
603 => 0.0042189763062609
604 => 0.0042279989077341
605 => 0.0041912994531466
606 => 0.0041802305464766
607 => 0.0041948332915016
608 => 0.004268501493965
609 => 0.0044579961114226
610 => 0.0043910160576931
611 => 0.0043365602314044
612 => 0.004384332672245
613 => 0.0043769784794303
614 => 0.0043149016910767
615 => 0.0043131594023808
616 => 0.0041940141983805
617 => 0.0041499689292666
618 => 0.0041131614056638
619 => 0.0040729685507743
620 => 0.0040491408791191
621 => 0.0040857510122645
622 => 0.0040941241828733
623 => 0.004014075486915
624 => 0.004003165145446
625 => 0.0040685346385366
626 => 0.0040397679618478
627 => 0.0040693552022015
628 => 0.0040762196957582
629 => 0.0040751143541929
630 => 0.004045078639898
701 => 0.0040642225085117
702 => 0.0040189415521784
703 => 0.0039697053131457
704 => 0.0039382956601689
705 => 0.0039108865720607
706 => 0.0039260947271687
707 => 0.0038718804311082
708 => 0.0038545361866803
709 => 0.004057736996576
710 => 0.0042078436196229
711 => 0.004205661009875
712 => 0.0041923749343566
713 => 0.0041726345211183
714 => 0.0042670573597811
715 => 0.0042341623308353
716 => 0.004258096212865
717 => 0.0042641883903435
718 => 0.0042826275767242
719 => 0.0042892180009538
720 => 0.0042692971615883
721 => 0.0042024403915521
722 => 0.0040358396771728
723 => 0.0039582865948992
724 => 0.0039326927860002
725 => 0.0039336230723441
726 => 0.0039079616219978
727 => 0.0039155200691903
728 => 0.0039053331025224
729 => 0.0038860414521452
730 => 0.0039249035221203
731 => 0.0039293820136597
801 => 0.0039203111421604
802 => 0.0039224476607688
803 => 0.0038473447189741
804 => 0.0038530546325238
805 => 0.0038212611082987
806 => 0.0038153002057831
807 => 0.0037349289451209
808 => 0.0035925396068574
809 => 0.0036714371223229
810 => 0.00357614001831
811 => 0.0035400495610336
812 => 0.0037108961725625
813 => 0.0036937479113124
814 => 0.0036643975422222
815 => 0.0036209822291848
816 => 0.0036048790672622
817 => 0.0035070413530622
818 => 0.0035012605789634
819 => 0.0035497515919614
820 => 0.0035273746579367
821 => 0.0034959489677584
822 => 0.0033821283035036
823 => 0.0032541561921545
824 => 0.0032580188657921
825 => 0.0032987244134065
826 => 0.0034170812829863
827 => 0.0033708372064469
828 => 0.0033372865983278
829 => 0.0033310035779547
830 => 0.0034096487323184
831 => 0.0035209481024122
901 => 0.0035731672766772
902 => 0.0035214196609005
903 => 0.0034619747861857
904 => 0.0034655929202686
905 => 0.0034896627453693
906 => 0.0034921921436583
907 => 0.0034534996412509
908 => 0.0034643913540359
909 => 0.0034478458463563
910 => 0.0033463060962672
911 => 0.0033444695641741
912 => 0.0033195500719526
913 => 0.0033187955196317
914 => 0.0032764012469042
915 => 0.0032704699950919
916 => 0.0031862935934431
917 => 0.0032416987559179
918 => 0.0032045358818314
919 => 0.0031485226647471
920 => 0.0031388659650092
921 => 0.0031385756729542
922 => 0.0031960887225736
923 => 0.0032410266824474
924 => 0.0032051823459369
925 => 0.0031970212853268
926 => 0.0032841600615677
927 => 0.0032730708580035
928 => 0.0032634676792345
929 => 0.0035109824645625
930 => 0.0033150551981559
1001 => 0.0032296197268652
1002 => 0.003123877107387
1003 => 0.0031583074374896
1004 => 0.0031655624139291
1005 => 0.0029112704756238
1006 => 0.0028081042679234
1007 => 0.0027727015131771
1008 => 0.0027523267272992
1009 => 0.0027616117730742
1010 => 0.0026687500859546
1011 => 0.0027311546754896
1012 => 0.002650744303847
1013 => 0.0026372632433631
1014 => 0.0027810469487936
1015 => 0.002801053611432
1016 => 0.0027156989730336
1017 => 0.0027705104685462
1018 => 0.0027506350583365
1019 => 0.002652122708877
1020 => 0.0026483602617355
1021 => 0.0025989302276532
1022 => 0.0025215817958552
1023 => 0.0024862314869879
1024 => 0.0024678207392044
1025 => 0.0024754173725582
1026 => 0.0024715762822737
1027 => 0.0024465105699538
1028 => 0.002473013019563
1029 => 0.0024053102123797
1030 => 0.0023783504090408
1031 => 0.0023661732913352
1101 => 0.0023060831531319
1102 => 0.0024017132852192
1103 => 0.002420553625957
1104 => 0.0024394310879862
1105 => 0.0026037465067596
1106 => 0.0025955377727882
1107 => 0.0026697407300738
1108 => 0.0026668573396041
1109 => 0.0026456934541781
1110 => 0.0025564065028558
1111 => 0.002591994690266
1112 => 0.0024824597810496
1113 => 0.0025645307826843
1114 => 0.0025270770049052
1115 => 0.0025518676227421
1116 => 0.0025072918565915
1117 => 0.0025319619260675
1118 => 0.0024250213696765
1119 => 0.0023251617828129
1120 => 0.0023653481956499
1121 => 0.0024090354222775
1122 => 0.0025037604609044
1123 => 0.0024473430093628
1124 => 0.0024676328583172
1125 => 0.0023996652607997
1126 => 0.0022594286931366
1127 => 0.00226022241688
1128 => 0.0022386500761647
1129 => 0.0022200084241734
1130 => 0.0024538232323407
1201 => 0.00242474466488
1202 => 0.0023784117733401
1203 => 0.0024404301898621
1204 => 0.0024568288435552
1205 => 0.002457295690172
1206 => 0.0025025427259395
1207 => 0.0025266910770396
1208 => 0.0025309473285859
1209 => 0.0026021445169929
1210 => 0.0026260088754333
1211 => 0.0027243027904389
1212 => 0.0025246422581639
1213 => 0.0025205303808919
1214 => 0.0024413029161665
1215 => 0.002391055605501
1216 => 0.0024447433925162
1217 => 0.002492303442698
1218 => 0.0024427807394988
1219 => 0.0024492473590553
1220 => 0.0023827671761639
1221 => 0.0024065307133642
1222 => 0.0024269990728953
1223 => 0.0024156976478368
1224 => 0.0023987788675291
1225 => 0.0024884040609507
1226 => 0.0024833470562939
1227 => 0.0025668080968824
1228 => 0.0026318719463775
1229 => 0.0027484779962268
1230 => 0.0026267935043982
1231 => 0.0026223588378639
]
'min_raw' => 0.0022200084241734
'max_raw' => 0.0064186972261715
'avg_raw' => 0.0043193528251725
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00222'
'max' => '$0.006418'
'avg' => '$0.004319'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00039036211638057
'max_diff' => -0.0021682392013558
'year' => 2030
]
5 => [
'items' => [
101 => 0.0026657084145794
102 => 0.0026260022388389
103 => 0.0026510951712963
104 => 0.0027444351368727
105 => 0.0027464072632622
106 => 0.0027133716052977
107 => 0.0027113613825083
108 => 0.0027177062419909
109 => 0.0027548682821584
110 => 0.0027418827234497
111 => 0.0027569099407415
112 => 0.0027757017060698
113 => 0.002853432415011
114 => 0.0028721730257807
115 => 0.0028266430575031
116 => 0.0028307539038611
117 => 0.0028137244458997
118 => 0.0027972742028875
119 => 0.0028342519468139
120 => 0.0029018295006389
121 => 0.0029014091041838
122 => 0.0029170857831513
123 => 0.0029268522242754
124 => 0.0028849275094989
125 => 0.0028576360617938
126 => 0.0028681013394439
127 => 0.0028848355463104
128 => 0.0028626746616951
129 => 0.002725887415929
130 => 0.0027673799282913
131 => 0.002760473545354
201 => 0.0027506380162065
202 => 0.0027923590582389
203 => 0.0027883349619557
204 => 0.0026677976551331
205 => 0.0026755140624336
206 => 0.0026682669154186
207 => 0.0026916839300508
208 => 0.0026247376432007
209 => 0.0026453298701457
210 => 0.0026582451218454
211 => 0.0026658523043162
212 => 0.0026933346636945
213 => 0.0026901099260217
214 => 0.002693134209473
215 => 0.0027338832933572
216 => 0.0029399781762464
217 => 0.0029511954659993
218 => 0.0028959574287249
219 => 0.0029180239350939
220 => 0.0028756610682798
221 => 0.0029040995445787
222 => 0.0029235564278033
223 => 0.0028356345138545
224 => 0.002830428348719
225 => 0.0027878906352843
226 => 0.0028107479930248
227 => 0.0027743802933574
228 => 0.0027833036547677
301 => 0.0027583531583399
302 => 0.0028032590843156
303 => 0.0028534708872318
304 => 0.0028661563715726
305 => 0.0028327863237163
306 => 0.002808624209875
307 => 0.0027662034974648
308 => 0.0028367500876102
309 => 0.0028573800604371
310 => 0.0028366417271454
311 => 0.0028318362021802
312 => 0.0028227297410545
313 => 0.002833768180957
314 => 0.0028572677051746
315 => 0.0028461857635216
316 => 0.0028535055812221
317 => 0.0028256099843112
318 => 0.0028849413883239
319 => 0.0029791739367761
320 => 0.0029794769098279
321 => 0.0029683949084392
322 => 0.002963860392236
323 => 0.0029752311981729
324 => 0.0029813993939388
325 => 0.0030181704952895
326 => 0.0030576273520642
327 => 0.0032417552862561
328 => 0.0031900528991349
329 => 0.0033534221561698
330 => 0.0034826260276414
331 => 0.0035213686192952
401 => 0.0034857272579535
402 => 0.0033638000861121
403 => 0.0033578177573773
404 => 0.0035400284284325
405 => 0.003488545568082
406 => 0.0034824218456604
407 => 0.003417275785287
408 => 0.0034557851754642
409 => 0.0034473626069338
410 => 0.0034340671704623
411 => 0.0035075404043331
412 => 0.0036450757391384
413 => 0.0036236395674108
414 => 0.0036076384596115
415 => 0.0035375262630876
416 => 0.003579749465521
417 => 0.0035647145918666
418 => 0.0036293139504524
419 => 0.0035910467214772
420 => 0.00348815553478
421 => 0.0035045412953953
422 => 0.0035020646206419
423 => 0.0035530344115684
424 => 0.0035377345454802
425 => 0.0034990770762341
426 => 0.003644605658316
427 => 0.0036351558416681
428 => 0.003648553521146
429 => 0.0036544515939891
430 => 0.0037430322774011
501 => 0.0037793209491293
502 => 0.0037875591129342
503 => 0.0038220305444094
504 => 0.0037867014323164
505 => 0.0039280430699185
506 => 0.0040220270114107
507 => 0.0041311941958234
508 => 0.0042907167936231
509 => 0.0043506987660624
510 => 0.0043398635596191
511 => 0.0044608117726646
512 => 0.0046781530229798
513 => 0.0043837944403319
514 => 0.0046937547426186
515 => 0.0045956248895784
516 => 0.0043629607733008
517 => 0.0043479799471423
518 => 0.0045055427879714
519 => 0.0048550020040689
520 => 0.0047674664339701
521 => 0.0048551451809028
522 => 0.004752863265275
523 => 0.0047477841060644
524 => 0.0048501775765583
525 => 0.0050894255015449
526 => 0.0049757677804582
527 => 0.0048128115672637
528 => 0.004933135899207
529 => 0.0048288998273865
530 => 0.0045940267837353
531 => 0.0047673994971694
601 => 0.0046514701010666
602 => 0.0046853044619951
603 => 0.0049289708094068
604 => 0.004899652229825
605 => 0.0049375931866312
606 => 0.004870628390956
607 => 0.0048080727124164
608 => 0.0046913078929764
609 => 0.0046567395863763
610 => 0.0046662930226832
611 => 0.0046567348521677
612 => 0.0045914060088152
613 => 0.0045772982513132
614 => 0.0045537847040682
615 => 0.0045610725355708
616 => 0.0045168601876193
617 => 0.0046002980229409
618 => 0.0046157848204283
619 => 0.0046765039188373
620 => 0.004682807977062
621 => 0.0048519098018489
622 => 0.004758771358397
623 => 0.0048212566674509
624 => 0.0048156673932746
625 => 0.0043680033101998
626 => 0.0044296874710739
627 => 0.0045256486678379
628 => 0.004482418278768
629 => 0.0044213006229764
630 => 0.0043719448390033
701 => 0.0042971657793959
702 => 0.0044024158697886
703 => 0.0045408085465557
704 => 0.0046863178437275
705 => 0.0048611377301327
706 => 0.0048221199666149
707 => 0.0046830497075534
708 => 0.004689288297784
709 => 0.0047278528077948
710 => 0.0046779082633756
711 => 0.004663178642193
712 => 0.0047258291840331
713 => 0.0047262606238826
714 => 0.0046687933895284
715 => 0.0046049290749366
716 => 0.0046046614811265
717 => 0.004593297443201
718 => 0.0047548849023766
719 => 0.0048437416665883
720 => 0.0048539289514053
721 => 0.0048430559811521
722 => 0.0048472405558698
723 => 0.0047955367626002
724 => 0.0049137163017309
725 => 0.0050221695335823
726 => 0.0049931017506808
727 => 0.0049495250118826
728 => 0.0049148140404897
729 => 0.0049849249489512
730 => 0.0049818030205622
731 => 0.0050212222892146
801 => 0.0050194340034918
802 => 0.0050061787860777
803 => 0.0049931022240664
804 => 0.0050449493143338
805 => 0.0050300181849756
806 => 0.0050150638634494
807 => 0.0049850706822365
808 => 0.0049891472536973
809 => 0.0049455780390374
810 => 0.0049254209267441
811 => 0.0046223063215282
812 => 0.0045413041944591
813 => 0.0045667891125854
814 => 0.0045751794093482
815 => 0.0045399271798406
816 => 0.0045904698213997
817 => 0.0045825928042506
818 => 0.0046132376700768
819 => 0.004594092088354
820 => 0.0045948778297061
821 => 0.0046511809032844
822 => 0.0046675259250746
823 => 0.0046592127150716
824 => 0.0046650350023975
825 => 0.0047992071563896
826 => 0.0047801321666759
