Previsione del prezzo di Games for a Living GFAL
$0.00199
12.68%
Add to portfolio
Add to favorites
Sentiment
Rialzista 62.5%
Ribassista 37.5%
SMA 50
$0.001739
SMA 200
$0.003528
RSI (14)
67.16
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.001613
Previsione del prezzo di Games for a Living fino a $0.002052 entro il 2026
| Anno | Prezzo min. | Prezzo max. |
|---|---|---|
| 2026 | $0.000687 | $0.002052 |
| 2027 | $0.000661 | $0.001738 |
| 2028 | $0.001194 | $0.002926 |
| 2029 | $0.002624 | $0.008632 |
| 2030 | $0.002231 | $0.006452 |
| 2031 | $0.002638 | $0.00589 |
| 2032 | $0.004027 | $0.010927 |
| 2033 | $0.009359 | $0.029106 |
| 2034 | $0.007524 | $0.016856 |
| 2035 | $0.008896 | $0.019861 |
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 $3,955.53, con un rendimento del 39.56% nei prossimi 90 giorni.
$
≈ $3,955.53
(39.56% 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' => 0.00199
'ticker' => 'GFAL'
'marketcap' => '$10.45M'
'low24h' => '$0.001765'
'high24h' => '$0.002008'
'volume24h' => '$126.75K'
'current_supply' => '5.25B'
'max_supply' => '10B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00199'
'change_24h_pct' => '12.68%'
'ath_price' => '$0.04868'
'ath_days' => 764
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 dic 2023'
'ath_pct' => '-95.91%'
'fdv' => '$19.9M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.098133'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00200728'
'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' => '$0.001759'
'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' => '$0.000687'
'current_year_max_price_prediction' => '$0.002052'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.002231'
'grand_prediction_max_price' => '$0.006452'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0020279641906285
107 => 0.0020355358727653
108 => 0.0020525952592392
109 => 0.0019068246696181
110 => 0.0019722713847583
111 => 0.0020107151983753
112 => 0.0018370246498559
113 => 0.0020072818946887
114 => 0.0019042871279631
115 => 0.0018693291572069
116 => 0.0019163954594677
117 => 0.0018980536757032
118 => 0.0018822844870881
119 => 0.0018734850088919
120 => 0.001908045306754
121 => 0.0019064330275502
122 => 0.0018498856723831
123 => 0.0017761219527327
124 => 0.0018008794782589
125 => 0.0017918848371322
126 => 0.0017592870973572
127 => 0.0017812540380994
128 => 0.0016845227482848
129 => 0.0015181015918136
130 => 0.0016280445053964
131 => 0.0016238118228183
201 => 0.0016216775123256
202 => 0.0017042965732841
203 => 0.0016963546569189
204 => 0.0016819400009488
205 => 0.0017590223608962
206 => 0.0017308862626113
207 => 0.0018175950878267
208 => 0.0018747071280888
209 => 0.0018602216672974
210 => 0.0019139358172103
211 => 0.0018014498416439
212 => 0.001838813170573
213 => 0.001846513700882
214 => 0.0017580711765396
215 => 0.0016976540526556
216 => 0.0016936249192982
217 => 0.0015888699524759
218 => 0.0016448292101998
219 => 0.0016940710412454
220 => 0.001670488025495
221 => 0.001663022347231
222 => 0.0017011628783738
223 => 0.0017041267242952
224 => 0.001636550723194
225 => 0.0016506019136766
226 => 0.001709197713805
227 => 0.0016491254498547
228 => 0.0015324148537477
301 => 0.001503469012263
302 => 0.0014996071034312
303 => 0.0014211036856009
304 => 0.0015054033118009
305 => 0.0014686042658751
306 => 0.0015848520110345
307 => 0.0015184519224486
308 => 0.0015155895473418
309 => 0.0015112626475488
310 => 0.0014436915128869
311 => 0.0014584852970083
312 => 0.0015076620885845
313 => 0.0015252089218351
314 => 0.0015233786433701
315 => 0.0015074210954774
316 => 0.0015147263791868
317 => 0.0014911935150293
318 => 0.0014828835709011
319 => 0.0014566551014023
320 => 0.0014181064970386
321 => 0.0014234669169077
322 => 0.0013470920448722
323 => 0.001305478961066
324 => 0.0012939610079201
325 => 0.001278558719605
326 => 0.0012957007373692
327 => 0.0013468756844557
328 => 0.0012851478408987
329 => 0.001179319782825
330 => 0.0011856802294375
331 => 0.0011999702645422
401 => 0.0011733408786627
402 => 0.0011481383997627
403 => 0.0011700499104245
404 => 0.001125209167112
405 => 0.0012053890541423
406 => 0.0012032204128996
407 => 0.0012331065164936
408 => 0.0012517949103955
409 => 0.001208724212891
410 => 0.0011978920489442
411 => 0.0012040625418227
412 => 0.0011020780394837
413 => 0.0012247722068786
414 => 0.0012258332711332
415 => 0.0012167477947944
416 => 0.0012820786511748
417 => 0.0014199471353424
418 => 0.0013680754658516
419 => 0.0013479891875953
420 => 0.001309805157947
421 => 0.00136068311031
422 => 0.0013567764773882
423 => 0.0013391092017694
424 => 0.0013284239783498
425 => 0.0013481118301272
426 => 0.0013259844356388
427 => 0.0013220097475686
428 => 0.0012979274623662
429 => 0.0012893311822231
430 => 0.0012829668386329
501 => 0.0012759603216876
502 => 0.0012914149521537
503 => 0.0012563927262916
504 => 0.001214159355173
505 => 0.0012106481073359
506 => 0.0012203429713262
507 => 0.0012160537157082
508 => 0.0012106275720302
509 => 0.0012002675860265
510 => 0.0011971939994853
511 => 0.001207181664652
512 => 0.0011959061729959
513 => 0.0012125437751424
514 => 0.001208019267959
515 => 0.0011827457386284
516 => 0.0011512455636233
517 => 0.0011509651459919
518 => 0.0011441784849577
519 => 0.0011355346517494
520 => 0.0011331301350949
521 => 0.0011682045841127
522 => 0.0012408076438895
523 => 0.0012265539260114
524 => 0.0012368536979581
525 => 0.0012875183818771
526 => 0.0013036231613548
527 => 0.0012921923703441
528 => 0.0012765451985883
529 => 0.0012772335947348
530 => 0.0013307047173455
531 => 0.0013340396456737
601 => 0.0013424659336705
602 => 0.001353296095015
603 => 0.0012940367936521
604 => 0.0012744424869697
605 => 0.0012651576174129
606 => 0.0012365638128746
607 => 0.0012673997796216
608 => 0.0012494329823259
609 => 0.0012518573171143
610 => 0.0012502784659029
611 => 0.0012511406254258
612 => 0.0012053666422298
613 => 0.0012220442758967
614 => 0.0011943144752452
615 => 0.0011571873849891
616 => 0.0011570629219642
617 => 0.0011661497247064
618 => 0.0011607445388687
619 => 0.0011461993227594
620 => 0.0011482654020563
621 => 0.0011301643733851
622 => 0.0011504631946666
623 => 0.0011510452922283
624 => 0.0011432291403507
625 => 0.0011745022752324
626 => 0.0011873149041098
627 => 0.0011821701455058
628 => 0.0011869539341313
629 => 0.0012271462323409
630 => 0.001233699330662
701 => 0.0012366097840628
702 => 0.0012327101620669
703 => 0.0011876885755605
704 => 0.0011896854743687
705 => 0.0011750335558778
706 => 0.0011626542287342
707 => 0.0011631493368989
708 => 0.0011695139202506
709 => 0.0011973084290254
710 => 0.0012558003341662
711 => 0.0012580200592092
712 => 0.0012607104307154
713 => 0.0012497673377275
714 => 0.0012464667961711
715 => 0.0012508210624261
716 => 0.0012727875466387
717 => 0.0013292913078757
718 => 0.0013093191048952
719 => 0.0012930813929862
720 => 0.0013073262439861
721 => 0.0013051333608295
722 => 0.0012866232201482
723 => 0.0012861037021492
724 => 0.0012505768241318
725 => 0.0012374433462366
726 => 0.0012264680290836
727 => 0.0012144832692704
728 => 0.0012073783019204
729 => 0.00121829476092
730 => 0.0012207914842529
731 => 0.0011969224558633
801 => 0.0011936691954929
802 => 0.0012131611593246
803 => 0.001204583472776
804 => 0.0012134058361076
805 => 0.0012154527000774
806 => 0.001215123107835
807 => 0.0012061670179372
808 => 0.0012118753625636
809 => 0.0011983734257827
810 => 0.0011836920974587
811 => 0.0011743263246671
812 => 0.0011661534457169
813 => 0.001170688233969
814 => 0.00115452254187
815 => 0.0011493508116165
816 => 0.001209941503846
817 => 0.0012547004996557
818 => 0.0012540496861301
819 => 0.0012500880261688
820 => 0.0012442018030596
821 => 0.0012723569327552
822 => 0.0012625482485489
823 => 0.001269684885852
824 => 0.0012715014595693
825 => 0.0012769996810948
826 => 0.001278964822702
827 => 0.0012730247998863
828 => 0.0012530893578042
829 => 0.0012034121315404
830 => 0.0011802872486135
831 => 0.0011726556520722
901 => 0.001172933046112
902 => 0.0011652812801526
903 => 0.0011675350681557
904 => 0.0011644975046615
905 => 0.001158745094269
906 => 0.0011703330388371
907 => 0.0011716684414994
908 => 0.0011689636767716
909 => 0.0011696007467789
910 => 0.0011472064500527
911 => 0.001148909039795
912 => 0.0011394288037555
913 => 0.0011376513737841
914 => 0.001113686162615
915 => 0.001071228317216
916 => 0.0010947540850498
917 => 0.0010663382657301
918 => 0.0010555767643839
919 => 0.0011065200380003
920 => 0.0011014067462757
921 => 0.0010926550135376
922 => 0.0010797093767971
923 => 0.0010749077142029
924 => 0.0010457343323027
925 => 0.001044010613266
926 => 0.0010584697290834
927 => 0.0010517973446415
928 => 0.0010424267898555
929 => 0.0010084875902983
930 => 0.00097032869311332
1001 => 0.00097148047036105
1002 => 0.00098361810558409
1003 => 0.0010189099169782
1004 => 0.001005120795712
1005 => 0.0009951166300214
1006 => 0.00099324315051167
1007 => 0.0010166936689709
1008 => 0.0010498810656263
1009 => 0.0010654518496108
1010 => 0.0010500216755739
1011 => 0.0010322963224598
1012 => 0.0010333751825725
1013 => 0.0010405523555643
1014 => 0.0010413065749659
1015 => 0.0010297691922844
1016 => 0.0010330168979287
1017 => 0.0010280833360786
1018 => 0.00099780607611164
1019 => 0.00099725845648907
1020 => 0.0009898279286064
1021 => 0.00098960293517519
1022 => 0.00097696175361472
1023 => 0.00097519316493005
1024 => 0.00095009333167686
1025 => 0.00096661411793341
1026 => 0.00095553284189272
1027 => 0.00093883074509066
1028 => 0.00093595129730658
1029 => 0.00093586473762915
1030 => 0.00095301405652437
1031 => 0.00096641371815729
1101 => 0.00095572560543376
1102 => 0.00095329212934697
1103 => 0.00097927528746127
1104 => 0.00097596869374948
1105 => 0.00097310520492031
1106 => 0.0010469094982583
1107 => 0.00098848764106046
1108 => 0.00096301237671916
1109 => 0.00093148189947532
1110 => 0.00094174838185638
1111 => 0.00094391168054008
1112 => 0.00086808656656433
1113 => 0.00083732432726779
1114 => 0.00082676788599174
1115 => 0.00082069250479121
1116 => 0.00082346113229413
1117 => 0.00079577150887645
1118 => 0.00081437939375723
1119 => 0.00079040252042313
1120 => 0.00078638271958117
1121 => 0.00082925633926719
1122 => 0.00083522195298245
1123 => 0.00080977079150226
1124 => 0.00082611455734131
1125 => 0.00082018808065273
1126 => 0.00079081353509864
1127 => 0.00078969164352301
1128 => 0.00077495252912917
1129 => 0.00075188866915775
1130 => 0.00074134786626482
1201 => 0.00073585812459874
1202 => 0.0007381232990031
1203 => 0.00073697795750878
1204 => 0.00072950382951948
1205 => 0.00073740636577622
1206 => 0.00071721865119367
1207 => 0.00070917974058342
1208 => 0.00070554875116209
1209 => 0.00068763099250857
1210 => 0.00071614611458975
1211 => 0.00072176395286379
1212 => 0.00072739286001466
1213 => 0.00077638865374489
1214 => 0.0007739409623508
1215 => 0.00079606690047928
1216 => 0.0007952071272106
1217 => 0.00078889645123992
1218 => 0.00076227274737545
1219 => 0.00077288448121394
1220 => 0.00074022321388865
1221 => 0.00076469525611905
1222 => 0.00075352723802201
1223 => 0.00076091933796643
1224 => 0.00074762767574759
1225 => 0.00075498383041878
1226 => 0.00072309615072662
1227 => 0.00069331988410185
1228 => 0.00070530272301507