827 => 0.0047699989585691
828 => 0.0047728059264663
829 => 0.0048070897884947
830 => 0.0048166873980332
831 => 0.0047760216520065
901 => 0.0047951998529186
902 => 0.0048768581983259
903 => 0.0049054339977564
904 => 0.0049966342323766
905 => 0.004957890751755
906 => 0.0050290060872145
907 => 0.0052475903834125
908 => 0.0054222106440983
909 => 0.0052616226358842
910 => 0.0055822905068776
911 => 0.00583197644152
912 => 0.0058223930794747
913 => 0.0057788545614301
914 => 0.0054945937630837
915 => 0.0052330127383557
916 => 0.0054518363728577
917 => 0.0054523941993035
918 => 0.0054335970550347
919 => 0.0053168496063595
920 => 0.0054295344968856
921 => 0.0054384790142841
922 => 0.0054334724630801
923 => 0.0053439624679097
924 => 0.0052072972494968
925 => 0.0052340013060444
926 => 0.0052777430954173
927 => 0.0051949307626412
928 => 0.005168467204543
929 => 0.0052176679939454
930 => 0.0053762031887915
1001 => 0.0053462330285377
1002 => 0.0053454503865346
1003 => 0.0054736754414262
1004 => 0.0053818939748225
1005 => 0.0052343381297157
1006 => 0.0051970783328037
1007 => 0.0050648311549729
1008 => 0.0051561747517489
1009 => 0.005159462045181
1010 => 0.0051094340907357
1011 => 0.0052383976224991
1012 => 0.0052372092008503
1013 => 0.0053596408805711
1014 => 0.0055936842689584
1015 => 0.0055244661224366
1016 => 0.0054439729489446
1017 => 0.0054527247887368
1018 => 0.0055487108698758
1019 => 0.0054906754940701
1020 => 0.0055115454198468
1021 => 0.0055486792807436
1022 => 0.0055710830610045
1023 => 0.0054495012295319
1024 => 0.0054211546886844
1025 => 0.0053631676143942
1026 => 0.0053480398690919
1027 => 0.0053952691311612
1028 => 0.0053828258892404
1029 => 0.0051591857608971
1030 => 0.0051358141231632
1031 => 0.0051365308979255
1101 => 0.0050777618035831
1102 => 0.004988124828512
1103 => 0.005223685447053
1104 => 0.0052047666327154
1105 => 0.0051838817258867
1106 => 0.0051864400078056
1107 => 0.0052886888884241
1108 => 0.0052293793739731
1109 => 0.0053870634387793
1110 => 0.005354648335472
1111 => 0.0053214019070783
1112 => 0.0053168062379633
1113 => 0.0053040091994837
1114 => 0.0052601233929688
1115 => 0.005207128644474
1116 => 0.0051721369211912
1117 => 0.0047710229116756
1118 => 0.0048454673386689
1119 => 0.0049311088661015
1120 => 0.0049606719781844
1121 => 0.0049101022292616
1122 => 0.0052621201948825
1123 => 0.005326437269331
1124 => 0.0051316166555276
1125 => 0.0050951736731583
1126 => 0.0052645093907396
1127 => 0.0051623792525885
1128 => 0.0052083684475444
1129 => 0.0051089649627944
1130 => 0.0053109451695201
1201 => 0.0053094064187543
1202 => 0.0052308315564081
1203 => 0.0052972424920057
1204 => 0.0052857019576527
1205 => 0.0051969911315852
1206 => 0.0053137574609371
1207 => 0.0053138153755797
1208 => 0.0052381887789363
1209 => 0.0051498734708476
1210 => 0.0051340847796758
1211 => 0.0051221901217901
1212 => 0.0052054430908603
1213 => 0.0052800874426033
1214 => 0.005418982075293
1215 => 0.0054539034860063
1216 => 0.0055902040768701
1217 => 0.005509043711366
1218 => 0.0055450210501913
1219 => 0.0055840795407914
1220 => 0.0056028056175135
1221 => 0.0055722924803915
1222 => 0.0057840234015644
1223 => 0.0058018999785792
1224 => 0.0058078938402205
1225 => 0.0057364993648916
1226 => 0.0057999143690687
1227 => 0.0057702445886984
1228 => 0.0058474371147195
1229 => 0.0058595418884432
1230 => 0.005849289575739
1231 => 0.0058531318219798
]
'min_raw' => 0.0026247376432007
'max_raw' => 0.0058595418884432
'avg_raw' => 0.004242139765822
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.002624'
'max' => '$0.005859'
'avg' => '$0.004242'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0004047292190273
'max_diff' => -0.0005591553377283
'year' => 2031
]
6 => [
'items' => [
101 => 0.0056724568326527
102 => 0.0056630878813196
103 => 0.0055353415651022
104 => 0.0055873991332139
105 => 0.0054900800048133
106 => 0.0055209409029272
107 => 0.0055345440927624
108 => 0.0055274385583667
109 => 0.0055903423900084
110 => 0.0055368612827092
111 => 0.0053957158474385
112 => 0.0052545319571884
113 => 0.0052527595084522
114 => 0.005215588282252
115 => 0.005188720293959
116 => 0.0051938960216973
117 => 0.005212135961328
118 => 0.0051876601555092
119 => 0.0051928833096355
120 => 0.0052796224698258
121 => 0.0052970173898065
122 => 0.0052379026550779
123 => 0.005000548464927
124 => 0.0049423011513061
125 => 0.0049841681652424
126 => 0.0049641584291619
127 => 0.0040064632890137
128 => 0.0042314595564987
129 => 0.0040977744145104
130 => 0.0041593826784963
131 => 0.0040229247661259
201 => 0.004088049634281
202 => 0.0040760234491121
203 => 0.0044378107891045
204 => 0.0044321619774127
205 => 0.0044348657646411
206 => 0.0043058069555501
207 => 0.0045114011427605
208 => 0.0046126842323083
209 => 0.0045939394279951
210 => 0.0045986570913998
211 => 0.004517592003741
212 => 0.0044356506518891
213 => 0.0043447650820017
214 => 0.0045136192370566
215 => 0.004494845537451
216 => 0.0045379056497823
217 => 0.0046474196392796
218 => 0.0046635459902363
219 => 0.0046852199694594
220 => 0.0046774513907668
221 => 0.0048625304525694
222 => 0.0048401161569941
223 => 0.0048941281602976
224 => 0.0047830213716019
225 => 0.0046572934938395
226 => 0.0046811902530481
227 => 0.0046788888029707
228 => 0.0046495887020041
229 => 0.0046231378809474
301 => 0.0045791047163607
302 => 0.0047184321647952
303 => 0.0047127757248306
304 => 0.004804346912966
305 => 0.004788160815988
306 => 0.0046800660989591
307 => 0.0046839267229247
308 => 0.0047098912744457
309 => 0.0047997548837179
310 => 0.0048264325213309
311 => 0.0048140743766685
312 => 0.0048433251884308
313 => 0.0048664438373961
314 => 0.0048462285347999
315 => 0.0051324345892617
316 => 0.0050135818812326
317 => 0.0050715098641542
318 => 0.0050853253467495
319 => 0.0050499372785899
320 => 0.005057611683422
321 => 0.0050692363155925
322 => 0.0051398188057953
323 => 0.0053250476832954
324 => 0.0054070842922446
325 => 0.0056538954778833
326 => 0.0054002722938761
327 => 0.0053852233437342
328 => 0.0054296814912515
329 => 0.0055745857848387
330 => 0.0056920171046229
331 => 0.0057309758481707
401 => 0.0057361248892693
402 => 0.0058092140820933
403 => 0.0058511074443872
404 => 0.0058003391316478
405 => 0.0057573183022651
406 => 0.0056032230313582
407 => 0.0056210599785531
408 => 0.0057439388566771
409 => 0.0059175125095569
410 => 0.0060664567609884
411 => 0.0060143016753683
412 => 0.0064122081628972
413 => 0.0064516589658334
414 => 0.0064462081404648
415 => 0.0065360829406202
416 => 0.0063576997649965
417 => 0.0062814375014061
418 => 0.0057666198938848
419 => 0.005911262642461
420 => 0.0061215093720872
421 => 0.0060936824290364
422 => 0.0059409956340706
423 => 0.0060663409343627
424 => 0.0060248978581762
425 => 0.0059922099845131
426 => 0.0061419594706198
427 => 0.0059773037592756
428 => 0.0061198668054115
429 => 0.0059370282241164
430 => 0.0060145399154062
501 => 0.0059705405306115
502 => 0.0059990135249355
503 => 0.0058325609819162
504 => 0.0059223747337223
505 => 0.0058288244345608
506 => 0.0058287800795384
507 => 0.0058267149514994
508 => 0.0059367764635973
509 => 0.0059403655655555
510 => 0.0058590299418214
511 => 0.0058473082077401
512 => 0.0058906496022483
513 => 0.0058399081804084
514 => 0.0058636497723246
515 => 0.0058406272890416
516 => 0.0058354444431269
517 => 0.0057941466450902
518 => 0.0057763544181893
519 => 0.0057833312088063
520 => 0.0057595158256483
521 => 0.0057451661958556
522 => 0.0058238604489587
523 => 0.0057818172840428
524 => 0.0058174167309515
525 => 0.0057768466681907
526 => 0.0056362131551269
527 => 0.0055553333345915
528 => 0.0052896896651476
529 => 0.005365025880272
530 => 0.0054149738688404
531 => 0.0053984660589165
601 => 0.0054339312223074
602 => 0.0054361084953035
603 => 0.0054245784091605
604 => 0.0054112280465025
605 => 0.005404729828282
606 => 0.0054531622230077
607 => 0.0054812788583054
608 => 0.0054199868177111
609 => 0.0054056269501666
610 => 0.0054675965872338
611 => 0.0055053980300461
612 => 0.005784502644976
613 => 0.005763825673606
614 => 0.0058157208140941
615 => 0.005809878217671
616 => 0.0058642725924467
617 => 0.0059531844064271
618 => 0.0057724018284708
619 => 0.0058037794330128
620 => 0.0057960863689938
621 => 0.0058800772247234
622 => 0.0058803394350071
623 => 0.0058299827213428
624 => 0.0058572819127646
625 => 0.0058420442530271
626 => 0.005869580763666
627 => 0.0057635495200472
628 => 0.0058926841294094
629 => 0.0059658951316674
630 => 0.0059669116665048
701 => 0.0060016131005367
702 => 0.0060368717672845
703 => 0.0061045477077244
704 => 0.0060349843220368
705 => 0.005909846563044
706 => 0.0059188811050508
707 => 0.0058455128827395
708 => 0.0058467462158116
709 => 0.0058401625872146
710 => 0.0058599205522265
711 => 0.0057678852822805
712 => 0.0057894857761794
713 => 0.0057592449582287
714 => 0.0058037136953805
715 => 0.0057558726851507
716 => 0.0057960826591654
717 => 0.0058134359509684
718 => 0.0058774699713111
719 => 0.0057464148082816
720 => 0.0054791844592101
721 => 0.0055353595184397
722 => 0.0054522721933834
723 => 0.0054599622416531
724 => 0.0054754973630201
725 => 0.0054251429518944
726 => 0.0054347489866873
727 => 0.0054344057915279
728 => 0.005431448321053
729 => 0.0054183491939396
730 => 0.0053993528680418
731 => 0.0054750283836577
801 => 0.005487887128395
802 => 0.0055164705250847
803 => 0.00560151532533
804 => 0.005593017344291
805 => 0.0056068779039434
806 => 0.0055766203800458
807 => 0.0054613658014061
808 => 0.0054676246795327
809 => 0.0053895763690017
810 => 0.0055144746543079
811 => 0.0054848970917706
812 => 0.0054658282447893
813 => 0.0054606251332189
814 => 0.0055458807430744
815 => 0.0055713905577612
816 => 0.0055554945531484
817 => 0.005522891383927
818 => 0.0055854991070938
819 => 0.0056022502926054
820 => 0.0056060002652815
821 => 0.0057169291468928
822 => 0.0056121999574974
823 => 0.0056374093143035
824 => 0.0058340855197763
825 => 0.0056557273408736
826 => 0.0057502076461004
827 => 0.0057455833268113
828 => 0.0057939162539261
829 => 0.0057416186160554
830 => 0.005742266907955
831 => 0.0057851832728769
901 => 0.0057249149783513
902 => 0.0057099917010718
903 => 0.0056893753003928
904 => 0.0057343904570396
905 => 0.0057613750075889
906 => 0.0059788506670478
907 => 0.0061193498611533
908 => 0.0061132504205969
909 => 0.0061689878896079
910 => 0.0061438776493218
911 => 0.006062790059691
912 => 0.0062011966876126
913 => 0.0061573990393589
914 => 0.0061610096642668
915 => 0.0061608752766274
916 => 0.0061899968838593
917 => 0.0061693615561794
918 => 0.0061286872071495
919 => 0.0061556887382279
920 => 0.0062358736323069
921 => 0.0064847700039012
922 => 0.0066240557108837
923 => 0.0064763848294486
924 => 0.0065782462260706
925 => 0.0065171656850241
926 => 0.0065060655337272
927 => 0.006570042018304
928 => 0.0066341304852479
929 => 0.0066300483269656
930 => 0.0065835233909435
1001 => 0.0065572426351112
1002 => 0.0067562493229727
1003 => 0.0069028740605985
1004 => 0.0068928752364771
1005 => 0.006937006794357
1006 => 0.0070665784132302
1007 => 0.0070784248182156
1008 => 0.0070769324434739
1009 => 0.0070475698926732
1010 => 0.0071751499784547
1011 => 0.0072815795305716
1012 => 0.0070407733105284
1013 => 0.007132469166736
1014 => 0.0071736343908435
1015 => 0.0072340771530051
1016 => 0.0073360542241547
1017 => 0.0074468283715054
1018 => 0.0074624930505175
1019 => 0.0074513782111345
1020 => 0.0073783196831878
1021 => 0.0074995300770294
1022 => 0.0075705322830083
1023 => 0.0076128124718121
1024 => 0.0077200279958661
1025 => 0.0071738886132533
1026 => 0.0067873040133515
1027 => 0.0067269332457275
1028 => 0.006849699575654
1029 => 0.0068820720778125
1030 => 0.0068690227627841
1031 => 0.0064338866488604
1101 => 0.0067246423441412
1102 => 0.00703747102483
1103 => 0.0070494880484902
1104 => 0.0072060966269823
1105 => 0.0072570947997419
1106 => 0.0073831852325836
1107 => 0.0073752982416786
1108 => 0.0074059992555386
1109 => 0.0073989416241196
1110 => 0.0076324975994858
1111 => 0.0078901445237127
1112 => 0.0078812230299938
1113 => 0.0078441832362961
1114 => 0.0078991936461605
1115 => 0.008165112883085