1229 => 0.00071832943931759
1230 => 0.00074657467940703
1231 => 0.00072975204742793
]
'min_raw' => 0.00068763099250857
'max_raw' => 0.0020525952592392
'avg_raw' => 0.0013701131258739
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000687'
'max' => '$0.002052'
'avg' => '$0.00137'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0013026190074914
'max_diff' => 6.2345259239204E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00073580210202176
102 => 0.00071553543189934
103 => 0.00067371950254868
104 => 0.0006739561761676
105 => 0.00066752370644655
106 => 0.00066196511345159
107 => 0.00073168432907699
108 => 0.00072301364251627
109 => 0.00070919803827317
110 => 0.00072769077356285
111 => 0.00073258054629261
112 => 0.00073271975124802
113 => 0.00074621157354878
114 => 0.00075341216152924
115 => 0.00075468129636993
116 => 0.0007759109702703
117 => 0.00078302687693553
118 => 0.00081233628940882
119 => 0.00075280124194681
120 => 0.00075157515682245
121 => 0.00072795100427224
122 => 0.00071296819324182
123 => 0.00072897689016185
124 => 0.00074315841022794
125 => 0.00072839166363153
126 => 0.00073031988899398
127 => 0.00071049673817582
128 => 0.00071758258182738
129 => 0.00072368586494631
130 => 0.00072031599074244
131 => 0.00071527112595548
201 => 0.00074199568730644
202 => 0.00074048778282062
203 => 0.00076537430874565
204 => 0.00078477513535675
205 => 0.00081954488495643
206 => 0.00078326083866113
207 => 0.0007819385037981
208 => 0.00079486453919333
209 => 0.00078302489802686
210 => 0.00079050714255355
211 => 0.00081833937968813
212 => 0.00081892743100132
213 => 0.00080907681384409
214 => 0.00080847740289484
215 => 0.00081036932167383
216 => 0.00082145034905539
217 => 0.0008175782976027
218 => 0.0008220591335721
219 => 0.00082766248756484
220 => 0.00085084033545167
221 => 0.00085642843610895
222 => 0.00084285224860976
223 => 0.00084407802633481
224 => 0.00083900015953544
225 => 0.00083409500383273
226 => 0.00084512107751196
227 => 0.00086527144387878
228 => 0.00086514608949542
301 => 0.00086982058282537
302 => 0.00087273275344434
303 => 0.00086023158530855
304 => 0.00085209378453285
305 => 0.00085521433517197
306 => 0.00086020416360068
307 => 0.00085359620106377
308 => 0.00081280879517994
309 => 0.00082518108861552
310 => 0.0008231217340136
311 => 0.00082018896263439
312 => 0.00083262939935598
313 => 0.00083142948888553
314 => 0.00079548751176638
315 => 0.00079778840052808
316 => 0.00079562743643276
317 => 0.00080260995351642
318 => 0.00078264781918968
319 => 0.00078878803726156
320 => 0.00079263912447527
321 => 0.00079490744442959
322 => 0.00080310217150616
323 => 0.00080214061486691
324 => 0.00080304239979538
325 => 0.00081519301672219
326 => 0.00087664666754981
327 => 0.00087999145417452
328 => 0.00086352050153622
329 => 0.00087010032224004
330 => 0.0008574685053373
331 => 0.00086594832864993
401 => 0.00087175000839627
402 => 0.00084553333322141
403 => 0.00084398095186237
404 => 0.00083129699895789
405 => 0.00083811263679294
406 => 0.00082726846693567
407 => 0.00082992924690568
408 => 0.00082248947414689
409 => 0.00083587958386874
410 => 0.00085085180715046
411 => 0.00085463438202244
412 => 0.00084468405603514
413 => 0.0008374793642619
414 => 0.00082483029888109
415 => 0.00084586597651218
416 => 0.00085201744970217
417 => 0.00084583366544227
418 => 0.0008444007475109
419 => 0.00084168537062018
420 => 0.00084497682755468
421 => 0.00085198394745808
422 => 0.00084867951911282
423 => 0.0008508621522514
424 => 0.00084254420544867
425 => 0.00086023572371538
426 => 0.00088833411241864
427 => 0.00088842445333287
428 => 0.00088512000717552
429 => 0.00088376789900321
430 => 0.00088715846129122
501 => 0.00088899770224432
502 => 0.00089996215896094
503 => 0.0009117274578611
504 => 0.00096663097422608
505 => 0.00095121428653076
506 => 0.00099992795247458
507 => 0.0010384541375583
508 => 0.001050006455919
509 => 0.0010393788666057
510 => 0.0010030224576561
511 => 0.0010012386387856
512 => 0.0010555704630363
513 => 0.0010402192341303
514 => 0.0010383932542991
515 => 0.0010189679139371
516 => 0.0010304506959663
517 => 0.0010279392430943
518 => 0.0010239747918713
519 => 0.0010458831400853
520 => 0.0010868936121703
521 => 0.0010805017455021
522 => 0.0010757305135444
523 => 0.0010548243639907
524 => 0.0010674145355796
525 => 0.0010629314166257
526 => 0.0010821937407094
527 => 0.0010707831666349
528 => 0.001040102933473
529 => 0.0010449888617274
530 => 0.0010442503635008
531 => 0.0010594486046723
601 => 0.0010548864699162
602 => 0.0010433595334701
603 => 0.0010867534428351
604 => 0.0010839356837306
605 => 0.0010879306219114
606 => 0.0010896893172462
607 => 0.0011161024251903
608 => 0.0011269230303898
609 => 0.0011293794972114
610 => 0.0011396582352553
611 => 0.0011291237528452
612 => 0.0011712691934444
613 => 0.0011992934521882
614 => 0.0012318450708344
615 => 0.0012794117347266
616 => 0.0012972972403663
617 => 0.0012940663838595
618 => 0.0013301308855518
619 => 0.0013949379934239
620 => 0.0013071657532666
621 => 0.0013995901352799
622 => 0.0013703296430253
623 => 0.0013009535422634
624 => 0.0012964865392648
625 => 0.0013434688401739
626 => 0.0014476710617113
627 => 0.001421569587068
628 => 0.0014477137543732
629 => 0.0014172151944825
630 => 0.0014157006839219
701 => 0.0014462325073934
702 => 0.0015175717771378
703 => 0.0014836811641948
704 => 0.0014350906602217
705 => 0.0014709691322034
706 => 0.0014398878793771
707 => 0.0013698531176643
708 => 0.0014215496277623
709 => 0.0013869816436916
710 => 0.0013970704191785
711 => 0.0014697271800955
712 => 0.001460984926396
713 => 0.001472298212194
714 => 0.0014523305588808
715 => 0.0014336776220763
716 => 0.0013988605303454
717 => 0.0013885529059458
718 => 0.0013914015625004
719 => 0.0013885514942931
720 => 0.0013690716514553
721 => 0.0013648649812491
722 => 0.0013578536799404
723 => 0.0013600267753913
724 => 0.0013468434777024
725 => 0.0013717230842496
726 => 0.0013763409584631
727 => 0.0013944462613211
728 => 0.0013963260139259
729 => 0.0014467490246726
730 => 0.0014189768776776
731 => 0.0014376088316136
801 => 0.0014359422142828
802 => 0.0013024571327336
803 => 0.0013208501992223
804 => 0.0013494640386163
805 => 0.0013365735427544
806 => 0.0013183493975172
807 => 0.0013036324231213
808 => 0.0012813347020236
809 => 0.0013127183162788
810 => 0.0013539844317491
811 => 0.0013973725907136
812 => 0.0014495006208047
813 => 0.0014378662513256
814 => 0.0013963980934506
815 => 0.0013982583247204
816 => 0.001409757542456
817 => 0.0013948650106742
818 => 0.001390472912315
819 => 0.0014091541355867
820 => 0.0014092827829044
821 => 0.0013921471252668
822 => 0.001373103977595
823 => 0.0013730241861109
824 => 0.0013696356419177
825 => 0.0014178180089668
826 => 0.001444313439057
827 => 0.0014473510974173
828 => 0.0014441089804465
829 => 0.0014453567425935
830 => 0.001429939635611
831 => 0.001465178570372
901 => 0.0014975173016782
902 => 0.0014888498308719
903 => 0.0014758560599797
904 => 0.0014655058955993
905 => 0.0014864116610768
906 => 0.0014854807602488
907 => 0.0014972348510719
908 => 0.0014967016176172
909 => 0.0014927491589672
910 => 0.0014888499720266
911 => 0.0015043098075017
912 => 0.0014998576231623
913 => 0.0014953985233508
914 => 0.0014864551160249
915 => 0.0014876706736147
916 => 0.0014746791462803
917 => 0.0014686686712835
918 => 0.0013782855484784
919 => 0.0013541322247111
920 => 0.0013617313520545
921 => 0.0013642331820872
922 => 0.0013537216246304
923 => 0.0013687924978259
924 => 0.0013664437182024
925 => 0.0013755814457274
926 => 0.0013698725902838
927 => 0.0013701068837025
928 => 0.0013868954103059
929 => 0.0013917691910024
930 => 0.0013892903468039
1001 => 0.0013910264443107
1002 => 0.0014310340785936
1003 => 0.0014253462723707
1004 => 0.001422324738677
1005 => 0.0014231617241597
1006 => 0.0014333845324923
1007 => 0.0014362463606808
1008 => 0.0014241205935491
1009 => 0.0014298391754266
1010 => 0.0014541881712652
1011 => 0.0014627089417749
1012 => 0.00148990315104
1013 => 0.0014783505676057
1014 => 0.0014995558344835
1015 => 0.0015647335954577
1016 => 0.0016168021008819
1017 => 0.0015689177514718
1018 => 0.0016645349307991
1019 => 0.0017389866203752
1020 => 0.0017361290405235
1021 => 0.0017231466663473
1022 => 0.0016383853971655
1023 => 0.0015603868135451
1024 => 0.0016256359407384
1025 => 0.0016258022741822
1026 => 0.0016201973162897
1027 => 0.001585385404197
1028 => 0.0016189859372081
1029 => 0.0016216530254993
1030 => 0.0016201601652922
1031 => 0.0015934699539116
1101 => 0.0015527189343089
1102 => 0.0015606815859951
1103 => 0.0015737245718908
1104 => 0.0015490314785383
1105 => 0.001541140539005
1106 => 0.0015558112969102
1107 => 0.0016030835356547
1108 => 0.0015941469927495
1109 => 0.0015939136234988
1110 => 0.0016321479437313
1111 => 0.0016047804219276
1112 => 0.0015607820205328
1113 => 0.001549671843913
1114 => 0.0015102382016244
1115 => 0.001537475158811
1116 => 0.0015384553684111
1117 => 0.001523537965315
1118 => 0.0015619924855796
1119 => 0.0015616381204055
1120 => 0.0015981449641967
1121 => 0.0016679323381811
1122 => 0.0016472927776658
1123 => 0.0016232912143644
1124 => 0.0016259008497864
1125 => 0.0016545221092371
1126 => 0.0016372170424134
1127 => 0.0016434400650984
1128 => 0.0016545126899469
1129 => 0.0016611930794358
1130 => 0.0016249396445443
1201 => 0.0016164872346688
1202 => 0.0015991965704564
1203 => 0.0015946857589089
1204 => 0.0016087686441284
1205 => 0.0016050583014287
1206 => 0.0015383729855898
1207 => 0.001531403999051
1208 => 0.0015316177279187
1209 => 0.0015140938799097
1210 => 0.0014873658054906
1211 => 0.0015576055892136
1212 => 0.0015519643515755
1213 => 0.0015457368618202
1214 => 0.0015464996937817
1215 => 0.0015769884032487
1216 => 0.0015593034120411
1217 => 0.0016063218596795
1218 => 0.001596656280349
1219 => 0.0015867428153802
1220 => 0.0015853724725499
1221 => 0.001581556634314
1222 => 0.0015684707051922
1223 => 0.0015526686594352
1224 => 0.0015422347800767
1225 => 0.0014226300623987
1226 => 0.0014448280022911
1227 => 0.0014703647087314
1228 => 0.0014791798774627
1229 => 0.0014641009213568
1230 => 0.0015690661142866
1231 => 0.0015882442665047
]
'min_raw' => 0.00066196511345159
'max_raw' => 0.0017389866203752
'avg_raw' => 0.0012004758669134
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000661'
'max' => '$0.001738'
'avg' => '$0.00120047'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -2.5665879056977E-5
'max_diff' => -0.00031360863886401
'year' => 2027
]
2 => [
'items' => [
101 => 0.0015301523924763
102 => 0.0015192857747211
103 => 0.0015697785279375
104 => 0.00153932522526
105 => 0.001553038345591
106 => 0.0015233980801112
107 => 0.0015836248112372
108 => 0.0015831659844534
109 => 0.0015597364257629
110 => 0.0015795389283294
111 => 0.0015760977561928
112 => 0.0015496458421358
113 => 0.0015844633840942
114 => 0.0015844806531606
115 => 0.0015619302123236
116 => 0.0015355962343523
117 => 0.0015308883410718
118 => 0.0015273415759014
119 => 0.0015521660587798
120 => 0.0015744236125044
121 => 0.0016158394018703
122 => 0.0016262523153318
123 => 0.0016668946097989
124 => 0.0016426941022812
125 => 0.0016534218738148
126 => 0.0016650683873504
127 => 0.0016706521542257