1116 => 0.0081406313010179
1117 => 0.0081644130726599
1118 => 0.0084779468395453
1119 => 0.0088855853361547
1120 => 0.0086961963282438
1121 => 0.0091071159801916
1122 => 0.0093657681191779
1123 => 0.0098130802484245
1124 => 0.0097570745667842
1125 => 0.0099312098961718
1126 => 0.0096568127079095
1127 => 0.0090267412988377
1128 => 0.0089270300865356
1129 => 0.0091266544586544
1130 => 0.0096174114984471
1201 => 0.0091111987730153
1202 => 0.0092136049480773
1203 => 0.0091841119627703
1204 => 0.0091825404069203
1205 => 0.0092425203017313
1206 => 0.0091555163359671
1207 => 0.0088010465277289
1208 => 0.0089634979519408
1209 => 0.0089007676554945
1210 => 0.0089703715962551
1211 => 0.0093459953576912
1212 => 0.0091799231390082
1213 => 0.0090049795472372
1214 => 0.0092243976344089
1215 => 0.0095037922596135
1216 => 0.0094863082460886
1217 => 0.0094523819520996
1218 => 0.0096436226949926
1219 => 0.0099594963739716
1220 => 0.010044875760116
1221 => 0.010107901077464
1222 => 0.010116591203905
1223 => 0.010206104907128
1224 => 0.0097247671645392
1225 => 0.010488662523657
1226 => 0.010620566149993
1227 => 0.010595773735087
1228 => 0.010742379064407
1229 => 0.010699244057503
1230 => 0.010636748200174
1231 => 0.010869148830993
]
'min_raw' => 0.0040064632890137
'max_raw' => 0.010869148830993
'avg_raw' => 0.0074378060600036
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0040064'
'max' => '$0.010869'
'avg' => '$0.007437'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.001381725645813
'max_diff' => 0.0050096069425502
'year' => 2032
]
7 => [
'items' => [
101 => 0.010602720261523
102 => 0.010224558449583
103 => 0.010017091400361
104 => 0.010290300746667
105 => 0.010457140160763
106 => 0.010567410400501
107 => 0.010600778108419
108 => 0.0097621320433035
109 => 0.0093101483276493
110 => 0.0095998647073798
111 => 0.0099533386858075
112 => 0.0097228035987417
113 => 0.009731840137694
114 => 0.0094031576870933
115 => 0.0099824197894829
116 => 0.0098980261735259
117 => 0.010335860402401
118 => 0.010231367749841
119 => 0.010588404566861
120 => 0.010494384807333
121 => 0.010884655572561
122 => 0.011040345146969
123 => 0.011301772173548
124 => 0.0114940789585
125 => 0.011607005180866
126 => 0.01160022551405
127 => 0.012047695466685
128 => 0.011783838069026
129 => 0.011452370991152
130 => 0.011446375797478
131 => 0.011618047294034
201 => 0.01197782365504
202 => 0.012071108430915
203 => 0.012123241894486
204 => 0.012043397680248
205 => 0.011756999385919
206 => 0.0116333340545
207 => 0.011738700499799
208 => 0.01160984639144
209 => 0.011832284732544
210 => 0.012137740085145
211 => 0.012074664762734
212 => 0.012285516108773
213 => 0.012503725069714
214 => 0.012815773684237
215 => 0.012897354747201
216 => 0.013032205142029
217 => 0.013171010494354
218 => 0.013215591032612
219 => 0.013300709112674
220 => 0.013300260498377
221 => 0.013556769561753
222 => 0.013839707002082
223 => 0.013946509335789
224 => 0.014192095413034
225 => 0.013771537862115
226 => 0.014090535595504
227 => 0.014378279536052
228 => 0.01403521934784
301 => 0.014508047894518
302 => 0.014526406755533
303 => 0.014803603760215
304 => 0.014522611491449
305 => 0.014355759179215
306 => 0.01483745555276
307 => 0.015070533254625
308 => 0.015000328353974
309 => 0.014466065593577
310 => 0.014155101751418
311 => 0.013341249396042
312 => 0.01430529266679
313 => 0.014774850022444
314 => 0.014464849553463
315 => 0.014621195758366
316 => 0.015474169956893
317 => 0.015798927305703
318 => 0.015731380047376
319 => 0.015742794422111
320 => 0.015918027592766
321 => 0.016695107974119
322 => 0.01622946339703
323 => 0.016585431228845
324 => 0.016774235283302
325 => 0.016949607011247
326 => 0.016518949474219
327 => 0.015958670346163
328 => 0.015781206427389
329 => 0.014434026116264
330 => 0.014363899530562
331 => 0.014324535352955
401 => 0.014076349781314
402 => 0.013881343905754
403 => 0.013726267993404
404 => 0.013319302489812
405 => 0.013456641400677
406 => 0.012808023328252
407 => 0.013222986185376
408 => 0.012187776080355
409 => 0.013049929817251
410 => 0.012580698735579
411 => 0.012895774786992
412 => 0.012894675516331
413 => 0.012314520610726
414 => 0.011979899368697
415 => 0.012193133047771
416 => 0.01242173647825
417 => 0.01245882661573
418 => 0.012755216930506
419 => 0.012837933096471
420 => 0.012587299251948
421 => 0.012166323651903
422 => 0.012264106682362
423 => 0.011977917798706
424 => 0.011476382788194
425 => 0.011836593988704
426 => 0.011959585929927
427 => 0.012013906177868
428 => 0.011520704096714
429 => 0.011365729294878
430 => 0.011283222010745
501 => 0.012102657456593
502 => 0.012147547980087
503 => 0.011917881715009
504 => 0.012955995011011
505 => 0.012721038000027
506 => 0.012983542547162
507 => 0.012255233897261
508 => 0.012283056268485
509 => 0.011938263281959
510 => 0.012131324315338
511 => 0.011994874999593
512 => 0.012115726891707
513 => 0.012188165017549
514 => 0.01253290142694
515 => 0.013053866153289
516 => 0.012481409303323
517 => 0.01223198165606
518 => 0.012386725165587
519 => 0.012798827523321
520 => 0.013423183690419
521 => 0.013053552273158
522 => 0.01321758841939
523 => 0.013253423019881
524 => 0.012980870497292
525 => 0.013433233090692
526 => 0.013675657879482
527 => 0.013924335550038
528 => 0.014140255403593
529 => 0.013825008219879
530 => 0.014162367895361
531 => 0.013890515548922
601 => 0.013646635890587
602 => 0.013647005755359
603 => 0.013494016483172
604 => 0.013197580490421
605 => 0.013142913145213
606 => 0.013427299578707
607 => 0.013655350566873
608 => 0.013674133938549
609 => 0.013800394683281
610 => 0.013875114491424
611 => 0.014607470187881
612 => 0.01490202970736
613 => 0.015262211512052
614 => 0.015402522623714
615 => 0.015824808765499
616 => 0.015483778409604
617 => 0.015409994346924
618 => 0.014385666295699
619 => 0.014553399956703
620 => 0.014821957731862
621 => 0.014390094714495
622 => 0.01466401239785
623 => 0.014718089550914
624 => 0.01437542017442
625 => 0.014558454694275
626 => 0.014072369275492
627 => 0.0130644614871
628 => 0.013434355180186
629 => 0.013706721443168
630 => 0.013318021203374
701 => 0.014014751338428
702 => 0.013607735976959
703 => 0.013478731647556
704 => 0.012975439765192
705 => 0.013212974160187
706 => 0.013534242830582
707 => 0.01333573614377
708 => 0.013747667324835
709 => 0.014331071735256
710 => 0.014746840460456
711 => 0.014778758020556
712 => 0.014511446584594
713 => 0.014939814866682
714 => 0.014942935061956
715 => 0.014459733889825
716 => 0.01416377586237
717 => 0.014096533575831
718 => 0.014264517991232
719 => 0.014468482083162
720 => 0.01479007660814
721 => 0.014984409444255
722 => 0.015491126414673
723 => 0.015628229498153
724 => 0.015778864219841
725 => 0.015980158662044
726 => 0.016221864250744
727 => 0.015693026182975
728 => 0.015714037905285
729 => 0.015221591218841
730 => 0.014695341310376
731 => 0.015094699392923
801 => 0.015616806961475
802 => 0.015497034908371
803 => 0.015483558105676
804 => 0.015506222349656
805 => 0.015415918133006
806 => 0.015007475507927
807 => 0.014802358178599
808 => 0.015067011864444
809 => 0.01520766352009
810 => 0.015425801971885
811 => 0.015398911803357
812 => 0.015960813028819
813 => 0.016179150854023
814 => 0.016123290695134
815 => 0.016133570308719
816 => 0.016528860512076
817 => 0.016968504515841
818 => 0.017380289141502
819 => 0.017799174149285
820 => 0.017294191923042
821 => 0.017037793091529
822 => 0.017302331237855
823 => 0.017161963573771
824 => 0.017968557807352
825 => 0.018024404642043
826 => 0.01883094054968
827 => 0.019596439166538
828 => 0.019115643200622
829 => 0.019569012140955
830 => 0.020059367613637
831 => 0.021005342877749
901 => 0.020686771688607
902 => 0.020442751150371
903 => 0.020212152920837
904 => 0.02069199123006
905 => 0.02130929554927
906 => 0.02144225698716
907 => 0.021657705311722
908 => 0.021431187742213
909 => 0.021704003204594
910 => 0.022667161667989
911 => 0.022406907749145
912 => 0.022037305346481
913 => 0.022797626450609
914 => 0.023072783702519
915 => 0.025003981397397
916 => 0.027442198260979
917 => 0.026432760469261
918 => 0.025806169857588
919 => 0.025953433514259
920 => 0.02684378777399
921 => 0.027129741303783
922 => 0.026352421035711
923 => 0.026626983695487
924 => 0.028139850945256
925 => 0.028951455686165
926 => 0.027849187434952
927 => 0.024808073046447
928 => 0.022004026694029
929 => 0.022747786054543
930 => 0.022663466824601
1001 => 0.024288853950445
1002 => 0.022400700779252
1003 => 0.022432492436216
1004 => 0.024091490846508
1005 => 0.023648898513075
1006 => 0.022931955615857
1007 => 0.022009261170595
1008 => 0.020303575149621
1009 => 0.018792801474271
1010 => 0.021755776562031
1011 => 0.021628007688426
1012 => 0.02144297942516
1013 => 0.021854739802909
1014 => 0.023854131317037
1015 => 0.023808038871237
1016 => 0.023514822247634
1017 => 0.023737224472344
1018 => 0.022892967430567
1019 => 0.023110551693608
1020 => 0.02200358251876
1021 => 0.022503978816908
1022 => 0.022930417378395
1023 => 0.023016031233145
1024 => 0.023208923619447
1025 => 0.021560679297899
1026 => 0.022300692608363
1027 => 0.02273538109839
1028 => 0.020771442686344
1029 => 0.022696560350528
1030 => 0.021531987031273
1031 => 0.021136713355414
1101 => 0.021668897286611
1102 => 0.021461504691058
1103 => 0.021283200715903
1104 => 0.021183704034115
1105 => 0.021574481178189
1106 => 0.021556250957339
1107 => 0.020916863703058
1108 => 0.020082809094607
1109 => 0.020362745198112
1110 => 0.020261041787294
1111 => 0.019892455506487
1112 => 0.020140838156473
1113 => 0.019047086669514
1114 => 0.017165344084456
1115 => 0.018408480875479
1116 => 0.018360621461298
1117 => 0.018336488574415
1118 => 0.019270671515093
1119 => 0.019180871380614
1120 => 0.01901788325721
1121 => 0.019889462101783
1122 => 0.019571324099124
1123 => 0.020551750460579
1124 => 0.021197522672235
1125 => 0.021033733950817
1126 => 0.021641085837167
1127 => 0.020369194360546
1128 => 0.02079166568965
1129 => 0.020878736445059
1130 => 0.019878706954133
1201 => 0.019195563793192
1202 => 0.019150005932759
1203 => 0.017965529834613
1204 => 0.018598267405486
1205 => 0.019155050283394
1206 => 0.018888394492972
1207 => 0.01880397923584
1208 => 0.019235238477093
1209 => 0.019268751013624
1210 => 0.018504661629218
1211 => 0.0186635400078
1212 => 0.019326089257819
1213 => 0.018646845466626
1214 => 0.017327185734181
1215 => 0.016999891874811
1216 => 0.016956224840749
1217 => 0.016068577936135
1218 => 0.017021763215511
1219 => 0.016605672297286
1220 => 0.017920098522424
1221 => 0.017169305312034
1222 => 0.017136940117326
1223 => 0.017088015378582
1224 => 0.016323981019549
1225 => 0.01649125598726
1226 => 0.017047303456631
1227 => 0.017245707458025
1228 => 0.017225012295204
1229 => 0.01704457852068
1230 => 0.017127180178687
1231 => 0.016861091457923
]
'min_raw' => 0.0093101483276493
'max_raw' => 0.028951455686165
'avg_raw' => 0.019130802006907
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.00931'
'max' => '$0.028951'
'avg' => '$0.01913'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0053036850386356
'max_diff' => 0.018082306855171
'year' => 2033
]
8 => [
'items' => [
101 => 0.016767129992463
102 => 0.016470561761335
103 => 0.016034688390642
104 => 0.016095299256204
105 => 0.015231720056389
106 => 0.014761196274714
107 => 0.014630961493349
108 => 0.014456806100823
109 => 0.014650632808345
110 => 0.015229273645019
111 => 0.014531310030488
112 => 0.01333470036983
113 => 0.013406618649359
114 => 0.013568197670733
115 => 0.013267096233356
116 => 0.012982128992407
117 => 0.013229884888289
118 => 0.012722865600442
119 => 0.013629468529356
120 => 0.013604947460854
121 => 0.013942872968804
122 => 0.014154184723855
123 => 0.013667179541456
124 => 0.013544699055085
125 => 0.01361446950655
126 => 0.012461319359437
127 => 0.013848636000067
128 => 0.013860633571985
129 => 0.013757903077288
130 => 0.014496606359827
131 => 0.016055500693317
201 => 0.015468981938679
202 => 0.01524186414926
203 => 0.014810113065552
204 => 0.01538539574975
205 => 0.015341223015412
206 => 0.015141457158721
207 => 0.015020638145287
208 => 0.015243250882052
209 => 0.014993053963656