128 => 0.0016615537057438
129 => 0.001724687918087
130 => 0.0017300183799911
131 => 0.0017318056377592
201 => 0.0017105171365777
202 => 0.0017294263082626
203 => 0.0017205793330372
204 => 0.0017435967048132
205 => 0.0017472061226082
206 => 0.0017441490741446
207 => 0.0017452947603235
208 => 0.0016914208477269
209 => 0.0016886272011512
210 => 0.0016505356318639
211 => 0.0016660582279071
212 => 0.0016370394786217
213 => 0.0016462416229463
214 => 0.0016502978404834
215 => 0.0016481791026303
216 => 0.0016669358521975
217 => 0.0016509887833146
218 => 0.0016089018465919
219 => 0.0015668034433114
220 => 0.0015662749321508
221 => 0.0015551911656656
222 => 0.0015471796325899
223 => 0.0015487229380847
224 => 0.0015541617479448
225 => 0.0015468635190736
226 => 0.0015484209662329
227 => 0.0015742849662929
228 => 0.0015794718070513
229 => 0.0015618448955247
301 => 0.0014910703021941
302 => 0.0014737020394661
303 => 0.0014861860022873
304 => 0.001480219472129
305 => 0.0011946526404012
306 => 0.0012617423316429
307 => 0.0012218799152577
308 => 0.0012402503507096
309 => 0.001199561145903
310 => 0.0012189801671407
311 => 0.0012153941829872
312 => 0.0013232724211756
313 => 0.001321588050868
314 => 0.0013223942697994
315 => 0.0012839113396124
316 => 0.0013452156923256
317 => 0.0013754164209053
318 => 0.0013698270698116
319 => 0.0013712337890641
320 => 0.001347061691623
321 => 0.0013226283085402
322 => 0.0012955279264306
323 => 0.0013458770866817
324 => 0.0013402791195506
325 => 0.0013531188420644
326 => 0.0013857738715196
327 => 0.0013905824486513
328 => 0.00139704522508
329 => 0.0013947287797821
330 => 0.0014499159046639
331 => 0.0014432323797044
401 => 0.0014593377518755
402 => 0.0014262077794019
403 => 0.0013887180708221
404 => 0.0013958436387922
405 => 0.0013951573892964
406 => 0.0013864206455754
407 => 0.0013785335039903
408 => 0.0013654036354394
409 => 0.0014069484823893
410 => 0.001405261837473
411 => 0.0014325666581587
412 => 0.0014277402658776
413 => 0.001395508437006
414 => 0.0013966596030798
415 => 0.0014044017481573
416 => 0.0014311974006689
417 => 0.0014391521747215
418 => 0.0014354672064374
419 => 0.0014441892530369
420 => 0.0014510828030426
421 => 0.0014450549767826
422 => 0.001530396285063
423 => 0.0014949566238897
424 => 0.001512229668158
425 => 0.0015163491874373
426 => 0.0015057971254275
427 => 0.0015080854898364
428 => 0.0015115517383739
429 => 0.0015325981207327
430 => 0.0015878299178618
501 => 0.0016122917048347
502 => 0.0016858861978661
503 => 0.0016102604939512
504 => 0.0016057731776511
505 => 0.0016190297681868
506 => 0.0016622375263645
507 => 0.0016972533560692
508 => 0.0017088701268939
509 => 0.0017104054749303
510 => 0.0017321993092658
511 => 0.001744691128676
512 => 0.0017295529645427
513 => 0.0017167249554717
514 => 0.0016707766192503
515 => 0.0016760952642811
516 => 0.0017127354542967
517 => 0.0017644918807903
518 => 0.0018089042790602
519 => 0.0017933526051144
520 => 0.0019120008995497
521 => 0.0019237643933081
522 => 0.00192213905883
523 => 0.0019489380482543
524 => 0.0018957475117663
525 => 0.0018730075268996
526 => 0.0017194985166369
527 => 0.0017626282869696
528 => 0.0018253199410707
529 => 0.0018170224655688
530 => 0.0017714941106078
531 => 0.0018088697417203
601 => 0.0017965121892305
602 => 0.0017867652748664
603 => 0.0018314177791004
604 => 0.0017823205164714
605 => 0.0018248301583185
606 => 0.0017703111029436
607 => 0.001793423643851
608 => 0.0017803038478041
609 => 0.0017887939637482
610 => 0.0017391609194209
611 => 0.0017659417053658
612 => 0.0017380467506785
613 => 0.0017380335248379
614 => 0.0017374177421671
615 => 0.0017702360326516
616 => 0.0017713062359261
617 => 0.0017470534696724
618 => 0.0017435582671558
619 => 0.0017564818627694
620 => 0.0017413517170009
621 => 0.001748431016978
622 => 0.0017415661417855
623 => 0.0017400207137832
624 => 0.0017277064805285
625 => 0.0017224011702555
626 => 0.0017244815191145
627 => 0.0017173802159652
628 => 0.0017131014239524
629 => 0.0017365665827402
630 => 0.0017240300949817
701 => 0.0017346451861926
702 => 0.0017225479500264
703 => 0.0016806136589595
704 => 0.0016564968047198
705 => 0.0015772868162052
706 => 0.0015997506706882
707 => 0.0016146442294511
708 => 0.0016097219083688
709 => 0.0016202969587389
710 => 0.0016209461809446
711 => 0.0016175081242694
712 => 0.0016135272950819
713 => 0.001611589647587
714 => 0.0016260312845287
715 => 0.0016344151408565
716 => 0.001616138997323
717 => 0.0016118571526035
718 => 0.0016303353427694
719 => 0.0016416070280961
720 => 0.0017248308195354
721 => 0.0017186653322563
722 => 0.0017341394954111
723 => 0.0017323973421103
724 => 0.0017486167303241
725 => 0.0017751285752287
726 => 0.0017212225817092
727 => 0.0017305787982552
728 => 0.0017282848700247
729 => 0.0017533293769448
730 => 0.0017534075631617
731 => 0.0017383921301972
801 => 0.0017465322400048
802 => 0.0017419886540224
803 => 0.0017501995279951
804 => 0.0017185829884148
805 => 0.0017570885208291
806 => 0.0017789186764663
807 => 0.0017792217881985
808 => 0.0017895691087157
809 => 0.0018000825856376
810 => 0.0018202622890582
811 => 0.0017995197846617
812 => 0.0017622060384945
813 => 0.0017648999704451
814 => 0.0017430229347198
815 => 0.0017433906916427
816 => 0.0017414275763664
817 => 0.0017473190330871
818 => 0.0017198758318596
819 => 0.001726316696335
820 => 0.0017172994483518
821 => 0.0017305591965191
822 => 0.001716293899406
823 => 0.001728283763823
824 => 0.0017334581918351
825 => 0.0017525519425972
826 => 0.0017134737368938
827 => 0.0016337906301025
828 => 0.0016505409852143
829 => 0.001625765894292
830 => 0.0016280589232823
831 => 0.0016326912067755
901 => 0.0016176764603851
902 => 0.0016205408008273
903 => 0.0016204384664307
904 => 0.0016195566038859
905 => 0.0016156506884527
906 => 0.0016099863383128
907 => 0.0016325513658752
908 => 0.0016363856037664
909 => 0.0016449086396371
910 => 0.0016702674131579
911 => 0.0016677334736821
912 => 0.0016718664340993
913 => 0.0016628442047142
914 => 0.0016284774386271
915 => 0.0016303437193691
916 => 0.0016070711686108
917 => 0.0016443135081904
918 => 0.0016354940306031
919 => 0.0016298080560285
920 => 0.0016282565851856
921 => 0.001653678218201
922 => 0.0016612847692345
923 => 0.0016565448770871
924 => 0.001646823220008
925 => 0.0016654916755497
926 => 0.0016704865666938
927 => 0.0016716047386165
928 => 0.0017046816625152
929 => 0.0016734533712236
930 => 0.00168097033132
1001 => 0.0017396155081812
1002 => 0.0016864324252493
1003 => 0.0017146046904026
1004 => 0.0017132258046247
1005 => 0.0017276377821797
1006 => 0.0017120436018111
1007 => 0.0017122369103663
1008 => 0.0017250337700831
1009 => 0.0017070628885366
1010 => 0.0017026130455406
1011 => 0.001696465619312
1012 => 0.001709888299583
1013 => 0.0017179345893499
1014 => 0.0017827817755223
1015 => 0.0018246760151807
1016 => 0.0018228572757489
1017 => 0.0018394771496177
1018 => 0.0018319897442192
1019 => 0.0018078109371098
1020 => 0.0018490812125542
1021 => 0.0018360215705819
1022 => 0.0018370981915986
1023 => 0.0018370581197106
1024 => 0.0018457416399285
1025 => 0.0018395885700212
1026 => 0.0018274602376343
1027 => 0.0018355115906783
1028 => 0.0018594212308076
1029 => 0.0019336374874065
1030 => 0.0019751698878338
1031 => 0.0019311371847512
1101 => 0.0019615103537162
1102 => 0.0019432972754039
1103 => 0.0019399874172824
1104 => 0.001959064011952
1105 => 0.0019781739976752
1106 => 0.0019769567741994
1107 => 0.0019630839058729
1108 => 0.0019552474745663
1109 => 0.0020145875578171
1110 => 0.0020583083203243
1111 => 0.002055326857429
1112 => 0.0020684860650251
1113 => 0.0021071219055262
1114 => 0.0021106542825815
1115 => 0.0021102092842633
1116 => 0.0021014539191663
1117 => 0.0021394959216375
1118 => 0.0021712312293843
1119 => 0.0020994273051132
1120 => 0.0021267692994932
1121 => 0.0021390440016745
1122 => 0.0021570669062166
1123 => 0.0021874745671687
1124 => 0.0022205053521964
1125 => 0.0022251762673634
1126 => 0.0022218620295285
1127 => 0.0022000773388876
1128 => 0.0022362200180041
1129 => 0.0022573915517805
1130 => 0.0022699987156423
1201 => 0.002301968385564
1202 => 0.0021391198060564
1203 => 0.0020238474873813
1204 => 0.0020058460502677
1205 => 0.0020424526805097
1206 => 0.0020521055569721
1207 => 0.0020482144945738
1208 => 0.0019184650198043
1209 => 0.0020051629461353
1210 => 0.0020984426250988
1211 => 0.0021020258774612
1212 => 0.0021487236351365
1213 => 0.0021639303392413
1214 => 0.0022015281549849
1215 => 0.0021991764013733
1216 => 0.002208330871195
1217 => 0.0022062264171163
1218 => 0.0022758684536271
1219 => 0.002352693961841
1220 => 0.0023500337387817
1221 => 0.0023389891630178
1222 => 0.0023553922414072
1223 => 0.0024346843990058
1224 => 0.002427384447765
1225 => 0.0024344757285871
1226 => 0.0025279656511059
1227 => 0.0026495158491669
1228 => 0.0025930435787272
1229 => 0.0027155721561232
1230 => 0.0027926974006332
1231 => 0.0029260775361141
]
'min_raw' => 0.0011946526404012
'max_raw' => 0.0029260775361141
'avg_raw' => 0.0020603650882576
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001194'
'max' => '$0.002926'
'avg' => '$0.00206'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00053268752694957
'max_diff' => 0.0011870909157389
'year' => 2028
]
3 => [
'items' => [
101 => 0.0029093776862409
102 => 0.002961301594195
103 => 0.002879481469604
104 => 0.0026916059249677
105 => 0.0026618739008703
106 => 0.002721398166048
107 => 0.0028677327636946
108 => 0.0027167895688075
109 => 0.0027473251805443
110 => 0.0027385309223099
111 => 0.0027380623136618
112 => 0.0027559471997915
113 => 0.0027300042396474
114 => 0.002624307952971
115 => 0.0026727479382826
116 => 0.0026540429336747
117 => 0.0026747975308377
118 => 0.0027868015318796
119 => 0.0027372818931771
120 => 0.0026851169764527
121 => 0.0027505433583468
122 => 0.0028338536254419
123 => 0.00282864021865
124 => 0.0028185240304388
125 => 0.0028755484537191
126 => 0.0029697360943896
127 => 0.0029951946351863
128 => 0.0030139876095254
129 => 0.0030165788431769
130 => 0.0030432701602297
131 => 0.0028997442213587
201 => 0.0031275235723546
202 => 0.003166854773994
203 => 0.0031594621381971
204 => 0.0032031771135093
205 => 0.0031903150588305
206 => 0.0031716799595956
207 => 0.0032409774939074
208 => 0.0031615334628416
209 => 0.0030487726624691
210 => 0.002986909857229
211 => 0.0030683757894993
212 => 0.0031181241915675
213 => 0.003151004720742
214 => 0.0031609543490033
215 => 0.0029108857314273
216 => 0.0027761126159952
217 => 0.0028625006378103
218 => 0.0029678999866074
219 => 0.0028991587226544
220 => 0.0029018532500569
221 => 0.0028038462725463
222 => 0.0029765714294201
223 => 0.0029514068269108
224 => 0.0030819608292444
225 => 0.0030508030688261
226 => 0.003157264789652
227 => 0.0031292298506378
228 => 0.0032456013150735
301 => 0.0032920250428686
302 => 0.0033699777071128
303 => 0.0034273200042553
304 => 0.0034609924979207
305 => 0.0034589709277033
306 => 0.0035923981231754
307 => 0.0035137207675967
308 => 0.0034148834661608
309 => 0.0034130958112056
310 => 0.0034642850501546
311 => 0.0035715636519098
312 => 0.0035993794325048
313 => 0.0036149246591588
314 => 0.003591116603405
315 => 0.0035057179727811
316 => 0.0034688432770586
317 => 0.003500261586177
318 => 0.0034618396939313
319 => 0.0035281666592262
320 => 0.0036192477492515
321 => 0.003600439864335
322 => 0.0036633118037753
323 => 0.0037283776467751
324 => 0.0038214247245547
325 => 0.0038457506762096
326 => 0.0038859605492621
327 => 0.0039273497168883
328 => 0.0039406428020605
329 => 0.0039660234262563
330 => 0.0039658896578386
331 => 0.0040423758771657
401 => 0.0041267425456645
402 => 0.0041585890099299
403 => 0.004231818198484
404 => 0.004106415779342
405 => 0.0042015349547804
406 => 0.0042873348320132
407 => 0.0041850406812625
408 => 0.0043260293365921
409 => 0.0043315036065913
410 => 0.0044141585842278
411 => 0.0043303719296155
412 => 0.0042806196815632
413 => 0.0044242525574978
414 => 0.0044937519817694
415 => 0.0044728181895737
416 => 0.0043135109973359
417 => 0.0042207873784466
418 => 0.0039781117827629
419 => 0.0042655715086558
420 => 0.0044055847558231
421 => 0.0043131483968504
422 => 0.0043597679196143
423 => 0.0046141089193831
424 => 0.0047109455047348
425 => 0.0046908041719205
426 => 0.0046942077256115
427 => 0.004746458989359
428 => 0.0049781698681117
429 => 0.0048393233385469
430 => 0.004945466307919
501 => 0.005001764156147
502 => 0.0050540567350943
503 => 0.004925642688439
504 => 0.0047585779005174
505 => 0.0047056614692799
506 => 0.0043039574226721
507 => 0.0042830469825339
508 => 0.0042713093188332
509 => 0.0041973050095255
510 => 0.0041391578938959
511 => 0.0040929171486833
512 => 0.0039715676245901
513 => 0.0040125195267189
514 => 0.0038191137129282
515 => 0.0039428478987103
516 => 0.0036341675499538
517 => 0.0038912457168843
518 => 0.003751329758534
519 => 0.0038452795615386
520 => 0.0038449517795265
521 => 0.0036719604053828
522 => 0.0035721825910146
523 => 0.0036357648977407
524 => 0.0037039301777208
525 => 0.003714989765062
526 => 0.0038033678298521
527 => 0.0038280322480549
528 => 0.0037532979094289
529 => 0.0036277708358334
530 => 0.0036569279120619
531 => 0.0035715917237955
601 => 0.0034220433362676
602 => 0.0035294515990544
603 => 0.0035661255023778
604 => 0.0035823227873516
605 => 0.0034352591239663
606 => 0.0033890485280231
607 => 0.0033644463944875
608 => 0.0036087867636368
609 => 0.003622172280626
610 => 0.0035536900831879
611 => 0.0038632361093565
612 => 0.0037931763101509
613 => 0.0038714502709311
614 => 0.0036542822130042
615 => 0.0036625783252726
616 => 0.0035597674863775
617 => 0.003617334686336
618 => 0.0035766480448828
619 => 0.0036126838254695
620 => 0.0036342835237721
621 => 0.0037370774924202
622 => 0.003892419458886
623 => 0.0037217235013809
624 => 0.0036473488282848
625 => 0.0036934904571746
626 => 0.0038163716953809
627 => 0.0040025430614382
628 => 0.0038923258656844
629 => 0.0039412383855506
630 => 0.0039519235951748
701 => 0.0038706535154882
702 => 0.0040055396051987
703 => 0.0040778261564872
704 => 0.004151977200515
705 => 0.0042163604743793
706 => 0.0041223596429139
707 => 0.0042229540070717
708 => 0.0041418927068562
709 => 0.0040691723405996
710 => 0.0040692826273776
711 => 0.0040236640793498
712 => 0.0039352723942391
713 => 0.0039189716113329
714 => 0.0040037703425728
715 => 0.0040717708945574
716 => 0.0040773717457195
717 => 0.0041150203452927
718 => 0.0041373003987088
719 => 0.0043556752104495
720 => 0.0044435073662228
721 => 0.0045509068637248
722 => 0.0045927450207058
723 => 0.0047186628734093
724 => 0.0046169739808033
725 => 0.0045949729492348
726 => 0.0042895374259918
727 => 0.0043395524758121
728 => 0.0044196313963087
729 => 0.0042908578978959
730 => 0.0043725350430653
731 => 0.0043886598416803
801 => 0.0042864822236956
802 => 0.0043410597042955
803 => 0.0041961180969176
804 => 0.0038955787898472
805 => 0.0040058741913612
806 => 0.0040870887319062
807 => 0.0039711855688678
808 => 0.0041789375025423
809 => 0.0040575731117601
810 => 0.0040191064264003
811 => 0.0038690341724481
812 => 0.0039398624995027
813 => 0.0040356588260081
814 => 0.0039764678337461
815 => 0.0040992980302619
816 => 0.0042732583461452
817 => 0.0043972328267595
818 => 0.0044067500479839
819 => 0.0043270427625939
820 => 0.0044547741961164
821 => 0.004455704580162
822 => 0.0043116230013505
823 => 0.004223373836578
824 => 0.0042033234406639
825 => 0.0042534132607691
826 => 0.0043142315494676
827 => 0.0044101250397329
828 => 0.0044680714675508
829 => 0.0046191650188894
830 => 0.0046600466016901
831 => 0.0047049630666665
901 => 0.0047649853155999
902 => 0.0048370574148331
903 => 0.0046793677647777
904 => 0.0046856330685447
905 => 0.0045387946497749
906 => 0.0043818767405601
907 => 0.0045009578735606
908 => 0.0046566406142595
909 => 0.0046209268215291
910 => 0.0046169082902803
911 => 0.0046236663451931
912 => 0.0045967393117777
913 => 0.0044749493376025
914 => 0.0044137871750173
915 => 0.0044927019688841
916 => 0.0045346416697308
917 => 0.0045996864882179
918 => 0.0045916683414098
919 => 0.004759216808529
920 => 0.0048243210764488
921 => 0.0048076646187462
922 => 0.0048107298078236
923 => 0.0049285979751073
924 => 0.0050596916185643
925 => 0.0051824781149915
926 => 0.0053073818129601
927 => 0.0051568055299847
928 => 0.0050803521797438
929 => 0.0051592325218802
930 => 0.0051173775020214
1001 => 0.0053578888611353
1002 => 0.0053745413458103
1003 => 0.0056150353132154
1004 => 0.0058432927257717
1005 => 0.0056999283346014
1006 => 0.005835114498201
1007 => 0.0059813293560237
1008 => 0.0062634015392693
1009 => 0.0061684095513712
1010 => 0.0060956471773555
1011 => 0.0060268870854959
1012 => 0.0061699659212986
1013 => 0.0063540345578184
1014 => 0.0063936811791373
1015 => 0.0064579238518489
1016 => 0.0063903805367129
1017 => 0.0064717290201421
1018 => 0.0067589249129821
1019 => 0.0066813220475884
1020 => 0.0065711135034464
1021 => 0.0067978270782567
1022 => 0.0068798738396539
1023 => 0.0074557209793618
1024 => 0.0081827517803018
1025 => 0.007881756254771
1026 => 0.0076949186190091
1027 => 0.0077388298952612
1028 => 0.0080043169322187
1029 => 0.0080895829423521
1030 => 0.0078578005338533
1031 => 0.0079396699989638
1101 => 0.0083907788009512
1102 => 0.0086327841999143
1103 => 0.008304108362461
1104 => 0.0073973047624004
1105 => 0.0065611904298642
1106 => 0.0067829656015719
1107 => 0.006757823179585
1108 => 0.0072424833103513
1109 => 0.0066794712449138
1110 => 0.0066889509241708
1111 => 0.0071836333131774
1112 => 0.0070516605327936
1113 => 0.0068378815303685
1114 => 0.0065627512531639
1115 => 0.0060541474892808
1116 => 0.0056036629521443
1117 => 0.0064871668698619
1118 => 0.0064490685743823
1119 => 0.0063938965966768
1120 => 0.0065166758628289
1121 => 0.007112857127761
1122 => 0.0070991132199538
1123 => 0.0070116814906883
1124 => 0.0070779976867483
1125 => 0.0068262559805651
1126 => 0.0068911355503006
1127 => 0.0065610579850821
1128 => 0.0067102668298176
1129 => 0.0068374228566423
1130 => 0.0068629513116045
1201 => 0.0069204682241496
1202 => 0.0064289925038645
1203 => 0.0066496506733034
1204 => 0.0067792666749744
1205 => 0.0061936568639546
1206 => 0.0067676910518896
1207 => 0.0064204370050091
1208 => 0.0063025737659171
1209 => 0.0064612610900535
1210 => 0.0063994204855091
1211 => 0.0063462535651239
1212 => 0.0063165855100253
1213 => 0.0064331079671902
1214 => 0.006427672055289
1215 => 0.0062370186993329
1216 => 0.005988319168513
1217 => 0.00607179089434
1218 => 0.0060414648337955
1219 => 0.0059315592782424
1220 => 0.0060056223526378
1221 => 0.0056794860554647
1222 => 0.0051183855072681
1223 => 0.0054890657163814
1224 => 0.005474794931553
1225 => 0.005467598954714
1226 => 0.0057461548870141
1227 => 0.0057193781615022
1228 => 0.0056707781424997
1229 => 0.0059306667007808
1230 => 0.0058358038810138
1231 => 0.0061281487390444
]
'min_raw' => 0.002624307952971
'max_raw' => 0.0086327841999143
'avg_raw' => 0.0056285460764426
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.002624'
'max' => '$0.008632'
'avg' => '$0.005628'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0014296553125698
'max_diff' => 0.0057067066638001
'year' => 2029
]
4 => [
'items' => [
101 => 0.0063207059702232
102 => 0.0062718672278224
103 => 0.006452968234456
104 => 0.0060737139143139
105 => 0.0061996869864228
106 => 0.0062256498619933
107 => 0.0059274597163131
108 => 0.0057237591649493
109 => 0.0057101746605297
110 => 0.00535698597613
111 => 0.0055456565204969
112 => 0.0057116787918221
113 => 0.005632167007706
114 => 0.0056069959522018
115 => 0.0057355894158368
116 => 0.0057455822292897
117 => 0.0055177450235712
118 => 0.005565119593306
119 => 0.0057626794244672
120 => 0.005560141592447
121 => 0.0051666436691989
122 => 0.0050690507436989
123 => 0.0050560300484427
124 => 0.0047913502942943
125 => 0.0050755723696396
126 => 0.0049515018170733
127 => 0.0053434392060367
128 => 0.0051195666714632
129 => 0.0051099159739461
130 => 0.0050953275291994
131 => 0.0048675067310209
201 => 0.004917385007055
202 => 0.0050831879932681
203 => 0.0051423483666533
204 => 0.0051361774550226
205 => 0.0050823754681822
206 => 0.005107005742247
207 => 0.0050276630477279
208 => 0.0049996454909179
209 => 0.0049112143747892
210 => 0.0047812450637994
211 => 0.0047993180936407
212 => 0.0045418148802498
213 => 0.0044015134628645
214 => 0.0043626798796752
215 => 0.0043107499892674
216 => 0.004368545498977
217 => 0.0045410854059998
218 => 0.004332965671747
219 => 0.0039761589852724
220 => 0.0039976036750986
221 => 0.0040457835261523
222 => 0.0039560006924553
223 => 0.003871028775263
224 => 0.0039449049632721
225 => 0.0037937212665134
226 => 0.004064053353617
227 => 0.0040567416282577
228 => 0.0041575047131058
301 => 0.004220513937928
302 => 0.0040752980741917
303 => 0.0040387766771675
304 => 0.0040595809247174
305 => 0.0037157330547508
306 => 0.004129405006356
307 => 0.0041329824585716
308 => 0.0041023501407675
309 => 0.0043226176843087
310 => 0.0047874509043502
311 => 0.0046125619490976
312 => 0.0045448396595771
313 => 0.0044160995376941
314 => 0.0045876381062712
315 => 0.004574466620623
316 => 0.0045149001673843
317 => 0.0044788741906069
318 => 0.004545253157436
319 => 0.0044706491020332
320 => 0.0044572481637005
321 => 0.0043760530577692
322 => 0.0043470700990936
323 => 0.004325612270335
324 => 0.0043019893092746
325 => 0.0043540956748988
326 => 0.004236015795231
327 => 0.0040936230358649
328 => 0.0040817846186346
329 => 0.0041144715294517
330 => 0.0041000100046695
331 => 0.0040817153824177
401 => 0.0040467859662952
402 => 0.0040364231546805
403 => 0.0040700972651067
404 => 0.0040320811577582
405 => 0.0040881759949955
406 => 0.0040729213031358
407 => 0.003987709834456
408 => 0.0038815047951546
409 => 0.0038805593475322
410 => 0.0038576776460259
411 => 0.0038285343588707
412 => 0.0038204273630922
413 => 0.0039386833167754
414 => 0.0041834696017969
415 => 0.0041354121968078
416 => 0.0041701385970334
417 => 0.0043409581161615
418 => 0.0043952565045702
419 => 0.0043567167946056
420 => 0.0043039612625801
421 => 0.0043062822382504
422 => 0.0044865638613669
423 => 0.0044978078050627
424 => 0.0045262176233484
425 => 0.0045627322684591
426 => 0.0043629353965617
427 => 0.0042968718235515
428 => 0.0042655672375917
429 => 0.0041691612292351
430 => 0.0042731268440212
501 => 0.0042125505325368
502 => 0.0042207243465375
503 => 0.0042154011394466
504 => 0.004218307970472
505 => 0.0040639777902892
506 => 0.0041202075965924