210 => 0.01494811172216
211 => 0.014675810636338
212 => 0.014578611537609
213 => 0.014506649194518
214 => 0.014427425725649
215 => 0.014602172956716
216 => 0.014206172741205
217 => 0.013728635301677
218 => 0.013688933230607
219 => 0.013798554139473
220 => 0.013750055047617
221 => 0.013688701035615
222 => 0.013571559517931
223 => 0.013536806131967
224 => 0.013649737776404
225 => 0.013522244534158
226 => 0.013710367758009
227 => 0.013659208650454
228 => 0.013373438034358
301 => 0.013017262040869
302 => 0.013014091327422
303 => 0.012937353793871
304 => 0.012839617007327
305 => 0.012812428869226
306 => 0.013209019577785
307 => 0.014029950475542
308 => 0.013868782097101
309 => 0.013985242767724
310 => 0.01455811400183
311 => 0.014740212540313
312 => 0.014610963310938
313 => 0.014434038994024
314 => 0.014441822766062
315 => 0.01504642671559
316 => 0.0150841351223
317 => 0.015179412100862
318 => 0.015301869943586
319 => 0.014631818411077
320 => 0.014410263399138
321 => 0.014305278343077
322 => 0.01398196500474
323 => 0.014330630721346
324 => 0.014127478139634
325 => 0.014154890363588
326 => 0.014137038116777
327 => 0.014146786650699
328 => 0.013629215115361
329 => 0.013817790980079
330 => 0.013504247030094
331 => 0.013084446878025
401 => 0.013083039560714
402 => 0.013185785053203
403 => 0.013124668013839
404 => 0.012960203632374
405 => 0.012983565021511
406 => 0.012778894670661
407 => 0.01300841570778
408 => 0.013014997549859
409 => 0.012926619448473
410 => 0.013280228273955
411 => 0.013425102098272
412 => 0.013366929738698
413 => 0.013421020570449
414 => 0.013875479370857
415 => 0.013949575984751
416 => 0.013982484806095
417 => 0.013938391345077
418 => 0.013429327243059
419 => 0.013451906400691
420 => 0.013286235523492
421 => 0.013146261090226
422 => 0.013151859333487
423 => 0.013223824387589
424 => 0.013538099999544
425 => 0.014199474497345
426 => 0.014224573176078
427 => 0.014254993506883
428 => 0.014131258733467
429 => 0.014093939141823
430 => 0.014143173316206
501 => 0.01439155080416
502 => 0.015030445137011
503 => 0.014804617209464
504 => 0.014621015589147
505 => 0.014782083708806
506 => 0.014757288534278
507 => 0.014547992308281
508 => 0.0145421180603
509 => 0.01414041168656
510 => 0.013991909986601
511 => 0.013867810850954
512 => 0.013732297834519
513 => 0.013651961175938
514 => 0.013775394795876
515 => 0.01380362552518
516 => 0.013533735757935
517 => 0.013496950779936
518 => 0.013717348589844
519 => 0.013620359730962
520 => 0.01372011517753
521 => 0.01374325929682
522 => 0.01373953256056
523 => 0.013638265052788
524 => 0.013702809942401
525 => 0.013550142036708
526 => 0.013384138619245
527 => 0.013278238781282
528 => 0.013185827127084
529 => 0.01323710248383
530 => 0.013054315199541
531 => 0.012995837868515
601 => 0.013680943586106
602 => 0.014187038545818
603 => 0.014179679724669
604 => 0.014134884793454
605 => 0.01406832861199
606 => 0.014386681804933
607 => 0.014275773918185
608 => 0.014356468672458
609 => 0.014377008874169
610 => 0.014439177878435
611 => 0.014461397953853
612 => 0.014394233453104
613 => 0.014168821185136
614 => 0.013607115244916
615 => 0.013345639613448
616 => 0.013259348299842
617 => 0.013262484825201
618 => 0.013175965453733
619 => 0.013201449286157
620 => 0.013167103216804
621 => 0.013102060070658
622 => 0.013233086252842
623 => 0.013248185799745
624 => 0.013217602723177
625 => 0.013224806144832
626 => 0.012971591333052
627 => 0.012990842705238
628 => 0.01288364861856
629 => 0.012863551019552
630 => 0.012592573702887
701 => 0.012112498107625
702 => 0.012378506589466
703 => 0.012057205749855
704 => 0.011935524253392
705 => 0.012511545532292
706 => 0.012453728972234
707 => 0.012354772153668
708 => 0.012208394394603
709 => 0.012154101459894
710 => 0.011824234775657
711 => 0.011804744492182
712 => 0.01196823532804
713 => 0.011892789932668
714 => 0.01178683602416
715 => 0.01140308170792
716 => 0.010971614799779
717 => 0.010984638073631
718 => 0.011121879669384
719 => 0.011520928118585
720 => 0.011365012985874
721 => 0.011251894768172
722 => 0.011230711126317
723 => 0.011495868755084
724 => 0.011871122352029
725 => 0.01204718294389
726 => 0.011872712244396
727 => 0.011672289698986
728 => 0.011684488490657
729 => 0.011765641586485
730 => 0.011774169629414
731 => 0.011643715156123
801 => 0.011680437326213
802 => 0.0116246529919
803 => 0.011282304635196
804 => 0.011276112639021
805 => 0.011192094831173
806 => 0.011189550805342
807 => 0.011046615554968
808 => 0.011026617925376
809 => 0.010742811310208
810 => 0.010929613683757
811 => 0.010804316459145
812 => 0.010615463987028
813 => 0.010582905749652
814 => 0.010581927009721
815 => 0.010775836271946
816 => 0.010927347741128
817 => 0.010806496058012
818 => 0.010778980472377
819 => 0.011072774940309
820 => 0.011035386916269
821 => 0.011003009128577
822 => 0.01183752250824
823 => 0.011176940050345
824 => 0.010888888393975
825 => 0.01053236976969
826 => 0.01064845403148
827 => 0.010672914691072
828 => 0.0098155516669795
829 => 0.009467719594883
830 => 0.0093483567355146
831 => 0.0092796617224049
901 => 0.0093109669024967
902 => 0.008997877240977
903 => 0.0092082786715433
904 => 0.0089371694894775
905 => 0.0088917171528386
906 => 0.0093764939543552
907 => 0.0094439478142612
908 => 0.0091561686916304
909 => 0.0093409694755673
910 => 0.0092739581423888
911 => 0.0089418168782735
912 => 0.00892913152505
913 => 0.0087624747140469
914 => 0.0085016890759447
915 => 0.0083825030415191
916 => 0.0083204299199696
917 => 0.008346042499702
918 => 0.0083330919956314
919 => 0.0082485811965127
920 => 0.0083379360557121
921 => 0.0081096713144346
922 => 0.0080187744552039
923 => 0.0079777184526805
924 => 0.0077751203563684
925 => 0.0080975440233833
926 => 0.0081610655475716
927 => 0.0082247122287853
928 => 0.0087787131353159
929 => 0.0087510368156159
930 => 0.0090012172667892
1001 => 0.0089914957145089
1002 => 0.0089201401971797
1003 => 0.0086191030069806
1004 => 0.008739091065522
1005 => 0.0083697864716159
1006 => 0.0086464945836418
1007 => 0.0085202165569202
1008 => 0.0086037998557829
1009 => 0.0084535095480255
1010 => 0.0085366864096732
1011 => 0.0081761288574498
1012 => 0.0078394452883652
1013 => 0.0079749365849709
1014 => 0.0081222311196906
1015 => 0.0084416032009122
1016 => 0.0082513878240991
1017 => 0.0083197964664408
1018 => 0.0080906389660644
1019 => 0.0076178215871841
1020 => 0.0076204976822007
1021 => 0.0075477650293465
1022 => 0.0074849133981392
1023 => 0.0082732363483039
1024 => 0.0081751959279093
1025 => 0.0080189813492235
1026 => 0.008228080770515
1027 => 0.0082833699763586
1028 => 0.0082849439823215
1029 => 0.0084374975224586
1030 => 0.0085189153741765
1031 => 0.0085332656234269
1101 => 0.0087733119149701
1102 => 0.0088537722656082
1103 => 0.0091851770627115
1104 => 0.0085120076382931
1105 => 0.0084981441569886
1106 => 0.008231023228182
1107 => 0.008061610912118
1108 => 0.0082426230344015
1109 => 0.0084029750641258
1110 => 0.0082360058127251
1111 => 0.0082578084720447
1112 => 0.0080336658939283
1113 => 0.0081137863187164
1114 => 0.0081827968219306
1115 => 0.0081446932783056
1116 => 0.0080876504292666
1117 => 0.0083898280263189
1118 => 0.0083727779820496
1119 => 0.0086541727074576
1120 => 0.008873540018643
1121 => 0.0092666854568846
1122 => 0.0088564176969443
1123 => 0.0088414659091054
1124 => 0.0089876220335726
1125 => 0.008853749889867
1126 => 0.0089383524635796
1127 => 0.0092530546743088
1128 => 0.0092597038361203
1129 => 0.0091483218088173
1130 => 0.0091415442023335
1201 => 0.0091629363390629
1202 => 0.0092882307520583
1203 => 0.0092444490342493
1204 => 0.0092951143465154
1205 => 0.0093584720953189
1206 => 0.0096205466074991
1207 => 0.0096837318851367
1208 => 0.0095302244182878
1209 => 0.009544084423794
1210 => 0.0094866684173183
1211 => 0.0094312052744833
1212 => 0.0095558783198349
1213 => 0.00978372076067
1214 => 0.0097823033646706
1215 => 0.0098351583823201
1216 => 0.0098680866204412
1217 => 0.0097267345174821
1218 => 0.0096347194961166
1219 => 0.009670003910376
1220 => 0.0097264244571715
1221 => 0.0096517074874674
1222 => 0.0091905197381865
1223 => 0.0093304146405308
1224 => 0.0093071292882695
1225 => 0.0092739681150538
1226 => 0.0094146335211363
1227 => 0.0094010659995641
1228 => 0.0089946660539657
1229 => 0.0090206824599215
1230 => 0.0089962481977809
1231 => 0.0090752002975369
]
'min_raw' => 0.0074849133981392
'max_raw' => 0.016767129992463
'avg_raw' => 0.012126021695301
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.007484'
'max' => '$0.016767'
'avg' => '$0.012126'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0018252349295101
'max_diff' => -0.012184325693702
'year' => 2034
]
9 => [
'items' => [
101 => 0.0088494862173815
102 => 0.0089189143482298
103 => 0.0089624590210495
104 => 0.0089881071678663
105 => 0.0090807658612673
106 => 0.0090698934330593
107 => 0.0090800900158643
108 => 0.00921747839719
109 => 0.009912341683936
110 => 0.0099501615595042
111 => 0.0097639226602369
112 => 0.0098383214270944
113 => 0.0096954920639499
114 => 0.0097913743723023
115 => 0.0098569746125305
116 => 0.0095605397411401
117 => 0.0095429867919028
118 => 0.0093995679211694
119 => 0.0094766330986415
120 => 0.009354016860101
121 => 0.0093841025961049
122 => 0.0092999802554107
123 => 0.0094513837200693
124 => 0.0096206763192774
125 => 0.0096634463154047
126 => 0.0095509368692348
127 => 0.009469472615474
128 => 0.0093264482218635
129 => 0.0095643009759443
130 => 0.0096338563696688
131 => 0.0095639356310717
201 => 0.0095477334681404
202 => 0.0095170303986623
203 => 0.0095542472694729
204 => 0.0096334775560568
205 => 0.0095961140160575
206 => 0.0096207932924879
207 => 0.0095267413398946
208 => 0.0097267813109098
209 => 0.010044492927123
210 => 0.01004551442192
211 => 0.010008150680517
212 => 0.0099928622425481
213 => 0.010031199708649
214 => 0.010051996211323
215 => 0.010175972546803
216 => 0.010309004094209
217 => 0.010929804279739
218 => 0.010755486071814
219 => 0.011306296927985
220 => 0.011741916801378
221 => 0.01187254015406
222 => 0.011752372815896
223 => 0.011341286843349
224 => 0.011321117004347
225 => 0.011935453003352
226 => 0.011761874945262
227 => 0.011741228387573
228 => 0.011521583896671
301 => 0.011651420994294
302 => 0.011623023716448
303 => 0.011578197224127
304 => 0.01182591736186
305 => 0.012289627345566
306 => 0.012217353795961
307 => 0.012163404943854
308 => 0.011927016778196
309 => 0.012069375253131
310 => 0.012018684126903
311 => 0.012236485374559
312 => 0.012107464740336
313 => 0.011760559920753
314 => 0.011815805656685
315 => 0.011807455374838
316 => 0.011979303583544
317 => 0.011927719016825
318 => 0.011797382660283
319 => 0.012288042435254
320 => 0.01225618171866
321 => 0.012301352930416
322 => 0.012321238694797
323 => 0.012619894653426
324 => 0.012742244443752
325 => 0.01277001998819
326 => 0.012886242826127
327 => 0.012767128258106
328 => 0.01324367145744
329 => 0.01356054487793
330 => 0.013928609661987
331 => 0.014466451237981
401 => 0.014668684645867
402 => 0.014632152990853
403 => 0.015039938335471
404 => 0.01577271953519
405 => 0.014780269022333
406 => 0.01582532182223
407 => 0.015494470171497
408 => 0.014710026859377
409 => 0.014659517958056
410 => 0.015190752076598
411 => 0.016368978222134
412 => 0.016073845936007
413 => 0.016369460952826
414 => 0.016024610333191
415 => 0.016007485593297
416 => 0.016352712327951
417 => 0.0171593534108
418 => 0.016776148468827
419 => 0.016226730218803
420 => 0.016632412104726
421 => 0.016280972911053
422 => 0.015489082046071
423 => 0.01607362025391
424 => 0.015682756201018
425 => 0.015796831111128
426 => 0.016618369213668
427 => 0.01651951957565
428 => 0.016647440160475
429 => 0.016421663676523
430 => 0.016210752838829
501 => 0.015817072097828
502 => 0.015700522638643
503 => 0.015732732716152
504 => 0.015700506676928
505 => 0.015480245920451
506 => 0.015432680631061
507 => 0.015353403064861
508 => 0.015377974497592
509 => 0.015228909479666
510 => 0.015510225966897
511 => 0.015562440785879
512 => 0.015767159465437
513 => 0.015788414037877
514 => 0.016358552646458
515 => 0.016044529881642
516 => 0.016255203463702