507 => 0.0040267146376631
508 => 0.0039015380607341
509 => 0.0039011184249557
510 => 0.0039317552148215
511 => 0.0039135312533916
512 => 0.0038644910417646
513 => 0.0038714569723629
514 => 0.0038104280904248
515 => 0.0038788669835938
516 => 0.0038808295661638
517 => 0.003854476864402
518 => 0.0039599164220761
519 => 0.0040031150948857
520 => 0.0039857691820566
521 => 0.004001898059401
522 => 0.0041374091989513
523 => 0.0041595034274635
524 => 0.0041693162243058
525 => 0.0041561683764836
526 => 0.0040043749542707
527 => 0.0040111076380213
528 => 0.0039617076718651
529 => 0.0039199699061034
530 => 0.0039216391978481
531 => 0.0039430978349794
601 => 0.0040368089618642
602 => 0.0042340185038206
603 => 0.0042415024617796
604 => 0.0042505732371483
605 => 0.0042136778351173
606 => 0.0042025498288234
607 => 0.0042172305415072
608 => 0.004291292076681
609 => 0.0044817984526584
610 => 0.004414460775895
611 => 0.0043597141965129
612 => 0.0044077417062028
613 => 0.0044003482475381
614 => 0.0043379400158942
615 => 0.004336188424689
616 => 0.0042164070750459
617 => 0.0041721266373721
618 => 0.0041351225893187
619 => 0.0040947151348594
620 => 0.0040707602413858
621 => 0.0041075658450656
622 => 0.0041159837220983
623 => 0.0040355076264005
624 => 0.0040245390319263
625 => 0.0040902575488703
626 => 0.0040613372797965
627 => 0.0040910824937271
628 => 0.0040979836385087
629 => 0.004096872395252
630 => 0.0040666763128672
701 => 0.0040859223953191
702 => 0.004040399672787
703 => 0.0039909005493252
704 => 0.0039593231924609
705 => 0.0039317677604683
706 => 0.0039470571156689
707 => 0.0038925533561046
708 => 0.003875116506476
709 => 0.004079402255635
710 => 0.0042303103349806
711 => 0.0042281160717407
712 => 0.0042147590585869
713 => 0.0041949132464114
714 => 0.0042898402319084
715 => 0.0042567695682862
716 => 0.0042808312392178
717 => 0.004286955944335
718 => 0.0043054935820817
719 => 0.0043121191942123
720 => 0.00429209199257
721 => 0.0042248782577419
722 => 0.0040573880210404
723 => 0.0039794208637245
724 => 0.0039536904031646
725 => 0.0039546256565369
726 => 0.0039288271933752
727 => 0.0039364259969824
728 => 0.0039261846395858
729 => 0.0039067899863271
730 => 0.0039458595504829
731 => 0.0039503619537937
801 => 0.0039412426506732
802 => 0.0039433905766816
803 => 0.0038678866417493
804 => 0.0038736270419363
805 => 0.0038416637642404
806 => 0.0038356710349955
807 => 0.0037548706523413
808 => 0.0036117210622665
809 => 0.0036910398310349
810 => 0.0035952339122694
811 => 0.0035589507591364
812 => 0.0037307095628802
813 => 0.0037134697428319
814 => 0.003683962664879
815 => 0.0036403155467727
816 => 0.0036241264060952
817 => 0.003525766312198
818 => 0.0035199546731198
819 => 0.0035687045916012
820 => 0.0035462081816043
821 => 0.003514614701912
822 => 0.0034001863210459
823 => 0.0032715309350175
824 => 0.0032754142324228
825 => 0.0033163371169998
826 => 0.0034353259231106
827 => 0.0033888349380359
828 => 0.0033551051949416
829 => 0.0033487886279724
830 => 0.0034278536882206
831 => 0.0035397473131142
901 => 0.0035922452984355
902 => 0.0035402213893696
903 => 0.0034804591238009
904 => 0.0034840965759944
905 => 0.0035082949158304
906 => 0.0035108378192011
907 => 0.003471938727976
908 => 0.0034828885943031
909 => 0.0034662547460755
910 => 0.003364172850206
911 => 0.0033623265124149
912 => 0.0033372739688756
913 => 0.0033365153878137
914 => 0.0032938947616035
915 => 0.0032879318413742
916 => 0.0032033060011467
917 => 0.0032590069854551
918 => 0.0032216456896139
919 => 0.0031653334041426
920 => 0.0031556251449019
921 => 0.0031553333029061
922 => 0.0032131534288885
923 => 0.0032583313236184
924 => 0.0032222956053508
925 => 0.0032140909708244
926 => 0.0033016950024929
927 => 0.0032905465909346
928 => 0.0032808921384246
929 => 0.003529728466265
930 => 0.0033327550958386
1001 => 0.0032468634634857
1002 => 0.0031405562580705
1003 => 0.0031751704202011
1004 => 0.0031824641327499
1005 => 0.0029268144670403
1006 => 0.002823097429501
1007 => 0.0027875056507116
1008 => 0.0027670220788245
1009 => 0.00277635669975
1010 => 0.0026829992011695
1011 => 0.0027457369842061
1012 => 0.0026648972817483
1013 => 0.0026513442425561
1014 => 0.0027958956446681
1015 => 0.0028160091278149
1016 => 0.0027301987599411
1017 => 0.0027853029075527
1018 => 0.0027653213776238
1019 => 0.0026662830464229
1020 => 0.0026625005106477
1021 => 0.0026128065574168
1022 => 0.0025350451432558
1023 => 0.002499506090367
1024 => 0.0024809970430583
1025 => 0.002488634236712
1026 => 0.0024847726378987
1027 => 0.0024595730935558
1028 => 0.0024862170462829
1029 => 0.0024181527571066
1030 => 0.0023910490087253
1031 => 0.0023788068743837
1101 => 0.0023183959001054
1102 => 0.0024145366250644
1103 => 0.0024334775590302
1104 => 0.0024524558124871
1105 => 0.0026176485518257
1106 => 0.0026093959893982
1107 => 0.002683995134582
1108 => 0.0026810963489792
1109 => 0.0026598194643467
1110 => 0.00257005578796
1111 => 0.0026058339894841
1112 => 0.00249571424636
1113 => 0.0025782234453232
1114 => 0.0025405696925829
1115 => 0.0025654926736455
1116 => 0.0025206789064804
1117 => 0.0025454806955447
1118 => 0.0024379691571359
1119 => 0.0023375763952979
1120 => 0.0023779773733089
1121 => 0.0024218978568191
1122 => 0.0025171286558004
1123 => 0.0024604099775642
1124 => 0.0024808081590286
1125 => 0.0024124776657372
1126 => 0.0022714923404364
1127 => 0.0022722903020667
1128 => 0.0022506027813014
1129 => 0.0022318615969304
1130 => 0.0024669248000516
1201 => 0.0024376909749441
1202 => 0.0023911107006638
1203 => 0.0024534602488145
1204 => 0.0024699464589659
1205 => 0.0024704157981921
1206 => 0.0025159044190481
1207 => 0.0025401817041532
1208 => 0.0025444606808767
1209 => 0.0026160380086403
1210 => 0.0026400297847789
1211 => 0.0027388485152504
1212 => 0.002538121946128
1213 => 0.0025339881145287
1214 => 0.00245433763482
1215 => 0.0024038220413644
1216 => 0.0024577964807218
1217 => 0.0025056104657468
1218 => 0.0024558233486157
1219 => 0.0024623244950496
1220 => 0.002395489358058
1221 => 0.002419379774647
1222 => 0.0024399574198001
1223 => 0.0024285956536446
1224 => 0.0024115865397942
1225 => 0.0025016902642382
1226 => 0.0024966062589858
1227 => 0.0025805129186637
1228 => 0.0026459241601055
1229 => 0.0027631527984273
1230 => 0.0026408186030714
1231 => 0.0026363602587583
]
'min_raw' => 0.0022318615969304
'max_raw' => 0.006452968234456
'avg_raw' => 0.0043424149156932
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.002231'
'max' => '$0.006452'
'avg' => '$0.004342'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00039244635604058
'max_diff' => -0.0021798159654583
'year' => 2030
]
5 => [
'items' => [
101 => 0.0026799412895603
102 => 0.0026400231127501
103 => 0.0026652500225655
104 => 0.0027590883532495
105 => 0.0027610710093083
106 => 0.0027278589658146
107 => 0.0027258380099497
108 => 0.0027322167462026
109 => 0.0027695772036721
110 => 0.0027565223118614
111 => 0.0027716297631742
112 => 0.0027905218623744
113 => 0.0028686675947505
114 => 0.0028875082662653
115 => 0.0028417352022526
116 => 0.0028458679974337
117 => 0.0028287476149943
118 => 0.0028122095400755
119 => 0.002849384717301
120 => 0.0029173230843604
121 => 0.0029169004433049
122 => 0.0029326608239295
123 => 0.0029424794104926
124 => 0.0029003308493191
125 => 0.0028728936858407
126 => 0.0028834148401904
127 => 0.0029002383951165
128 => 0.0028779591880701
129 => 0.002740441601447
130 => 0.002782155652571
131 => 0.0027752123947511
201 => 0.0027653243512865
202 => 0.0028072681522569
203 => 0.0028032225703308
204 => 0.0026820416850848
205 => 0.0026897992921878
206 => 0.0026825134508668
207 => 0.0027060554947181
208 => 0.0026387517651238
209 => 0.0026594539390494
210 => 0.0026724381484648
211 => 0.0026800859475598
212 => 0.0027077150420361
213 => 0.0027044730866931
214 => 0.00270751351754
215 => 0.0027484801708378
216 => 0.00295567544516
217 => 0.0029669526267907
218 => 0.0029114196600055
219 => 0.0029336039848969
220 => 0.002891014932284
221 => 0.0029196052486249
222 => 0.00293916601695
223 => 0.0028507746662082
224 => 0.0028455407040723
225 => 0.0028027758712896
226 => 0.0028257552701031
227 => 0.0027891933943135
228 => 0.0027981643997522
301 => 0.0027730806864675
302 => 0.0028182263762624
303 => 0.0028687062723839
304 => 0.0028814594876558
305 => 0.00284791126888
306 => 0.002823620147551
307 => 0.0027809729404901
308 => 0.0028518961962874
309 => 0.0028726363176296
310 => 0.0028517872572593
311 => 0.0028469560744106
312 => 0.0028378009916419
313 => 0.0028488983684988
314 => 0.0028725233624746
315 => 0.0028613822516007
316 => 0.002868741151614
317 => 0.0028406966132281
318 => 0.0029003448022467
319 => 0.0029950804815266
320 => 0.0029953850722263
321 => 0.0029842439012977
322 => 0.0029796851741936
323 => 0.0029911166916691
324 => 0.0029973178209542
325 => 0.0030342852522882
326 => 0.0030739527789571
327 => 0.0032590638176227
328 => 0.0032070853786992
329 => 0.0033713269045083
330 => 0.0035012206273303
331 => 0.0035401700752406
401 => 0.0035043384158763
402 => 0.0033817602447793
403 => 0.0033757459749152
404 => 0.0035589295137031
405 => 0.0035071717736579
406 => 0.0035010153551713
407 => 0.003435521463907
408 => 0.0034742364652204
409 => 0.0034657689265184
410 => 0.003452402502431
411 => 0.0035262680280267
412 => 0.0036645376979209
413 => 0.0036429870731832
414 => 0.0036269005315211
415 => 0.00355641398868
416 => 0.0035988626312097
417 => 0.003583747482655
418 => 0.003648691753156
419 => 0.003610220206003
420 => 0.0035067796578719
421 => 0.0035232529061063
422 => 0.0035207630077752
423 => 0.0035720049389922
424 => 0.0035566233831438
425 => 0.0035177595121307
426 => 0.0036640651072211
427 => 0.0036545648356704
428 => 0.0036680340486648
429 => 0.0036739636127742
430 => 0.003763017250312
501 => 0.0037994996762126
502 => 0.0038077818256068
503 => 0.0038424373085604
504 => 0.0038069195656205
505 => 0.0039490158611014
506 => 0.0040435016060475
507 => 0.0041532516609944
508 => 0.0043136259893056
509 => 0.004373928220296
510 => 0.004363035162012
511 => 0.0044846291474106
512 => 0.0047031308362894
513 => 0.0044072006005367
514 => 0.0047188158573591
515 => 0.0046201620648203
516 => 0.0043862556974167
517 => 0.0043711948849308
518 => 0.0045295989926453
519 => 0.0048809240577256
520 => 0.0047929211136189
521 => 0.0048810679990159
522 => 0.0047782399750028
523 => 0.0047731336969079
524 => 0.0048760738714061
525 => 0.0051165992000979
526 => 0.0050023346323935
527 => 0.0048385083557679
528 => 0.0049594751290091
529 => 0.0048546825150812
530 => 0.0046185554262958
531 => 0.004792853819426
601 => 0.0046763054476723
602 => 0.0047103204586022
603 => 0.0049552878007667
604 => 0.0049258126820543
605 => 0.0049639562149907
606 => 0.004896633877748
607 => 0.0048337441990052
608 => 0.004716355943383
609 => 0.0046816030680643
610 => 0.0046912075125249
611 => 0.0046815983085786
612 => 0.0046159206584117
613 => 0.0046017375761113
614 => 0.0045780984842357
615 => 0.0045854252272689
616 => 0.0045409768186825
617 => 0.0046248601491949
618 => 0.0046404296345154
619 => 0.0047014729271731
620 => 0.0047078106443201
621 => 0.0048778153454749
622 => 0.0047841796128918
623 => 0.0048469985464288
624 => 0.0048413794297385
625 => 0.0043913251576645