517 => 0.016236358835586
518 => 0.014727028124591
519 => 0.014935000579629
520 => 0.015258540454315
521 => 0.015112786179317
522 => 0.014906723735717
523 => 0.014740317264141
524 => 0.014488194443767
525 => 0.014843052471853
526 => 0.015309653043841
527 => 0.015800247798391
528 => 0.016389665250941
529 => 0.016258114137107
530 => 0.015789229049106
531 => 0.015810262891633
601 => 0.015940285829622
602 => 0.015771894311096
603 => 0.01572223236489
604 => 0.015933463040825
605 => 0.0159349176704
606 => 0.01574116287754
607 => 0.01552583988203
608 => 0.015524937670816
609 => 0.015486623023539
610 => 0.016031426423825
611 => 0.016331013208146
612 => 0.01636536035016
613 => 0.016328701371825
614 => 0.016342809957643
615 => 0.016168487008791
616 => 0.016566937576003
617 => 0.016932595219153
618 => 0.016834591159652
619 => 0.016687669142363
620 => 0.016570638678869
621 => 0.016807022501735
622 => 0.016796496702205
623 => 0.016929401518632
624 => 0.016923372188464
625 => 0.016878681297502
626 => 0.016834592755705
627 => 0.01700939884039
628 => 0.0169590574953
629 => 0.016908637956197
630 => 0.016807513851681
701 => 0.016821258296978
702 => 0.016674361647847
703 => 0.016606400536425
704 => 0.015584428482154
705 => 0.015311324155353
706 => 0.015397248336116
707 => 0.015425536807443
708 => 0.015306681454426
709 => 0.015477089499217
710 => 0.015450531585943
711 => 0.015553852890633
712 => 0.015489302225152
713 => 0.01549195140698
714 => 0.015681781150504
715 => 0.015736889532643
716 => 0.015708860964708
717 => 0.015728491212926
718 => 0.016180861997711
719 => 0.016116549338118
720 => 0.016082384519508
721 => 0.01609184840775
722 => 0.016207438842201
723 => 0.016239797852844
724 => 0.016102690450923
725 => 0.016167351094278
726 => 0.016442667907022
727 => 0.0165390132099
728 => 0.01684650116832
729 => 0.016715874818421
730 => 0.016955645137036
731 => 0.017692617352736
801 => 0.018281361753236
802 => 0.017739928071645
803 => 0.018821082187015
804 => 0.019662915748177
805 => 0.019630604773952
806 => 0.019483811620603
807 => 0.018525406492523
808 => 0.017643467804648
809 => 0.01838124696615
810 => 0.018383127716958
811 => 0.018319751832681
812 => 0.017926129658426
813 => 0.018306054634243
814 => 0.018336211699138
815 => 0.018319331762208
816 => 0.018017542564102
817 => 0.017556766238562
818 => 0.01764680082963
819 => 0.017794279326455
820 => 0.017515071764728
821 => 0.017425848030974
822 => 0.017591731927533
823 => 0.018126244405531
824 => 0.018025197917785
825 => 0.018022559185629
826 => 0.018454878910584
827 => 0.018145431287952
828 => 0.017647936454154
829 => 0.01752231244747
830 => 0.01707643185421
831 => 0.017384403168147
901 => 0.017395486507464
902 => 0.017226813766212
903 => 0.017661623317498
904 => 0.017657616470937
905 => 0.018070403427022
906 => 0.018859497051357
907 => 0.018626123237702
908 => 0.018354734883421
909 => 0.018384242322314
910 => 0.018707866096408
911 => 0.018512195774979
912 => 0.018582560186827
913 => 0.018707759591443
914 => 0.018783295500775
915 => 0.018373373867393
916 => 0.018277801525833
917 => 0.018082294056335
918 => 0.018031289806863
919 => 0.018190526561372
920 => 0.018148573302476
921 => 0.017394554995712
922 => 0.017315755887336
923 => 0.017318172543491
924 => 0.017120028438788
925 => 0.016817811119083
926 => 0.017612020190811
927 => 0.017548234087402
928 => 0.017477819165891
929 => 0.017486444591994
930 => 0.017831183831789
1001 => 0.017631217662959
1002 => 0.018162860496603
1003 => 0.018053570712652
1004 => 0.017941478058131
1005 => 0.017925983438851
1006 => 0.017882837330156
1007 => 0.017734873269482
1008 => 0.017556197774956
1009 => 0.017438220736864
1010 => 0.016085836848897
1011 => 0.016336831432048
1012 => 0.016625577821088
1013 => 0.016725251917506
1014 => 0.016554752478346
1015 => 0.017741605626546
1016 => 0.017958455133524
1017 => 0.017301603832145
1018 => 0.017178733772719
1019 => 0.017749660967187
1020 => 0.017405322075912
1021 => 0.017560377857569
1022 => 0.017225232068604
1023 => 0.017906222437388
1024 => 0.017901034431749
1025 => 0.017636113797427
1026 => 0.017860022903457
1027 => 0.017821113186152
1028 => 0.017522018442473
1029 => 0.017915704274248
1030 => 0.017915899537509
1031 => 0.017660919186846
1101 => 0.017363157959647
1102 => 0.01730992528503
1103 => 0.01726982161551
1104 => 0.017550514813266
1105 => 0.01780218345667
1106 => 0.018270476408097
1107 => 0.018388216382452
1108 => 0.018847763340753
1109 => 0.01857412550202
1110 => 0.018695425611727
1111 => 0.018827114039762
1112 => 0.018890250314843
1113 => 0.018787373142677
1114 => 0.019501238725993
1115 => 0.019561510853501
1116 => 0.019581719576502
1117 => 0.019341008118328
1118 => 0.019554816232405
1119 => 0.019454782496409
1120 => 0.019715042487299
1121 => 0.019755854577037
1122 => 0.019721288188961
1123 => 0.019734242590419
1124 => 0.019125084249578
1125 => 0.019093496176039
1126 => 0.018662790551949
1127 => 0.018838306277381
1128 => 0.018510188041374
1129 => 0.018614237714004
1130 => 0.018660101818278
1201 => 0.01863614501297
1202 => 0.018848229673155
1203 => 0.018667914385964
1204 => 0.01819203269649
1205 => 0.017716021353367
1206 => 0.017710045418704
1207 => 0.017584720034358
1208 => 0.017494132735965
1209 => 0.017511583063393
1210 => 0.017573080293329
1211 => 0.017490558405165
1212 => 0.017508168633971
1213 => 0.017800615768487
1214 => 0.017859263955677
1215 => 0.01765995450028
1216 => 0.016859698276646
1217 => 0.016663313392076
1218 => 0.016804470952624
1219 => 0.016737006730393
1220 => 0.013508070701244
1221 => 0.014266661325807
1222 => 0.013815932535995
1223 => 0.014023649099375
1224 => 0.013563571720631
1225 => 0.013783144760489
1226 => 0.013742597637551
1227 => 0.014962388913521
1228 => 0.014943343550514
1229 => 0.014952459557927
1230 => 0.014517328772479
1231 => 0.015210503928787
]
'min_raw' => 0.0088494862173815
'max_raw' => 0.019755854577037
'avg_raw' => 0.014302670397209
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.008849'
'max' => '$0.019755'
'avg' => '$0.0143026'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0013645728192423
'max_diff' => 0.0029887245845738
'year' => 2035
]
10 => [
'items' => [
101 => 0.015551986936556
102 => 0.015488787520094
103 => 0.01550469345164
104 => 0.015231376848814
105 => 0.014955105860083
106 => 0.01464867881578
107 => 0.015217982388568
108 => 0.01515468554961
109 => 0.015299865724696
110 => 0.015669099786309
111 => 0.015723470904465
112 => 0.015796546238645
113 => 0.015770353933198
114 => 0.016394360911873
115 => 0.016318789549425
116 => 0.01650089478956
117 => 0.016126290494244
118 => 0.015702390176328
119 => 0.015782959768418
120 => 0.0157752002688
121 => 0.015676412932723
122 => 0.015587232142794
123 => 0.015438771254092
124 => 0.015908523474021
125 => 0.01588945239176
126 => 0.016198191045855
127 => 0.016143618489816
128 => 0.015779169604421
129 => 0.015792185967661
130 => 0.015879727265901
131 => 0.01618270869864
201 => 0.016272654216425
202 => 0.016230987868878
203 => 0.016329609022961
204 => 0.01640755516204
205 => 0.016339397857949
206 => 0.017304361552836
207 => 0.016903641349685
208 => 0.017098949588507
209 => 0.017145529452644
210 => 0.017026216110128
211 => 0.017052090901829
212 => 0.017091284160798
213 => 0.017329257954428
214 => 0.017953770047187
215 => 0.018230362201873
216 => 0.01906250334606
217 => 0.018207395073775
218 => 0.018156656487687
219 => 0.018306550236011
220 => 0.018795105178734
221 => 0.01919103307218
222 => 0.019322385196064
223 => 0.019339745547622
224 => 0.019586170864153
225 => 0.019727417260028
226 => 0.019556248349097
227 => 0.019411200619215
228 => 0.018891657654763
229 => 0.018951796167567
301 => 0.019366090884291
302 => 0.019951306573501
303 => 0.020453482516158
304 => 0.020277638003638
305 => 0.021619207507285
306 => 0.021752218643752
307 => 0.021733840805457
308 => 0.022036859969039
309 => 0.021435428638109
310 => 0.021178305091952
311 => 0.019442561584777
312 => 0.019930234710236
313 => 0.020639096238128
314 => 0.020545275756817
315 => 0.020030481567339
316 => 0.020453091998603
317 => 0.020313363773777
318 => 0.020203154325527
319 => 0.020708045173111
320 => 0.02015289694642
321 => 0.020633558209901
322 => 0.020017105167682
323 => 0.020278441246559
324 => 0.020130094248785
325 => 0.020226092937069
326 => 0.019664886566934
327 => 0.019967699901744
328 => 0.019652288536648
329 => 0.019652138990593
330 => 0.019645176267227
331 => 0.020016256339515
401 => 0.02002835724735
402 => 0.019754128513259
403 => 0.019714607868418
404 => 0.019860736406002
405 => 0.019689658159616
406 => 0.019769704594346
407 => 0.019692082684579
408 => 0.019674608357723
409 => 0.019535369948322
410 => 0.019475382213112
411 => 0.019498904949781
412 => 0.019418609722727
413 => 0.019370228944022
414 => 0.019635552112616
415 => 0.019493800646742
416 => 0.019613826667469
417 => 0.01947704186836
418 => 0.019002886160347
419 => 0.018730194198563
420 => 0.017834558020384
421 => 0.018088559329482
422 => 0.018256962460198
423 => 0.018201305226501
424 => 0.018320878500972
425 => 0.018328219328891
426 => 0.018289344838455
427 => 0.018244333158661
428 => 0.018222423962239
429 => 0.018385717162499
430 => 0.018480514361446
501 => 0.018273863967308
502 => 0.018225448671308
503 => 0.018434383629262
504 => 0.018561833832916
505 => 0.019502854528615
506 => 0.01943314067602
507 => 0.019608108765379
508 => 0.019588410043621
509 => 0.019771804475872
510 => 0.020071576864331
511 => 0.019462055780915
512 => 0.019567847565343
513 => 0.01954190986289
514 => 0.019825090897037
515 => 0.019825974957315
516 => 0.019656193781403
517 => 0.01974823491125
518 => 0.019696860077586
519 => 0.019789701345742
520 => 0.019432209605016
521 => 0.019867595956372
522 => 0.020114431961914
523 => 0.02011785928009
524 => 0.020234857587705
525 => 0.020353734644327
526 => 0.020581908802503
527 => 0.020347370990897
528 => 0.019925460299614
529 => 0.019955920888761
530 => 0.019708554804833
531 => 0.019712713073394
601 => 0.019690515909925
602 => 0.01975713126842
603 => 0.019446827930099
604 => 0.019519655503378
605 => 0.01941769647431
606 => 0.019567625926326
607 => 0.019406326620184
608 => 0.019541897354945
609 => 0.019600405189827
610 => 0.019816300360125
611 => 0.019374438727992
612 => 0.01847345294867
613 => 0.01866285108288
614 => 0.018382716365481
615 => 0.018408643900124
616 => 0.01846102164644
617 => 0.018291248233697
618 => 0.018323635650674
619 => 0.018322478544232
620 => 0.018312507226042
621 => 0.018268342604427
622 => 0.018204295165382
623 => 0.018459440449777
624 => 0.018502794605428
625 => 0.018599165522996
626 => 0.018885900004661
627 => 0.018857248468278
628 => 0.01890398031286
629 => 0.018801964958526
630 => 0.018413376099824
701 => 0.018434478344409
702 => 0.018171333016295
703 => 0.018592436305325
704 => 0.018492713488191
705 => 0.018428421539249
706 => 0.01841087888532
707 => 0.018698324126304
708 => 0.018784332247559
709 => 0.018730737758183
710 => 0.018620813896873
711 => 0.018831900206661
712 => 0.018888377998144
713 => 0.018901021292836
714 => 0.019275025761996
715 => 0.018921923987991
716 => 0.019006919094524
717 => 0.019670026652769
718 => 0.019068679600029
719 => 0.019387226545505
720 => 0.019371635330162
721 => 0.019534593168427
722 => 0.019358268031042
723 => 0.019360453792443
724 => 0.019505149313102
725 => 0.019301950550311
726 => 0.019251635679054
727 => 0.019182126044773
728 => 0.019333897788266
729 => 0.019424878084444
730 => 0.020158112453975
731 => 0.020631815296242
801 => 0.020611250606557
802 => 0.020799173374794
803 => 0.020714512446528
804 => 0.020441119976733
805 => 0.020907767586013
806 => 0.020760100757071
807 => 0.020772274231034
808 => 0.020771821133725
809 => 0.020870006665713
810 => 0.020800433217728
811 => 0.020663296810181
812 => 0.020754334357399
813 => 0.021024683326117
814 => 0.021863854820337
815 => 0.022333466306046
816 => 0.021835583619235
817 => 0.022179016429682
818 => 0.021973079121037
819 => 0.021935654185951
820 => 0.022151355370397
821 => 0.022367434111213
822 => 0.022353670829557
823 => 0.022196808759491
824 => 0.022108201356339
825 => 0.022779166298667
826 => 0.023273521838584
827 => 0.023239810104964
828 => 0.023388602733523
829 => 0.023825462492955
830 => 0.023865403474453
831 => 0.023860371828817
901 => 0.023761373938765
902 => 0.024191519105334
903 => 0.024550353770971
904 => 0.023738458787541
905 => 0.024047617768745
906 => 0.024186409195888
907 => 0.024390196188495
908 => 0.024734019003687
909 => 0.025107501775484
910 => 0.025160316334447
911 => 0.025122841877454
912 => 0.024876519949698
913 => 0.025285189255174
914 => 0.025524578149848
915 => 0.025667128758308
916 => 0.026028613383205
917 => 0.024187266324492
918 => 0.022883869355448
919 => 0.022680325097451
920 => 0.02309424035007
921 => 0.023203386501273
922 => 0.023159389824581
923 => 0.021692298036254
924 => 0.022672601162808
925 => 0.023727324900751
926 => 0.023767841135023
927 => 0.024295857891471
928 => 0.024467801791509
929 => 0.024892924489187
930 => 0.024866332948699
1001 => 0.024969843560404
1002 => 0.024946048263327
1003 => 0.025733498540632
1004 => 0.026602173133997
1005 => 0.026572093695045
1006 => 0.026447211444557
1007 => 0.026632682882119
1008 => 0.027529248155298
1009 => 0.02744670679211
1010 => 0.027526888695591
1011 => 0.028583989680874
1012 => 0.029958371332603
1013 => 0.029319833069713
1014 => 0.030705277365749
1015 => 0.031577341110857
1016 => 0.033085485184948
1017 => 0.032896658119105
1018 => 0.033483767539876
1019 => 0.03255861826185
1020 => 0.030434288515983
1021 => 0.030098105202092
1022 => 0.030771152710019
1023 => 0.032425774333243
1024 => 0.030719042786806
1025 => 0.031064312355798
1026 => 0.030964874696701
1027 => 0.03095957608643
1028 => 0.031161802489448
1029 => 0.030868462544451
1030 => 0.029673342837684
1031 => 0.030221059156411
1101 => 0.030009559582253
1102 => 0.030244234128119
1103 => 0.031510675865015
1104 => 0.030950751784933
1105 => 0.030360917251105
1106 => 0.031100700651286
1107 => 0.032042699136873
1108 => 0.031983750564579
1109 => 0.031869365695737
1110 => 0.032514147212403
1111 => 0.033579137374677
1112 => 0.033866999936063
1113 => 0.034079494193786
1114 => 0.034108793561807
1115 => 0.034410595261871
1116 => 0.032787731456806
1117 => 0.035363257993542
1118 => 0.035807980278952
1119 => 0.035724390921145
1120 => 0.036218681024603
1121 => 0.036073248337236
1122 => 0.035862539190931
1123 => 0.036646094143432
1124 => 0.035747811620014
1125 => 0.034472812668646
1126 => 0.033773323027305
1127 => 0.034694467413242
1128 => 0.035256978146225
1129 => 0.035628761958324
1130 => 0.035741263515228
1201 => 0.032913709754292
1202 => 0.031389815100468
1203 => 0.032366614102082
1204 => 0.033558376299116
1205 => 0.032781111157627
1206 => 0.032811578479616
1207 => 0.03170340264954
1208 => 0.033656425270535
1209 => 0.033371886302162
1210 => 0.034848074973423
1211 => 0.034495770699872
1212 => 0.035699545255972
1213 => 0.035382551072472
1214 => 0.036698376205272
1215 => 0.03722329447529
1216 => 0.038104713947654
1217 => 0.038753089699548
1218 => 0.039133828342512
1219 => 0.039110970222503
1220 => 0.040619646409164
1221 => 0.039730032771021
1222 => 0.038612468375678
1223 => 0.038592255161636
1224 => 0.039171057597995
1225 => 0.040384068717908
1226 => 0.040698584852708
1227 => 0.040874356464981
1228 => 0.040605156122131
1229 => 0.039639544277111
1230 => 0.039222597978194
1231 => 0.039577848304968
]
'min_raw' => 0.01464867881578
'max_raw' => 0.040874356464981
'avg_raw' => 0.02776151764038
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.014648'
'max' => '$0.040874'
'avg' => '$0.027761'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0057991925983984
'max_diff' => 0.021118501887944
'year' => 2036
]
11 => [
'items' => [
101 => 0.039143407682332
102 => 0.039893374079512
103 => 0.040923238127018
104 => 0.040710575273732
105 => 0.041421475308071
106 => 0.042157182054747
107 => 0.043209275745152
108 => 0.04348433199474
109 => 0.043938989515857
110 => 0.044406981452302
111 => 0.044557287849552
112 => 0.044844269399237
113 => 0.044842756864813
114 => 0.045707595080877
115 => 0.046661538415006
116 => 0.047021629939801
117 => 0.047849640545504
118 => 0.04643170140019
119 => 0.047507224530021
120 => 0.04847737331522
121 => 0.047320721938967
122 => 0.048914896395925
123 => 0.048976794577612
124 => 0.049911383632174
125 => 0.048963998579777
126 => 0.048401444359823
127 => 0.050025517314198
128 => 0.050811355059001
129 => 0.050574654334906
130 => 0.048773350137192
131 => 0.047724913832551
201 => 0.044980953795045
202 => 0.048231292989723
203 => 0.049814438397756
204 => 0.048769250173045
205 => 0.049296382318621
206 => 0.052172244381712
207 => 0.053267186457058
208 => 0.053039446159609
209 => 0.053077930520953
210 => 0.053668741390206
211 => 0.056288722149958
212 => 0.054718768948036
213 => 0.055918939345881
214 => 0.056555505397362
215 => 0.057146783422189
216 => 0.055694791468553
217 => 0.05380577127087
218 => 0.053207439278591
219 => 0.048665326802506
220 => 0.048428890122731
221 => 0.048296171049609
222 => 0.047459396067058
223 => 0.046801920142731
224 => 0.046279070877191
225 => 0.044906958268404
226 => 0.045370005995082
227 => 0.043183144878834
228 => 0.04458222112341
301 => 0.041091937978271
302 => 0.043998749495866
303 => 0.042416704143341
304 => 0.043479005048588
305 => 0.043475298780805
306 => 0.041519266011435
307 => 0.040391067131426
308 => 0.041109999367925
309 => 0.041880751794365
310 => 0.042005803782432
311 => 0.043005104422007
312 => 0.043283987750618
313 => 0.042438958245111
314 => 0.041019609617983
315 => 0.04134929193217
316 => 0.040384386129851
317 => 0.038693425825854
318 => 0.039907903037519
319 => 0.040322578954375
320 => 0.040505723462825
321 => 0.038842858211947
322 => 0.03832034984756
323 => 0.03804217077863
324 => 0.040804954595462
325 => 0.04095630612958
326 => 0.040181970282083
327 => 0.04368204173831
328 => 0.042889867771603
329 => 0.043774920179749
330 => 0.041319376717724
331 => 0.041413181784801
401 => 0.040250688158049
402 => 0.040901606911178
403 => 0.040441558516557
404 => 0.040849019108429
405 => 0.041093249307175
406 => 0.042255552180162
407 => 0.044012021127643
408 => 0.042081942890323
409 => 0.041240980163093
410 => 0.041762708709312
411 => 0.043152140580479
412 => 0.045257200989005
413 => 0.044010962858869
414 => 0.044564022178527
415 => 0.044684841035976
416 => 0.043765911177057
417 => 0.045291083243651
418 => 0.046108435344615
419 => 0.046946869473018
420 => 0.047674858334319
421 => 0.046611980444572
422 => 0.047749412144162
423 => 0.046832842978016
424 => 0.046010585682805
425 => 0.046011832707708
426 => 0.04549601869516
427 => 0.044496564049099
428 => 0.04431224927798
429 => 0.04527107799373
430 => 0.046039967822345
501 => 0.046103297271364
502 => 0.04652899418747
503 => 0.046780917237395
504 => 0.04925010559944
505 => 0.050243233584852
506 => 0.051457611686463
507 => 0.05193068039564
508 => 0.053354447605744
509 => 0.052204639950866
510 => 0.051955871832104
511 => 0.048502278291096
512 => 0.049067804039962
513 => 0.049973265329015
514 => 0.04851720901425
515 => 0.049440741608004
516 => 0.049623066505106
517 => 0.048467732777841
518 => 0.049084846440597
519 => 0.047445975513768
520 => 0.04404774403533
521 => 0.045294866446723
522 => 0.046213168318372
523 => 0.044902638321724
524 => 0.0472517126162
525 => 0.045879431908104
526 => 0.045444484804728
527 => 0.04374760108462
528 => 0.044548464881467
529 => 0.045631644633967
530 => 0.044962365480084
531 => 0.046351220217162
601 => 0.048318208918893
602 => 0.049720002203948
603 => 0.049827614486239
604 => 0.048926355316804
605 => 0.050370628887582
606 => 0.050381148843796
607 => 0.048752002355927
608 => 0.047754159203233
609 => 0.047527447139461
610 => 0.048093818324282
611 => 0.048781497500543
612 => 0.049865775894517
613 => 0.050520982619366
614 => 0.052229414262977
615 => 0.052691666881164
616 => 0.053199542362315
617 => 0.05387822062813
618 => 0.054693147895777
619 => 0.052910133428001
620 => 0.05298097591676
621 => 0.051320657531882
622 => 0.049546369223899
623 => 0.050892832881499
624 => 0.052653155001256
625 => 0.052249335162
626 => 0.052203897180793
627 => 0.052280311261739
628 => 0.051975844290463
629 => 0.050598751463456
630 => 0.04990718406679
701 => 0.050799482446148
702 => 0.051273699323145
703 => 0.05200916834331
704 => 0.051918506262707
705 => 0.053812995475045
706 => 0.054549136696579
707 => 0.054360800270852
708 => 0.054395458705755
709 => 0.055728207224655
710 => 0.05721049767831
711 => 0.058598858293611
712 => 0.06001115834297
713 => 0.058308575510458
714 => 0.057444108948819
715 => 0.058336017778618
716 => 0.057862758399001
717 => 0.060582247172132
718 => 0.060770538674393
719 => 0.063489830797532
720 => 0.066070762829674
721 => 0.064449725662486
722 => 0.065978290698027
723 => 0.0676315584097
724 => 0.070820980058537
725 => 0.069746895052415
726 => 0.068924162770784
727 => 0.068146684740056
728 => 0.06976449310084
729 => 0.071845777711868
730 => 0.072294066482788
731 => 0.073020465551168
801 => 0.072256745750618
802 => 0.073176562129404
803 => 0.076423918134314
804 => 0.075546453876583
805 => 0.074300313571187
806 => 0.076863789257677
807 => 0.077791501143359
808 => 0.084302669003559
809 => 0.09252328738999
810 => 0.089119897398517
811 => 0.087007303404101
812 => 0.087503813104188
813 => 0.090505704653419
814 => 0.091469816943756
815 => 0.088849027389183
816 => 0.089774734565969
817 => 0.094875472123585
818 => 0.097611854171992
819 => 0.093895479805115
820 => 0.083642150320447
821 => 0.074188112271002
822 => 0.076695748882597
823 => 0.076411460711866
824 => 0.081891566887554
825 => 0.075525526644233
826 => 0.07563271443531
827 => 0.081226143403179
828 => 0.079733912450201
829 => 0.077316689416876
830 => 0.074205760674205
831 => 0.068454921167296
901 => 0.063361242242003
902 => 0.073351119618701
903 => 0.072920337940804
904 => 0.072296502232942
905 => 0.073684781094715
906 => 0.080425869177653
907 => 0.080270465278569
908 => 0.079281864960359
909 => 0.080031709588598
910 => 0.0771852380281
911 => 0.077918838562193
912 => 0.074186614703073
913 => 0.075873735758832
914 => 0.077311503141877
915 => 0.077600156230533
916 => 0.078250506378267
917 => 0.072693335571424
918 => 0.075188342113733
919 => 0.076653924706842
920 => 0.070032369232825
921 => 0.076523037845045
922 => 0.072596597591265
923 => 0.071263904795979
924 => 0.073058200075907
925 => 0.07235896146031
926 => 0.071757797159289
927 => 0.071422337150005
928 => 0.07273986957444
929 => 0.072678405112049
930 => 0.070522666343648
1001 => 0.067710592999423
1002 => 0.068654417116906
1003 => 0.068311516966626
1004 => 0.067068802587012
1005 => 0.067906242032965
1006 => 0.064218582531391
1007 => 0.057874156026795
1008 => 0.062065478510771
1009 => 0.061904117154419
1010 => 0.061822751441392
1011 => 0.064972414448455
1012 => 0.064669647025415
1013 => 0.06412012118789
1014 => 0.067058710114062
1015 => 0.065986085626411
1016 => 0.06929166155524
1017 => 0.071468927653213
1018 => 0.070916702543587
1019 => 0.072964431832371
1020 => 0.068676160918316
1021 => 0.070100552500398
1022 => 0.070394117631344
1023 => 0.067022448382859
1024 => 0.064719183520212
1025 => 0.064565582013015
1026 => 0.060572038150636
1027 => 0.062705357047159
1028 => 0.064582589393366
1029 => 0.063683540778648
1030 => 0.063398928845541
1031 => 0.064852949486985
1101 => 0.06496593934367
1102 => 0.062389758637128
1103 => 0.062925428183051
1104 => 0.065159259237202
1105 => 0.062869141371906
1106 => 0.058419816448267
1107 => 0.057316322350474
1108 => 0.057169095896397
1109 => 0.054176332383964
1110 => 0.057390063102651
1111 => 0.055987183521315
1112 => 0.060418863309677
1113 => 0.05788751158214
1114 => 0.057778390068515
1115 => 0.057613436896024
1116 => 0.055037441711368
1117 => 0.055601420943774
1118 => 0.057476173808751
1119 => 0.058145106751577
1120 => 0.058075331565234
1121 => 0.057466986496945
1122 => 0.057745483753977
1123 => 0.056848347054199
1124 => 0.056531549413222
1125 => 0.055531648916242
1126 => 0.054062071415243
1127 => 0.0542664251802
1128 => 0.051354807614852
1129 => 0.04976840383401
1130 => 0.049329308175938
1201 => 0.048742131110895
1202 => 0.049395631387854
1203 => 0.051346559368114
1204 => 0.04899332631146