626 => 0.0044533386654938
627 => 0.0045498122227655
628 => 0.0045063510159814
629 => 0.0044449070379449
630 => 0.0043952877312627
701 => 0.0043201094078047
702 => 0.0044259214544001
703 => 0.0045650530438164
704 => 0.0047113392510298
705 => 0.0048870925439448
706 => 0.00484786645496
707 => 0.0047080536654702
708 => 0.0047143255650734
709 => 0.0047530959805189
710 => 0.0047028847698533
711 => 0.0046880765035887
712 => 0.0047510615521305
713 => 0.0047514952955439
714 => 0.0046937212294456
715 => 0.0046295159275198
716 => 0.0046292469049604
717 => 0.0046178221916324
718 => 0.0047802724061237
719 => 0.0048696035985247
720 => 0.004879845275769
721 => 0.0048689142520447
722 => 0.0048731211692394
723 => 0.0048211413166598
724 => 0.0049399518455103
725 => 0.0050489841359271
726 => 0.0050197611529603
727 => 0.0049759517472012
728 => 0.0049410554453672
729 => 0.0050115406932686
730 => 0.0050084020961336
731 => 0.005048031833988
801 => 0.0050462340001665
802 => 0.0050329080098759
803 => 0.0050197616288734
804 => 0.0050718855435489
805 => 0.0050568746932068
806 => 0.005041840526868
807 => 0.0050116872046599
808 => 0.0050157855419416
809 => 0.0049719837004941
810 => 0.0049517189644046
811 => 0.0046469859555188
812 => 0.0045655513381063
813 => 0.0045911723264988
814 => 0.0045996074211262
815 => 0.004564166971267
816 => 0.0046149794724606
817 => 0.0046070603979733
818 => 0.0046378688842996
819 => 0.0046186210795919
820 => 0.004619411016211
821 => 0.0046760147057917
822 => 0.0046924469976863
823 => 0.0046840894014039
824 => 0.0046899427753585
825 => 0.0048248313075873
826 => 0.0048056544717968
827 => 0.0047954671599916
828 => 0.004798289114983
829 => 0.0048327560270102
830 => 0.0048424048805542
831 => 0.0048015220100754
901 => 0.0048208026081342
902 => 0.0049028969475966
903 => 0.0049316253202713
904 => 0.0050233124954475
905 => 0.0049843621538231
906 => 0.0050558571916061
907 => 0.0052756085632965
908 => 0.0054511611646411
909 => 0.0052897157374265
910 => 0.0056120957333069
911 => 0.0058631148027636
912 => 0.0058534802727837
913 => 0.0058097092918483
914 => 0.0055239307549591
915 => 0.0052609530845957
916 => 0.0054809450724763
917 => 0.0054815058772952
918 => 0.005462608370435
919 => 0.0053452375783243
920 => 0.0054585241212855
921 => 0.0054675163956695
922 => 0.0054624831132532
923 => 0.0053724952021323
924 => 0.0052351002943966
925 => 0.0052619469304912
926 => 0.0053059222680707
927 => 0.0052226677798162
928 => 0.0051960629262516
929 => 0.0052455264108087
930 => 0.0054049080641782
1001 => 0.0053747778858437
1002 => 0.0053739910651218
1003 => 0.0055029007452207
1004 => 0.00541062923472
1005 => 0.0052622855525472
1006 => 0.0052248268163857
1007 => 0.0050918735382409
1008 => 0.0051837048410189
1009 => 0.0051870096861217
1010 => 0.0051367146200834
1011 => 0.0052663667199642
1012 => 0.005265171953039
1013 => 0.0053882573257075
1014 => 0.0056235503294948
1015 => 0.0055539626102094
1016 => 0.0054730396638028
1017 => 0.0054818382318271
1018 => 0.0055783368063375
1019 => 0.0055199915653403
1020 => 0.0055409729208004
1021 => 0.0055783050485432
1022 => 0.0056008284481149
1023 => 0.0054785974612441
1024 => 0.0054500995712206
1025 => 0.0053918028896327
1026 => 0.0053765943735655
1027 => 0.0054240758043187
1028 => 0.0054115661248589
1029 => 0.0051867319266878
1030 => 0.0051632355020133
1031 => 0.0051639561038129
1101 => 0.0051048732267746
1102 => 0.005014757657776
1103 => 0.0052515759925833
1104 => 0.0052325561660278
1105 => 0.0052115597495282
1106 => 0.0052141316907455
1107 => 0.0053169265033672
1108 => 0.0052573003207841
1109 => 0.0054158262997204
1110 => 0.0053832381241782
1111 => 0.0053498141848998
1112 => 0.0053451939783735
1113 => 0.0053323286133478
1114 => 0.0052882084896832
1115 => 0.0052349307891499
1116 => 0.0051997522364224
1117 => 0.0047964965802364
1118 => 0.0048713384843943
1119 => 0.0049574372730737
1120 => 0.0049871582299066
1121 => 0.0049363184766163
1122 => 0.0052902159530151
1123 => 0.0053548764321941
1124 => 0.0051590156230622
1125 => 0.0051223780626178
1126 => 0.0052926179053783
1127 => 0.0051899424692194
1128 => 0.0052361772118348
1129 => 0.0051362429873523
1130 => 0.0053393016162397
1201 => 0.0053377546497038
1202 => 0.0052587602567795
1203 => 0.0053255257767489
1204 => 0.0053139236246354
1205 => 0.0052247391495785
1206 => 0.0053421289231745
1207 => 0.0053421871470376
1208 => 0.0052661567613341
1209 => 0.005177369916024
1210 => 0.0051614969251343
1211 => 0.0051495387587351
1212 => 0.0052332362359496
1213 => 0.0053082791323048
1214 => 0.0054479153577103
1215 => 0.0054830232224521
1216 => 0.0056200515558023
1217 => 0.0055384578550807
1218 => 0.0055746272857953
1219 => 0.0056138943193143
1220 => 0.0056327203791806
1221 => 0.0056020443248905
1222 => 0.0058149057296955
1223 => 0.005832877754166
1224 => 0.0058389036185135
1225 => 0.0057671279504644
1226 => 0.0058308815429963
1227 => 0.0058010533483477
1228 => 0.0058786580243122
1229 => 0.0058908274284097
1230 => 0.0058805203760782
1231 => 0.0058843831370197
]
'min_raw' => 0.0026387517651238
'max_raw' => 0.0058908274284097
'avg_raw' => 0.0042647895967667
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.002638'
'max' => '$0.00589'
'avg' => '$0.004264'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00040689016819339
'max_diff' => -0.00056214080604632
'year' => 2031
]
6 => [
'items' => [
101 => 0.0057027434793436
102 => 0.0056933245048676
103 => 0.0055648961195469
104 => 0.0056172316358598
105 => 0.0055193928966195
106 => 0.0055504185686833
107 => 0.0055640943893055
108 => 0.0055569509167084
109 => 0.0056201906074285
110 => 0.0055664239513012
111 => 0.0054245249057244
112 => 0.0052825871998476
113 => 0.0052808052875702
114 => 0.0052434355950215
115 => 0.0052164241519093
116 => 0.0052216275141351
117 => 0.0052399648413042
118 => 0.0052153583531188
119 => 0.0052206093949538
120 => 0.0053078116769229
121 => 0.0053252994726736
122 => 0.0052658691097899
123 => 0.0050272476270513
124 => 0.0049686893166506
125 => 0.0050107798689049
126 => 0.0049906632959061
127 => 0.0040278547850963
128 => 0.0042540523631706
129 => 0.0041196534432228
130 => 0.0041815906489317
131 => 0.0040444041540967
201 => 0.0041098767399922
202 => 0.0040977863440533
203 => 0.0044615053559237
204 => 0.0044558263838325
205 => 0.0044585446072481
206 => 0.0043287967213305
207 => 0.0045354886266362
208 => 0.0046373124915903
209 => 0.0046184676041417
210 => 0.0046232104563154
211 => 0.0045417125421511
212 => 0.0044593336852028
213 => 0.004367962854832
214 => 0.004537718563885
215 => 0.0045188446268649
216 => 0.0045621346477608
217 => 0.0046722333594704
218 => 0.0046884458129939
219 => 0.0047102355149401
220 => 0.004702425457889
221 => 0.0048884927024702
222 => 0.0048659587314402
223 => 0.0049202591181566
224 => 0.0048085591029008
225 => 0.004682159932976
226 => 0.0047061842828785
227 => 0.0047038705447913
228 => 0.0046744140033559
229 => 0.004647821954839
301 => 0.0046035536863215
302 => 0.0047436250383818
303 => 0.0047379383972885
304 => 0.0048299985065922
305 => 0.0048137259880486
306 => 0.0047050541266535
307 => 0.004708935363443
308 => 0.0047350385461112
309 => 0.0048253819593669
310 => 0.0048522020354698
311 => 0.0048397779076237
312 => 0.0048691848966875
313 => 0.0048924269818241
314 => 0.0048721037447393
315 => 0.0051598379239463
316 => 0.0050403506319826
317 => 0.0050985879066985
318 => 0.0051124771535643
319 => 0.0050769001397769
320 => 0.0050846155201501
321 => 0.0050963022191
322 => 0.005167261566634
323 => 0.0053534794268158
324 => 0.0054359540494625
325 => 0.0056840830209212
326 => 0.0054291056801538
327 => 0.0054139763799538
328 => 0.0054586719004906
329 => 0.005604349873856
330 => 0.0057224081884324
331 => 0.0057615749423249
401 => 0.0057667514754244
402 => 0.0058402309094834
403 => 0.0058823479507757
404 => 0.0058313085734877
405 => 0.0057880580452816
406 => 0.0056331400217007
407 => 0.005651072204758
408 => 0.0057746071635322
409 => 0.0059491075689736
410 => 0.006098847070515
411 => 0.0060464135160237
412 => 0.0064464445244717
413 => 0.0064861059649791
414 => 0.0064806260363089
415 => 0.0065709807001987
416 => 0.0063916450927848
417 => 0.0063149756461517
418 => 0.0057974093003941
419 => 0.0059428243322951
420 => 0.0061541936210885
421 => 0.0061262181031226
422 => 0.0059727160756835
423 => 0.0060987306254623
424 => 0.0060570662744661
425 => 0.0060242038721799
426 => 0.0061747529077432
427 => 0.0060092180589279
428 => 0.006152542284344
429 => 0.0059687274827485
430 => 0.0060466530280839
501 => 0.006002418719717
502 => 0.0060310437383834
503 => 0.0058637024641652
504 => 0.0059539957537535
505 => 0.0058599459664616
506 => 0.0058599013746168
507 => 0.0058578252203496
508 => 0.005968474378018
509 => 0.0059720826430771
510 => 0.0058903127483786
511 => 0.0058785284290667
512 => 0.0059221012339745
513 => 0.0058710888911631
514 => 0.0058949572452967
515 => 0.0058718118392947
516 => 0.0058666013208869
517 => 0.0058250830237163
518 => 0.0058071957997259
519 => 0.0058142098411495
520 => 0.0057902673017844
521 => 0.0057758410557775
522 => 0.0058549554769155
523 => 0.0058126878331681
524 => 0.0058484773543078
525 => 0.0058076906779714
526 => 0.0056663062878805
527 => 0.0055849946300264
528 => 0.0053179326234846
529 => 0.0053936710772505
530 => 0.0054438857504544
531 => 0.00542728980126
601 => 0.0054629443219092
602 => 0.0054651332199031
603 => 0.0054535415717852
604 => 0.0054401199282468
605 => 0.0054335870144358
606 => 0.0054822780016674
607 => 0.0055105447586187
608 => 0.005448925464696
609 => 0.0054344889262755
610 => 0.0054967894345258
611 => 0.0055347927085686
612 => 0.0058153875319059
613 => 0.0057946001610837
614 => 0.0058467723825319
615 => 0.0058408985910448
616 => 0.0058955833908091
617 => 0.005984969926903
618 => 0.0058032221061555
619 => 0.0058347672434705
620 => 0.0058270331042845
621 => 0.0059114724079173
622 => 0.0059117360182064
623 => 0.0058611104376225
624 => 0.0058885553861633
625 => 0.0058732363688006
626 => 0.0059009199036643
627 => 0.005794322533073
628 => 0.0059241466239782
629 => 0.0059977485178418
630 => 0.0059987704802095
701 => 0.0060336571937601
702 => 0.0060691041152297
703 => 0.0061371413942144
704 => 0.0060672065924462
705 => 0.0059414006920807
706 => 0.0059504834717365
707 => 0.0058767235183829
708 => 0.0058779634365246
709 => 0.00587134465631
710 => 0.0058912081139723
711 => 0.0057986814450107
712 => 0.0058203972692763
713 => 0.0057899949881368
714 => 0.0058347011548488
715 => 0.0057866047096608
716 => 0.0058270293746484
717 => 0.0058444753199582
718 => 0.0059088512337357
719 => 0.0057770963348534
720 => 0.0055084391770098
721 => 0.0055649141687417
722 => 0.0054813832199554
723 => 0.0054891143272903
724 => 0.0055047323945035
725 => 0.005454109128752
726 => 0.005463766452535
727 => 0.0054634214249719
728 => 0.0054604481638323
729 => 0.0054472790972471
730 => 0.0054281813452781
731 => 0.0055042609111446
801 => 0.0055171883118929
802 => 0.0055459243223904
803 => 0.0056314231978087
804 => 0.0056228798439521
805 => 0.0056368144085526
806 => 0.005606395332269
807 => 0.0054905253809951
808 => 0.0054968176768164
809 => 0.0054183526470973
810 => 0.005543917795167
811 => 0.0055141823107252
812 => 0.0054950116504647
813 => 0.0054897807581977
814 => 0.0055754915687908
815 => 0.0056011375866727
816 => 0.005585156709369
817 => 0.0055523794637824
818 => 0.0056153214650314
819 => 0.0056321620892558
820 => 0.0056359320839613
821 => 0.0057474532422428
822 => 0.0056421648778637
823 => 0.0056675088336461
824 => 0.0058652351419091
825 => 0.00568592466468
826 => 0.0057809094235691
827 => 0.0057762604138983
828 => 0.0058248514024369
829 => 0.0057722745345734
830 => 0.0057729262878634
831 => 0.0058160717938471
901 => 0.005755481712026
902 => 0.0057404787556869
903 => 0.0057197522789576
904 => 0.005765007782633
905 => 0.0057921364103561
906 => 0.0060107732260223
907 => 0.0061520225799929
908 => 0.0061458905730183
909 => 0.0062019256381295
910 => 0.0061766813280745
911 => 0.0060951607917946
912 => 0.0062343064068541
913 => 0.0061902749121495
914 => 0.0061939048150747
915 => 0.0061937697099065
916 => 0.006223046804585
917 => 0.006202301299799
918 => 0.0061614097803833
919 => 0.0061885554792987
920 => 0.0062691685003126
921 => 0.0065193937910492
922 => 0.0066594231787896
923 => 0.0065109638460812
924 => 0.0066133691058338
925 => 0.0065519624407072
926 => 0.0065408030229636
927 => 0.0066051210937775
928 => 0.00666955174486
929 => 0.0066654477909274
930 => 0.0066186744467921
1001 => 0.0065922533715197
1002 => 0.0067923226051919
1003 => 0.0069397302084711
1004 => 0.0069296779981606
1005 => 0.0069740451853173
1006 => 0.0071043086190351
1007 => 0.0071162182748997
1008 => 0.0071147179320011
1009 => 0.0070851986072965
1010 => 0.007213459874636
1011 => 0.0073204576803929
1012 => 0.0070783657365227
1013 => 0.0071705511795322
1014 => 0.0072119361949286
1015 => 0.0072727016759114
1016 => 0.0073752232278064
1017 => 0.007486588825663
1018 => 0.0075023371422616
1019 => 0.0074911629580086
1020 => 0.0074177143525542
1021 => 0.0075395719185968
1022 => 0.007610953222873
1023 => 0.0076534591560374
1024 => 0.0077612471302294
1025 => 0.0072121917746946
1026 => 0.0068235431042253
1027 => 0.0067628500021767
1028 => 0.0068862718118309
1029 => 0.0069188171587662
1030 => 0.006905698170225
1031 => 0.0064682387572206
1101 => 0.0067605468689015
1102 => 0.0070750458191061
1103 => 0.0070871270046207
1104 => 0.0072445717549561
1105 => 0.0072958422195437
1106 => 0.0074226058803188
1107 => 0.0074146767788233
1108 => 0.0074455417129716
1109 => 0.0074384463991171
1110 => 0.007673249387465
1111 => 0.0079322719521939
1112 => 0.0079233028244186
1113 => 0.007886065266123
1114 => 0.0079413693901392
1115 => 0.0082087084354845
1116 => 0.00818409614021
1117 => 0.0082080048885988
1118 => 0.0085232126896292
1119 => 0.0089330276687555
1120 => 0.0087426274662001
1121 => 0.0091557411195629
1122 => 0.0094157742661409
1123 => 0.0098654747052184
1124 => 0.0098091699954246
1125 => 0.0099842350763032
1126 => 0.009708372813746
1127 => 0.0090749372979531
1128 => 0.0089746937028851
1129 => 0.0091753839187833
1130 => 0.0096687612315042
1201 => 0.0091598457114249
1202 => 0.009262798658324
1203 => 0.009233148202691
1204 => 0.0092315682559167
1205 => 0.0092918683981859
1206 => 0.0092043998967805
1207 => 0.0088480374867718
1208 => 0.0090113562792219
1209 => 0.0089482910502444
1210 => 0.0090182666236192
1211 => 0.0093958959330018
1212 => 0.0092289370137654
1213 => 0.0090530593549911
1214 => 0.009273648969471
1215 => 0.0095545353515193
1216 => 0.0095369579865321
1217 => 0.0095028505516883
1218 => 0.0096951123760956
1219 => 0.010012672582588
1220 => 0.010098507830342
1221 => 0.01016186965541
1222 => 0.01017060618058
1223 => 0.010260597819552
1224 => 0.0097766900959872
1225 => 0.010544664080916
1226 => 0.01067727197326
1227 => 0.010652347185534
1228 => 0.010799735276881
1229 => 0.010756369961532
1230 => 0.0106935404234
1231 => 0.010927181898531
]
'min_raw' => 0.0040278547850963
'max_raw' => 0.010927181898531
'avg_raw' => 0.0074775183418138
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.004027'
'max' => '$0.010927'
'avg' => '$0.007477'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0013891030199726
'max_diff' => 0.0050363544701217
'year' => 2032
]
7 => [
'items' => [
101 => 0.010659330801188
102 => 0.010279149890024
103 => 0.010070575123034
104 => 0.010345243201453
105 => 0.010512973412349
106 => 0.010623832412106
107 => 0.01065737827845
108 => 0.009814254475059
109 => 0.0093598575068213
110 => 0.0096511207537898
111 => 0.010006482017007
112 => 0.0097747160462274
113 => 0.009783800833491
114 => 0.0094533634661852
115 => 0.010035718391871
116 => 0.0099508741775741
117 => 0.010391046111431
118 => 0.010285995546816
119 => 0.0106449386715
120 => 0.010550416917277
121 => 0.010942771434418
122 => 0.01109929227388
123 => 0.011362115123861
124 => 0.011555448682188
125 => 0.011668977845519
126 => 0.01166216198039
127 => 0.012112021085513
128 => 0.011846754888102
129 => 0.011513518025711
130 => 0.011507490822219
131 => 0.011680078915255
201 => 0.012041776211025
202 => 0.012135559057337
203 => 0.012187970874334
204 => 0.012107700352134
205 => 0.011819772906644
206 => 0.011695447295507
207 => 0.011801376318256
208 => 0.011671834226019
209 => 0.011895460220311
210 => 0.01220254647441
211 => 0.012139134377289
212 => 0.012351111510691
213 => 0.012570485543117
214 => 0.012884200262191
215 => 0.012966216906579
216 => 0.013101787300939
217 => 0.01324133376929
218 => 0.013286152334042
219 => 0.013371724880536
220 => 0.013371273870976
221 => 0.013629152499535
222 => 0.013913600612672
223 => 0.014020973190392
224 => 0.0142678705123
225 => 0.013845067500846
226 => 0.014165768441845
227 => 0.014455048718292
228 => 0.014110156847086
301 => 0.014585509942043
302 => 0.014603966825547
303 => 0.014882643853435
304 => 0.014600151297612
305 => 0.014432408119713
306 => 0.014916676389053
307 => 0.01515099855028
308 => 0.015080418808341
309 => 0.014543303487239
310 => 0.014230679332397
311 => 0.01341248161848
312 => 0.014381672154125
313 => 0.014853736592363
314 => 0.014542080954386
315 => 0.014699261930256
316 => 0.015556790368497
317 => 0.015883281676925
318 => 0.015815373767119
319 => 0.015826849086017
320 => 0.016003017869808
321 => 0.01678424727506
322 => 0.016316116506677
323 => 0.01667398493858
324 => 0.016863797064471
325 => 0.017040105145343
326 => 0.016607148221462
327 => 0.016043877624894
328 => 0.01586546618247
329 => 0.01451109294325
330 => 0.014440591934404
331 => 0.01440101758174
401 => 0.014151506886093
402 => 0.013955459826046
403 => 0.013799555925136
404 => 0.013390417532302
405 => 0.0135284897295
406 => 0.012876408525142
407 => 0.013293586971351
408 => 0.012252849624145
409 => 0.013119606612576
410 => 0.012647870190377
411 => 0.012964628510573
412 => 0.012963523370634
413 => 0.012380270874837
414 => 0.01204386300743
415 => 0.012258235193732
416 => 0.012488059194333
417 => 0.012525347365209
418 => 0.012823320181008
419 => 0.012906477988994
420 => 0.012654505948531
421 => 0.012231282655884
422 => 0.01232958777407
423 => 0.012041870857347
424 => 0.011537658027662
425 => 0.011899792484654
426 => 0.012023441110199
427 => 0.012078051387346
428 => 0.011582215978585
429 => 0.011426413728042
430 => 0.011343465917161
501 => 0.012167276531047
502 => 0.012212406736123
503 => 0.011981514226186
504 => 0.013025170265227
505 => 0.012788958760787
506 => 0.01305286488447
507 => 0.01232066761498
508 => 0.012348638536709
509 => 0.012002004615351
510 => 0.012196096449225
511 => 0.012058918596914
512 => 0.0121804157471
513 => 0.01225324063797
514 => 0.012599817680113
515 => 0.013123563965683
516 => 0.012548050627343
517 => 0.012297291224325
518 => 0.012452860947633
519 => 0.01286716362154
520 => 0.013494853380272
521 => 0.013123248409669
522 => 0.013288160385361
523 => 0.013324186315626
524 => 0.013050178567867
525 => 0.013504956436772
526 => 0.013748675591327
527 => 0.013998681013327
528 => 0.014215753716257
529 => 0.013898823350043
530 => 0.014237984272076
531 => 0.01396468043888
601 => 0.013719498646872
602 => 0.013719870486444
603 => 0.013566064366783
604 => 0.013268045629122
605 => 0.013213086401469
606 => 0.013498991244303
607 => 0.013728259852966
608 => 0.013747143513698
609 => 0.0138740783957
610 => 0.013949197151336
611 => 0.014685463075562
612 => 0.014981595320997
613 => 0.015343700225219
614 => 0.015484760492527
615 => 0.015909301324221
616 => 0.015566450123108
617 => 0.015492272109112
618 => 0.014462474917671
619 => 0.014631104150079
620 => 0.014901095821465
621 => 0.014466926980888
622 => 0.014742307178343
623 => 0.01479667306267
624 => 0.014452174089822
625 => 0.014636185876142
626 => 0.014147505127368
627 => 0.013134215870595
628 => 0.013506084517379
629 => 0.013779905011045
630 => 0.01338912940476
701 => 0.01408957955392
702 => 0.013680391037007
703 => 0.013550697921658
704 => 0.013044718839749
705 => 0.013283521489489
706 => 0.013606505492588
707 => 0.013406938929593
708 => 0.013821069512877
709 => 0.014407588863399
710 => 0.014825577480412
711 => 0.014857665456241
712 => 0.014588926778564
713 => 0.015019582224609
714 => 0.015022719079376
715 => 0.014536937976958
716 => 0.014239399756568
717 => 0.014171798446869
718 => 0.014340679772514
719 => 0.014545732879058
720 => 0.014869044476557
721 => 0.015064414903636
722 => 0.015573837360989
723 => 0.015711672471662
724 => 0.015863111469297
725 => 0.016065480672196
726 => 0.016308476786674
727 => 0.015776815121972
728 => 0.015797939031052
729 => 0.015302863050239
730 => 0.014773803363663
731 => 0.015175293717553
801 => 0.015700188947241
802 => 0.015579777401593
803 => 0.015566228642923
804 => 0.015589013896894
805 => 0.015498227523749
806 => 0.015087604122713
807 => 0.014881391621351
808 => 0.015147458358527
809 => 0.015288860988069
810 => 0.015508164134882
811 => 0.015481130393109
812 => 0.016046031747862
813 => 0.016265535332589
814 => 0.016209376922528
815 => 0.016219711421507
816 => 0.016617112176796
817 => 0.017059103548377
818 => 0.017473086793761
819 => 0.01789420833196
820 => 0.017386529881008
821 => 0.017128762072869
822 => 0.017394712653631
823 => 0.017253595531953
824 => 0.018064496371172
825 => 0.018120641385893
826 => 0.018931483587752
827 => 0.01970106939061
828 => 0.019217706336397
829 => 0.019673495925369
830 => 0.020166469526914
831 => 0.021117495586377
901 => 0.02079722346705
902 => 0.020551900042949
903 => 0.020320070592569
904 => 0.020802470876922
905 => 0.021423071136211
906 => 0.021556742488026
907 => 0.021773341144354
908 => 0.021545614141649
909 => 0.0218198862331
910 => 0.022788187237187
911 => 0.022526543758453
912 => 0.022154967957364
913 => 0.022919348603473
914 => 0.023195974987846
915 => 0.025137483823734
916 => 0.027588718928773
917 => 0.026573891499609
918 => 0.025943955366051
919 => 0.026092005299722
920 => 0.026987113380538
921 => 0.027274593686785
922 => 0.026493123114
923 => 0.026769151731564
924 => 0.028290096552875
925 => 0.029106034651756
926 => 0.027997881118369
927 => 0.024940529469759
928 => 0.022121511621974
929 => 0.022869242097235
930 => 0.022784472666118
1001 => 0.024418538134887
1002 => 0.022520303648017
1003 => 0.022552265048482
1004 => 0.024220121260639
1005 => 0.02377516581753
1006 => 0.02305439498528
1007 => 0.022126774046703
1008 => 0.02041198094719
1009 => 0.018893140878408
1010 => 0.021871936021267
1011 => 0.021743484958119
1012 => 0.021557468783301
1013 => 0.021971427651307
1014 => 0.023981494410072