1205 => 0.044958873295932
1206 => 0.045201350796539
1207 => 0.045746125748186
1208 => 0.044730941229838
1209 => 0.043770154281201
1210 => 0.044605480581932
1211 => 0.042896029653999
1212 => 0.045952704725828
1213 => 0.045870030231368
1214 => 0.047009369674628
1215 => 0.047721822010097
1216 => 0.046079850036023
1217 => 0.045666898524908
1218 => 0.045902134473239
1219 => 0.042014208241877
1220 => 0.046691643155116
1221 => 0.04673209380648
1222 => 0.046385730771195
1223 => 0.048876320462893
1224 => 0.054132241546782
1225 => 0.052154752616087
1226 => 0.051389009132203
1227 => 0.049933330209584
1228 => 0.051872935944312
1229 => 0.051724004486448
1230 => 0.051050479953408
1231 => 0.050643130214301
]
'min_raw' => 0.03804217077863
'max_raw' => 0.097611854171992
'avg_raw' => 0.067827012475311
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.038042'
'max' => '$0.097611'
'avg' => '$0.067827'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.02339349196285
'max_diff' => 0.056737497707011
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0011941002709263
]
1 => [
'year' => 2028
'avg' => 0.0020494227146951
]
2 => [
'year' => 2029
'avg' => 0.0055986534840407
]
3 => [
'year' => 2030
'avg' => 0.0043193528251725
]
4 => [
'year' => 2031
'avg' => 0.004242139765822
]
5 => [
'year' => 2032
'avg' => 0.0074378060600036
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0011941002709263
'min' => '$0.001194'
'max_raw' => 0.0074378060600036
'max' => '$0.007437'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0074378060600036
]
1 => [
'year' => 2033
'avg' => 0.019130802006907
]
2 => [
'year' => 2034
'avg' => 0.012126021695301
]
3 => [
'year' => 2035
'avg' => 0.014302670397209
]
4 => [
'year' => 2036
'avg' => 0.02776151764038
]
5 => [
'year' => 2037
'avg' => 0.067827012475311
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0074378060600036
'min' => '$0.007437'
'max_raw' => 0.067827012475311
'max' => '$0.067827'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.067827012475311
]
]
]
]
'prediction_2025_max_price' => '$0.002041'
'last_price' => 0.00197968
'sma_50day_nextmonth' => '$0.001734'
'sma_200day_nextmonth' => '$0.003222'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentare'
'sma_200day_date_nextmonth' => '4 feb 2026'
'sma_50day_date_nextmonth' => '4 feb 2026'
'daily_sma3' => '$0.001635'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.001545'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.001523'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.001617'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.001739'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0023055'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.003528'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.001722'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.001634'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.001584'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.001621'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.001844'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.002391'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.003448'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.003154'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.004456'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.010919'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.001764'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.001763'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00201'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.002785'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.005093'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.009871'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.010753'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '66.82'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 124.27
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.001554'
'vwma_10_action' => 'BUY'
'hma_9' => '0.001610'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 207.86
'cci_20_action' => 'SELL'
'adx_14' => 29.19
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000161'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 78.52
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000572'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 12
'buy_signals' => 20
'sell_pct' => 37.5
'buy_pct' => 62.5
'overall_action' => 'bullish'
'overall_action_label' => 'Rialzista'
'overall_action_dir' => 1
'last_updated' => 1767689067
'last_updated_date' => '6 gennaio 2026'
]
Previsione del prezzo di Games for a Living per l'anno 2026
La previsione del prezzo di Games for a Living per 2026 suggerisce che il prezzo medio potrebbe variare tra $0.000683 come limite inferiore e $0.002041 come limite superiore. Nel mercato delle criptovalute, rispetto al prezzo medio di oggi, Games for a Living potrebbe potenzialmente guadagnare 3.13% entro il 2026 se GFAL raggiunge l'obiettivo di prezzo previsto.
Previsione del prezzo di Games for a Living 2027-2032
La previsione del prezzo di GFAL per gli anni 2027-2032 è attualmente compresa in un intervallo di prezzo tra $0.001194 come limite inferiore e $0.007437 come limite superiore. Considerando la volatilità dei prezzi sul mercato, se Games for a Living raggiunge l'obiettivo di prezzo massimo, potrebbe guadagnare 275.71% entro il 2032 rispetto al prezzo di oggi.
| Previsione del Prezzo di Games for a Living | Potenziale Minimo ($) | Prezzo Medio ($) | Potenziale Massimo ($) |
|---|---|---|---|
| 2027 | $0.000658 | $0.001194 | $0.001729 |
| 2028 | $0.001188 | $0.002049 | $0.00291 |
| 2029 | $0.00261 | $0.005598 | $0.008586 |
| 2030 | $0.00222 | $0.004319 | $0.006418 |
| 2031 | $0.002624 | $0.004242 | $0.005859 |
| 2032 | $0.0040064 | $0.007437 | $0.010869 |
Previsione del prezzo di Games for a Living 2032-2037
La previsione del prezzo di Games for a Living per gli anni 2032-2037 è attualmente stimata tra $0.007437 come limite inferiore e $0.067827 come limite superiore. Rispetto al prezzo attuale, Games for a Living potrebbe potenzialmente guadagnare 3326.16% entro il 2037 se raggiunge l'obiettivo di prezzo massimo. Si prega di notare che queste informazioni sono solo a scopo generale e non devono essere considerate come consigli di investimento a lungo termine.
| Previsione del Prezzo di Games for a Living | Potenziale Minimo ($) | Prezzo Medio ($) | Potenziale Massimo ($) |
|---|---|---|---|
| 2032 | $0.0040064 | $0.007437 | $0.010869 |
| 2033 | $0.00931 | $0.01913 | $0.028951 |
| 2034 | $0.007484 | $0.012126 | $0.016767 |
| 2035 | $0.008849 | $0.0143026 | $0.019755 |
| 2036 | $0.014648 | $0.027761 | $0.040874 |
| 2037 | $0.038042 | $0.067827 | $0.097611 |
Games for a Living Istogramma dei prezzi potenziali
Previsione del prezzo di Games for a Living basata sull'analisi tecnica
Indicatore del Sentimento di Mercato
Rialzista 62.5%
Ribassista 37.5%
Al 6 gennaio 2026, il sentimento generale della previsione di prezzo per Games for a Living è Rialzista, con 20 indicatori tecnici che mostrano segnali rialzisti e 12 indicando segnali ribassisti. La previsione del prezzo di GFAL è stata aggiornata l'ultima volta il 6 gennaio 2026.
Medi Mobile Semplici a 50 e 200 giorni e Indice di Forza Relativa a 14 giorni - RSI (14) di Games for a Living
Secondo i nostri indicatori tecnici, il SMA a 200 giorni di Games for a Living è previsto aumentare nel corso del prossimo mese, raggiungendo $0.003222 entro il 4 feb 2026. Il SMA a 50 giorni a breve termine per Games for a Living dovrebbe raggiungere $0.001734 entro il 4 feb 2026.
L'oscillatore di momentum dell'Indice di Forza Relativa (RSI) è uno strumento comunemente utilizzato per identificare se una criptovaluta è ipervenduta (sotto 30) o ipercomprata (sopra 70). Al momento, l'RSI è a 66.82, suggerendo che il mercato di GFAL è in uno stato NEUTRAL.
Medie Mobili e Oscillatori Popolari di GFAL per Sabato, 19 Ottobre 2024
Le medie mobili (MA) sono indicatori ampiamente utilizzati nei mercati finanziari, progettati per smussare i movimenti dei prezzi su un periodo stabilito. In quanto indicatori ritardati, si basano su dati storici dei prezzi. La tabella seguente evidenzia due tipi: la media mobile semplice (SMA) e la media mobile esponenziale (EMA).
Media Mobile Semplice Giornaliera (SMA)
| Periodo | Valore | Azione |
|---|---|---|
| SMA 3 | $0.001635 | BUY |
| SMA 5 | $0.001545 | BUY |
| SMA 10 | $0.001523 | BUY |
| SMA 21 | $0.001617 | BUY |
| SMA 50 | $0.001739 | BUY |
| SMA 100 | $0.0023055 | SELL |
| SMA 200 | $0.003528 | SELL |
Media Mobile Esponenziale Giornaliera (EMA)
| Periodo | Valore | Azione |
|---|---|---|
| EMA 3 | $0.001722 | BUY |
| EMA 5 | $0.001634 | BUY |
| EMA 10 | $0.001584 | BUY |
| EMA 21 | $0.001621 | BUY |
| EMA 50 | $0.001844 | BUY |
| EMA 100 | $0.002391 | SELL |
| EMA 200 | $0.003448 | SELL |
Media Mobile Semplice Settimanale (SMA)
| Periodo | Valore | Azione |
|---|---|---|
| SMA 21 | $0.003154 | SELL |
| SMA 50 | $0.004456 | SELL |
| SMA 100 | $0.010919 | SELL |
| SMA 200 | — | — |
Media Mobile Esponenziale Settimanale (EMA)
| Periodo | Valore | Azione |
|---|---|---|
| EMA 21 | $0.002785 | SELL |
| EMA 50 | $0.005093 | SELL |
| EMA 100 | $0.009871 | SELL |
| EMA 200 | $0.010753 | SELL |
Oscillatori di Games for a Living
Un oscillatore è uno strumento di analisi tecnica che imposta limiti alti e bassi tra due estremi, creando un indicatore di tendenza che fluttua entro questi limiti. I trader utilizzano questo indicatore per identificare condizioni di ipercomprato o ipervenduto a breve termine.
| Periodo | Valore | Azione |
|---|---|---|
| RSI (14) | 66.82 | NEUTRAL |
| Stoch RSI (14) | 124.27 | NEUTRAL |
| Stocastico Veloce (14) | 100 | SELL |
| Indice di Canale delle Materie Prime (20) | 207.86 | SELL |
| Indice Direzionale Medio (14) | 29.19 | SELL |
| Oscillatore Awesome (5, 34) | -0.000161 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscillatore Ultimate (7, 14, 28) | 78.52 | SELL |
| VWMA (10) | 0.001554 | BUY |
| Media Mobile di Hull (9) | 0.001610 | BUY |
| Ichimoku Cloud B/L (9, 26, 52, 26) | -0.000572 | NEUTRAL |
Previsione del prezzo di Games for a Living sulla base dei flussi monetari globali
Definizioni dei flussi monetari globali usate per la previsione del prezzo di Games for a Living
M0: Il totale della moneta fisica, più i conti presso la banca centrale che possono essere scambiati con moneta fisica.
M1: La misura M0 più l'ammontare dei conti a vista, tra cui i "conti correnti".
M2: La misura M1 più la maggior parte dei conti di risparmio, dei conti del mercato monetario e dei conti di certificati di deposito (CD) al di sotto dei $100.000.
Previsione del prezzo di Games for a Living sulla base delle società Internet e delle nicchie tecnologiche
| Confronto | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Azioni Facebook | $0.002781 | $0.0039088 | $0.005492 | $0.007718 | $0.010845 | $0.015239 |
| Azioni Amazon.com | $0.00413 | $0.008618 | $0.017984 | $0.037524 | $0.078297 | $0.163372 |
| Azioni Apple | $0.002808 | $0.003982 | $0.005649 | $0.008013 | $0.011366 | $0.016122 |
| Azioni Netflix | $0.003123 | $0.004928 | $0.007776 | $0.01227 | $0.01936 | $0.030547 |
| Azioni Google | $0.002563 | $0.003319 | $0.004299 | $0.005567 | $0.00721 | $0.009336 |
| Azioni Tesla | $0.004487 | $0.010173 | $0.023062 | $0.05228 | $0.118516 | $0.268668 |
| Azioni Kodak | $0.001484 | $0.001113 | $0.000834 | $0.000626 | $0.000469 | $0.000352 |
| Azioni Nokia | $0.001311 | $0.000868 | $0.000575 | $0.000381 | $0.000252 | $0.000167 |
Questo calcolo mostra quanto può valere la criptovaluta se si assume che la sua capitalizzazione si comporti come quella di alcune società di Internet o di nicchie tecnologiche. Estrapolando i dati si può ottenere un quadro potenziale del prezzo futuro per il 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Panoramica delle previsioni per Games for a Living
Potresti avere domande come: "Dovrei investire su Games for a Living in questo momento?", "Dovrei acquistare GFAL oggi?", "Games for a Living sarà un buon investimento, a breve e a lungo termine?".
Aggiorniamo regolarmente le previsioni su Games for a Living con nuovi valori. Consulta le nostre previsioni simili. Effettuiamo previsioni dei prezzi futuri di una grande quantità di valute digitali come Games for a Living con metodi di analisi tecnica.
Se cerchi delle criptovalute con un buon rendimento, dovresti esplorare il massimo delle fonti di informazione disponibili su Games for a Living per prendere decisioni responsabili.
Il prezzo odierno di Games for a Living è di $0.001979 USD, ma il prezzo può salire oppure scendere e potresti perdere il tuo investimento, perché le criptovalute sono beni ad alto rischio
Previsione del prezzo di Games for a Living sulla base dello schema di crescita di Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Games for a Living ha 1% della precedente crescita media annua di Bitcoin | $0.002031 | $0.002083 | $0.002138 | $0.002193 |
| Se Games for a Living ha 2% della precedente crescita media annua di Bitcoin | $0.002082 | $0.00219 | $0.0023047 | $0.002424 |
| Se Games for a Living ha 5% della precedente crescita media annua di Bitcoin | $0.002236 | $0.002527 | $0.002856 | $0.003227 |
| Se Games for a Living ha 10% della precedente crescita media annua di Bitcoin | $0.002494 | $0.003142 | $0.003959 | $0.004988 |
| Se Games for a Living ha 20% della precedente crescita media annua di Bitcoin | $0.0030088 | $0.004573 | $0.00695 | $0.010563 |
| Se Games for a Living ha 50% della precedente crescita media annua di Bitcoin | $0.004552 | $0.010469 | $0.024076 | $0.055366 |
| Se Games for a Living ha 100% della precedente crescita media annua di Bitcoin | $0.007125 | $0.025646 | $0.092311 | $0.332259 |
Area domande
È GFAL un buon investimento?
La decisione di procurarsi Games for a Living dipende interamente dalla tua tolleranza individuale al rischio. Come puoi notare, il valore di Games for a Living ha subito un aumento del 12.2433% nelle precedenti 24 ore, e Games for a Living ha registrato una declino di nel corso degli ultimi 30 giorni. Di conseguenza, la decisione di investire o meno in Games for a Living dipenderà da quanto tale investimento si allinea con le tue aspirazioni di trading.
Può Games for a Living salire?
Sembra che il valore medio di Games for a Living possa potenzialmente salire fino a $0.002041 entro la fine di quest'anno. Guardando le prospettive di Games for a Living su una linea temporale più estesa di cinque anni, la valuta digitale potrebbe potenzialmente crescere fino a $0.006418. Tuttavia, data l' imprevedibilità del mercato, è fondamentale condurre ricerche approfondite prima di investire fondi in un particolare progetto, rete o asset.
Quale sarà il prezzo di Games for a Living la prossima settimana?
Basato sul nostro nuovo pronostico sperimentale di Games for a Living, il prezzo di Games for a Living aumenterà del 0.86% nella prossima settimana e raggiungerà $0.001996 entro 13 gennaio 2026.
Quale sarà il prezzo di Games for a Living il prossimo mese?
Basato sul nostro nuovo pronostico sperimentale di Games for a Living, il prezzo di Games for a Living diminuirà del -11.62% nel prossimo mese e raggiungerà $0.001749 entro 5 febbraio 2026.
Quanto può salire il prezzo di Games for a Living quest'anno in 2026?
Secondo la nostra previsione più recente sul valore di Games for a Living in 2026, GFAL dovrebbe fluttuare all'interno dell'intervallo di $0.000683 e $0.002041. Tuttavia, è fondamentale tenere a mente che il mercato delle criptovalute è eccezionalmente instabile, e questa previsione del prezzo di Games for a Living non considera fluttuazioni di prezzo improvvise ed estreme.
Dove sarà Games for a Living tra 5 anni?
Il futuro di Games for a Living sembra seguire una tendenza al rialzo, con un prezzo massimo di $0.006418 prevista dopo un periodo di cinque anni. Basato sulla previsione di Games for a Living per 2030, il valore di Games for a Living potrebbe potenzialmente raggiungere il suo picco più alto di circa $0.006418, mentre il suo picco più basso è previsto intorno a $0.00222.
Quanto varrà Games for a Living in 2026?
Basato sulla nostra nuova simulazione sperimentale di previsione dei prezzi di Games for a Living, si prevede che il valore di GFAL in 2026 aumenti del 3.13% fino a $0.002041 se si verifica il migliore scenario. Il prezzo sarà compreso tra $0.002041 e $0.000683 durante 2026.
Quanto varrà Games for a Living in 2027?
Secondo la nostra ultima simulazione sperimentale per la previsione dei prezzi di Games for a Living, il valore di GFAL potrebbe diminuire del -12.62% fino a $0.001729 in 2027, assumendo le condizioni più favorevoli. Il prezzo è previsto oscillare tra $0.001729 e $0.000658 durante l'anno.
Quanto varrà Games for a Living in 2028?
Il nostro nuovo modello sperimentale di previsione dei prezzi di Games for a Living suggerisce che il valore di GFAL in 2028 potrebbe aumentare del 47.02%, raggiungendo $0.00291 nello scenario migliore. Il prezzo è previsto oscillare tra $0.00291 e $0.001188 durante l'anno.
Quanto varrà Games for a Living in 2029?
Basato sul nostro modello di previsione sperimentale, il valore di Games for a Living potrebbe subire una 333.75% crescita in 2029, raggiungendo potenzialmente $0.008586 in condizioni ottimali. Il range di prezzo previsto per 2029 è compreso tra $0.008586 e $0.00261.
Quanto varrà Games for a Living in 2030?
Utilizzando la nostra nuova simulazione sperimentale per le previsioni dei prezzi di Games for a Living, si prevede che il valore di GFAL in 2030 aumenti del 224.23%, raggiungendo $0.006418 nello scenario migliore. Il prezzo è previsto oscillare tra $0.006418 e $0.00222 nel corso di 2030.
Quanto varrà Games for a Living in 2031?
La nostra simulazione sperimentale indica che il prezzo di Games for a Living potrebbe aumentare del 195.98% in 2031, raggiungendo potenzialmente $0.005859 in condizioni ideali. Il prezzo probabilmente oscillera' tra $0.005859 e $0.002624 durante l'anno.
Quanto varrà Games for a Living in 2032?
Basato sui risultati della nostra ultima previsione sperimentale dei prezzi di Games for a Living, GFAL potrebbe subire una 449.04% aumento in valore, raggiungendo $0.010869 se si verifica lo scenario più positivo in 2032. Il prezzo è previsto rimanere entro un intervallo di $0.010869 e $0.0040064 durante l'anno.
Quanto varrà Games for a Living in 2033?
Secondo la nostra previsione sperimentale dei prezzi di Games for a Living, si prevede che il valore di GFAL sarà aumentare del 1362.43% in 2033, con il prezzo potenziale più alto di $0.028951. Durante l'anno, il prezzo di GFAL potrebbe oscillare tra $0.028951 e $0.00931.
Quanto varrà Games for a Living in 2034?
I risultati della nostra nuova simulazione di previsione dei prezzi di Games for a Living suggeriscono che GFAL potrebbe aumentare del 746.96% in 2034, raggiungendo potenzialmente $0.016767 nelle migliori circostanze. L'intervallo di prezzo previsto per l'anno è compreso tra $0.016767 e $0.007484.
Quanto varrà Games for a Living in 2035?
Basato sulla nostra previsione sperimentale per il prezzo di Games for a Living, GFAL potrebbe aumentare del 897.93%, con il valore potenzialmente raggiungendo $0.019755 in 2035. L'intervallo di prezzo atteso per l'anno si trova tra $0.019755 e $0.008849.
Quanto varrà Games for a Living in 2036?
La nostra recente simulazione di previsione dei prezzi di Games for a Living suggerisce che il valore di GFAL potrebbe aumentare del 1964.7% in 2036, potenzialmente raggiungendo $0.040874 se le condizioni sono ottimali. L' intervallo di prezzo previsto per 2036 è compreso tra $0.040874 e $0.014648.
Quanto varrà Games for a Living in 2037?
Secondo la simulazione sperimentale, il valore di Games for a Living potrebbe aumentare del 4830.69% in 2037, con un picco di $0.097611 in condizioni favorevoli. Il prezzo è previsto diminuire tra $0.097611 e $0.038042 nel corso dell' anno.
Previsioni correlate
Previsione del prezzo di Fideum- Previsione del prezzo di district0x
- Previsione del prezzo di SOLO Coin
- Previsione del prezzo di Voxies
- Previsione del prezzo di Picasso
- Previsione del prezzo di Acet Token
- Previsione del prezzo di Dream Machine Token
- Previsione del prezzo di KILT Protocol [OLD]
- Previsione del prezzo di Fluence
- Previsione del prezzo di Vyvo Smart Chain
- Previsione del prezzo di HydraDX
- Previsione del prezzo di Leash
- Previsione del prezzo di BNB48 Club Token
- Previsione del prezzo di Turbo
- Previsione del prezzo di SafeMoon
- Previsione del prezzo di ASD
- Previsione del prezzo di UniLend Finance
- Previsione del prezzo di ECOx
- Previsione del prezzo di Botto
- Previsione del prezzo di Coinweb
- Previsione del prezzo di ThetaDrop
- Previsione del prezzo di Syncus
- Previsione del prezzo di Streamr XDATA
- Previsione del prezzo di EURC
- Previsione del prezzo di SUKU
Previsione del prezzo di Fideum
Previsione del prezzo di district0x
Previsione del prezzo di SOLO Coin
Previsione del prezzo di Voxies
Previsione del prezzo di Picasso
Previsione del prezzo di Acet Token
Previsione del prezzo di Dream Machine Token
Previsione del prezzo di KILT Protocol [OLD]
Previsione del prezzo di Fluence
Previsione del prezzo di Vyvo Smart Chain
Previsione del prezzo di HydraDX
Previsione del prezzo di Leash
Previsione del prezzo di BNB48 Club Token
Previsione del prezzo di Turbo
Previsione del prezzo di SafeMoon
Previsione del prezzo di ASD
Previsione del prezzo di UniLend Finance
Previsione del prezzo di ECOx
Previsione del prezzo di Botto
Previsione del prezzo di Coinweb
Previsione del prezzo di ThetaDrop
Previsione del prezzo di Syncus
Previsione del prezzo di Streamr XDATA
Previsione del prezzo di EURC
Previsione del prezzo di SUKUCome leggere e prevedere i movimenti di prezzo di Games for a Living?
I trader di Games for a Living utilizzano indicatori e modelli grafici per prevedere la direzione del mercato. Identificano anche livelli chiave di supporto e resistenza per valutare quando un trend ribassista potrebbe rallentare o un trend rialzista potrebbe fermarsi.
Indicatori di previsione del prezzo di Games for a Living
Le medie mobili sono strumenti popolari per la previsione del prezzo di Games for a Living. Una media mobile semplice (SMA) calcola il prezzo di chiusura medio di GFAL su un periodo specifico, come una SMA a 12 giorni. Una media mobile esponenziale (EMA) dà più peso ai prezzi recenti, reagendo più rapidamente ai cambiamenti di prezzo.
Le medie mobili comunemente utilizzate nel mercato delle criptovalute includono quelle a 50 giorni, 100 giorni e 200 giorni, che aiutano a identificare livelli chiave di resistenza e supporto. Un movimento del prezzo di GFAL al di sopra di queste medie è considerato rialzista, mentre una caduta al di sotto indica debolezza.
I trader utilizzano anche RSI e livelli di ritracciamento di Fibonacci per valutare la direzione futura di GFAL.
Come leggere i grafici di Games for a Living e prevedere i movimenti di prezzo?
La maggior parte dei trader preferisce i grafici a candele rispetto ai semplici grafici a linee perché forniscono informazioni più dettagliate. Le candele possono rappresentare l'azione del prezzo di Games for a Living in diversi intervalli di tempo, come 5 minuti per le tendenze a breve termine e settimanale per le tendenze a lungo termine. Le opzioni popolari includono grafici a 1 ora, 4 ore e 1 giorno.
Ad esempio, un grafico a candele di 1 ora mostra i prezzi di apertura, chiusura, massimo e minimo di GFAL all'interno di ogni ora. Il colore della candela è cruciale: il verde indica che il prezzo ha chiuso più alto di quanto ha aperto, mentre il rosso significa il contrario. Alcuni grafici utilizzano candele vuote e piene per trasmettere la stessa informazione.
Cosa influisce sul prezzo di Games for a Living?
L'azione del prezzo di Games for a Living è guidata dall'offerta e dalla domanda, influenzata da fattori come dimezzamenti delle ricompense dei blocchi, hard fork e aggiornamenti del protocollo. Eventi del mondo reale, come regolamentazioni, adozione da parte di aziende e governi e hack degli exchange di criptovalute, influenzano anche il prezzo di GFAL. La capitalizzazione di mercato di Games for a Living può cambiare rapidamente.
I trader spesso monitorano l'attività delle "balene" di GFAL, grandi detentori di Games for a Living, poiché le loro azioni possono influenzare significativamente i movimenti di prezzo nel relativamente piccolo mercato di Games for a Living.
Modelli di previsione del prezzo rialzisti e ribassisti
I trader spesso identificano modelli di candele per ottenere un vantaggio nelle previsioni dei prezzi delle criptovalute. Alcune formazioni indicano tendenze rialziste, mentre altre suggeriscono movimenti ribassisti.
Modelli di candele rialzisti comunemente seguiti:
- Martello
- Ingolgimento rialzista
- Linea penetrante
- Stella del mattino
- Tre soldati bianchi
Modelli di candele ribassisti comuni:
- Harami ribassista
- Copertura a nuvola scura
- Stella della sera
- Stella cadente
- Impiccato