1015 => 0.023935155865331
1016 => 0.023640373685824
1017 => 0.02386396337089
1018 => 0.023015198632448
1019 => 0.023233944631558
1020 => 0.022121065075144
1021 => 0.022624133112599
1022 => 0.023052848534789
1023 => 0.023138919503034
1024 => 0.023332841789382
1025 => 0.021675797084702
1026 => 0.022419761508827
1027 => 0.022856770907961
1028 => 0.020882346544136
1029 => 0.022817742886546
1030 => 0.021646951622985
1031 => 0.021249567483438
1101 => 0.021784592875959
1102 => 0.021576092960164
1103 => 0.02139683697609
1104 => 0.021296809056967
1105 => 0.021689672656637
1106 => 0.021671345100139
1107 => 0.021028543999541
1108 => 0.020190036167735
1109 => 0.02047146691917
1110 => 0.020369220488746
1111 => 0.019998666234838
1112 => 0.020248375061081
1113 => 0.019148783765053
1114 => 0.017256994092019
1115 => 0.01850676829711
1116 => 0.018458653349707
1117 => 0.018434391611387
1118 => 0.019373562385291
1119 => 0.019283282785736
1120 => 0.019119424428524
1121 => 0.019995656847609
1122 => 0.019675820227654
1123 => 0.02066148132737
1124 => 0.021310701476206
1125 => 0.02114603824639
1126 => 0.021756632934323
1127 => 0.020477950515273
1128 => 0.020902677523047
1129 => 0.020990213170703
1130 => 0.019984844275571
1201 => 0.01929805364473
1202 => 0.019252252539639
1203 => 0.018061452231339
1204 => 0.018697568144229
1205 => 0.019257323823307
1206 => 0.018989244291824
1207 => 0.018904378320805
1208 => 0.019337940161559
1209 => 0.019371631629791
1210 => 0.018603462583626
1211 => 0.018763189253073
1212 => 0.01942927601702
1213 => 0.018746405575625
1214 => 0.017419699854246
1215 => 0.017090658492202
1216 => 0.01704675830907
1217 => 0.016154372038608
1218 => 0.017112646609386
1219 => 0.01669433407908
1220 => 0.018015778350165
1221 => 0.017260976469569
1222 => 0.0172284384691
1223 => 0.017179252509104
1224 => 0.016411138782105
1225 => 0.016579306872143
1226 => 0.017138323216156
1227 => 0.017337786545469
1228 => 0.017316980886067
1229 => 0.0171355837311
1230 => 0.01721862641974
1231 => 0.016951116985639
]
'min_raw' => 0.0093598575068213
'max_raw' => 0.029106034651756
'avg_raw' => 0.019232946079289
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.009359'
'max' => '$0.029106'
'avg' => '$0.019232'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0053320027217249
'max_diff' => 0.018178852753225
'year' => 2033
]
8 => [
'items' => [
101 => 0.016856653836731
102 => 0.01655850215464
103 => 0.01612030154847
104 => 0.016181236030399
105 => 0.015313045968151
106 => 0.014840009943904
107 => 0.014709079806907
108 => 0.014533994555768
109 => 0.014728856151908
110 => 0.015310586494787
111 => 0.014608896280298
112 => 0.013405897625401
113 => 0.013478199894371
114 => 0.013640641626008
115 => 0.013337932533761
116 => 0.013051443782398
117 => 0.013300522508141
118 => 0.012790796119211
119 => 0.013702239624864
120 => 0.013677587632327
121 => 0.014017317407946
122 => 0.014229757408597
123 => 0.013740151985363
124 => 0.013617017545453
125 => 0.013687160518574
126 => 0.01252785341829
127 => 0.01392257728478
128 => 0.013934638914695
129 => 0.013831359916538
130 => 0.014574007318176
131 => 0.016141224973165
201 => 0.015551574650174
202 => 0.015323244222836
203 => 0.014889187913559
204 => 0.015467542173958
205 => 0.015423133590491
206 => 0.0152223011346
207 => 0.015100837038641
208 => 0.015324638359737
209 => 0.015073105578258
210 => 0.015027923379045
211 => 0.014754168410537
212 => 0.014656450341836
213 => 0.014584103774039
214 => 0.014504457311521
215 => 0.014680137561174
216 => 0.0142820230028
217 => 0.013801935873052
218 => 0.013762021822828
219 => 0.013872228024775
220 => 0.0138234699843
221 => 0.013761788388089
222 => 0.013644021422938
223 => 0.013609082480071
224 => 0.013722617094424
225 => 0.013594443134298
226 => 0.01378357079446
227 => 0.013732138535807
228 => 0.013444842119878
301 => 0.013086764414874
302 => 0.013083576772206
303 => 0.013006429518028
304 => 0.012908170890666
305 => 0.012880837588386
306 => 0.013279545792596
307 => 0.014104859842978
308 => 0.013942830946797
309 => 0.014059913429677
310 => 0.014635843364656
311 => 0.014818914172168
312 => 0.014688974849266
313 => 0.014511105889768
314 => 0.014518931221286
315 => 0.015126763300484
316 => 0.015164673041682
317 => 0.015260458727542
318 => 0.015383570402904
319 => 0.01470994129993
320 => 0.014487203351114
321 => 0.014381657753935
322 => 0.014056618165908
323 => 0.014407145494807
324 => 0.014202908231334
325 => 0.014230466815915
326 => 0.014212519251553
327 => 0.014222319835304
328 => 0.013701984857829
329 => 0.013891567575619
330 => 0.01357634953712
331 => 0.013154307968454
401 => 0.013152893137129
402 => 0.013256187213154
403 => 0.013194743854836
404 => 0.013029401357458
405 => 0.013052887478816
406 => 0.012847124342461
407 => 0.013077870849031
408 => 0.013084487833189
409 => 0.012995637859312
410 => 0.013351134689565
411 => 0.013496782030978
412 => 0.013438299074821
413 => 0.01349267871087
414 => 0.01394956397895
415 => 0.014024056212949
416 => 0.01405714074261
417 => 0.014012811855724
418 => 0.013501029734855
419 => 0.013523729448181
420 => 0.01335717401329
421 => 0.013216452221987
422 => 0.01322208035565
423 => 0.013294429648932
424 => 0.013610383255927
425 => 0.014275288995363
426 => 0.014300521682135
427 => 0.014331104434592
428 => 0.01420670901069
429 => 0.014169190160537
430 => 0.014218687208326
501 => 0.014468390844975
502 => 0.015110696392313
503 => 0.014883662713739
504 => 0.014699080799068
505 => 0.014861008901161
506 => 0.014836081339078
507 => 0.014625667628888
508 => 0.014619762016847
509 => 0.014215910833658
510 => 0.01406661624648
511 => 0.013941854514928
512 => 0.01380561796106
513 => 0.013724852365236
514 => 0.013848945027728
515 => 0.013877326487861
516 => 0.013605995712555
517 => 0.013569014330482
518 => 0.013790588898679
519 => 0.013693082192348
520 => 0.013793370257859
521 => 0.013816637949313
522 => 0.013812891315088
523 => 0.013711083115105
524 => 0.01377597262581
525 => 0.013622489588498
526 => 0.013455599837828
527 => 0.0133491345745
528 => 0.013256229511678
529 => 0.013307778640205
530 => 0.013124015409503
531 => 0.013065225853579
601 => 0.013753989519644
602 => 0.014262786645223
603 => 0.014255388533511
604 => 0.014210354431106
605 => 0.014143442889766
606 => 0.01446349584896
607 => 0.014351995797638
608 => 0.014433121401115
609 => 0.014453771272031
610 => 0.014516272211951
611 => 0.014538610925835
612 => 0.014471087817243
613 => 0.014244472017557
614 => 0.013679766990723
615 => 0.01341689527634
616 => 0.013330143232118
617 => 0.01333329650416
618 => 0.01324631518442
619 => 0.013271935081313
620 => 0.013237405629821
621 => 0.013172015202268
622 => 0.013303740965569
623 => 0.013318921132679
624 => 0.013288174765519
625 => 0.01329541664802
626 => 0.013040849859879
627 => 0.013060204019892
628 => 0.012952437597535
629 => 0.012932232692487
630 => 0.012659808561066
701 => 0.012177169723744
702 => 0.012444598490506
703 => 0.012121582146432
704 => 0.011999250962435
705 => 0.012578347761074
706 => 0.012520222504136
707 => 0.012420737330699
708 => 0.012273578024659
709 => 0.012218995206576
710 => 0.011887367282718
711 => 0.011867772935811
712 => 0.012032136689582
713 => 0.011956288472628
714 => 0.011849768850059
715 => 0.011463965574834
716 => 0.011030194958407
717 => 0.011043287766732
718 => 0.011181262129229
719 => 0.011582441196564
720 => 0.011425693594488
721 => 0.01131197141071
722 => 0.011290674664165
723 => 0.011557248034938
724 => 0.01193450520343
725 => 0.012111505826233
726 => 0.011936103584624
727 => 0.011734610933791
728 => 0.01174687485782
729 => 0.011828461250051
730 => 0.011837034826305
731 => 0.011705883824392
801 => 0.011742802063209
802 => 0.011686719882572
803 => 0.011342543643517
804 => 0.011336318586747
805 => 0.011251852187092
806 => 0.011249294578079
807 => 0.011105596161134
808 => 0.011085491759264
809 => 0.010800169830549
810 => 0.010987969588063
811 => 0.010862003370653
812 => 0.010672142568588
813 => 0.010639410494749
814 => 0.010638426529084
815 => 0.010833371120706
816 => 0.010985691547008
817 => 0.010864194606935
818 => 0.0108365321088
819 => 0.011131895217889
820 => 0.011094307569962
821 => 0.011061756909273
822 => 0.011900725961784
823 => 0.01123661649115
824 => 0.01094702685591
825 => 0.01058860469072
826 => 0.010705308755028
827 => 0.010729900016117
828 => 0.0098679593192868
829 => 0.0095182700859309
830 => 0.0093982699188039
831 => 0.009329208126069
901 => 0.0093606804522417
902 => 0.0090459191277653
903 => 0.0092574439434852
904 => 0.0089848872426011
905 => 0.0089391922247216
906 => 0.0094265573691987
907 => 0.0094943713819068
908 => 0.0092050557355317
909 => 0.0093908432164531
910 => 0.0093234740932318
911 => 0.0089895594449526
912 => 0.0089768063614982
913 => 0.0088092597286591
914 => 0.0085470816916869
915 => 0.0084272592936148
916 => 0.008364854748353
917 => 0.0083906040799683
918 => 0.0083775844299611
919 => 0.0082926224068331
920 => 0.0083824543536738
921 => 0.008152970850619
922 => 0.0080615886706283
923 => 0.008020313459977
924 => 0.0078166336424382
925 => 0.0081407788089684
926 => 0.008204639490248
927 => 0.0082686259967974
928 => 0.008825584850866
929 => 0.0087977607604661
930 => 0.0090492769867994
1001 => 0.0090395035287528
1002 => 0.0089677670267098
1003 => 0.0086651225246722
1004 => 0.0087857512290648
1005 => 0.0084144748268071
1006 => 0.0086926603517199
1007 => 0.008565708095455
1008 => 0.0086497376661743
1009 => 0.0084986449213801
1010 => 0.0085822658848157
1011 => 0.0082197832268545
1012 => 0.007881302021119
1013 => 0.0080175167391893
1014 => 0.0081655977157743
1015 => 0.0084866750033417
1016 => 0.0082954440196967
1017 => 0.0083642179126595
1018 => 0.0081338368838447
1019 => 0.0076584950163122
1020 => 0.0076611853996605
1021 => 0.0075880644092261
1022 => 0.0075248771976514
1023 => 0.0083174091985633
1024 => 0.008218845316173
1025 => 0.0080617966693061
1026 => 0.0082720125240026
1027 => 0.0083275969325586
1028 => 0.0083291793425277
1029 => 0.0084825474036577
1030 => 0.0085643999653755
1031 => 0.0085788268341476
1101 => 0.008820154792072
1102 => 0.0089010447403755
1103 => 0.0092342189894637
1104 => 0.0085574553473858
1105 => 0.0085435178455339
1106 => 0.0082749706921771
1107 => 0.0081046538419557
1108 => 0.0082866324326242
1109 => 0.0084478406214016
1110 => 0.0082799798799685
1111 => 0.008301898949066
1112 => 0.0080765596184185
1113 => 0.008157107825924
1114 => 0.008226486793243
1115 => 0.0081881798053967
1116 => 0.0081308323905115
1117 => 0.0084346233883158
1118 => 0.0084174823096532
1119 => 0.0087003794709334
1120 => 0.0089209180383214
1121 => 0.0093161625770653
1122 => 0.0089037042963223
1123 => 0.0088886726771988
1124 => 0.0090356091652781
1125 => 0.0089010222451647
1126 => 0.0089860765328938
1127 => 0.0093024590163779
1128 => 0.009309143679705
1129 => 0.009197166956275
1130 => 0.0091903531624778
1201 => 0.0092118595171037
1202 => 0.0093378229078861
1203 => 0.0092938074286827
1204 => 0.0093447432555525
1205 => 0.0094084392870102
1206 => 0.009671913079677
1207 => 0.0097354357191027
1208 => 0.0095811086380108
1209 => 0.0095950426455063
1210 => 0.0095373200808048
1211 => 0.0094815608065648
1212 => 0.0096068995120683
1213 => 0.0098359584599144
1214 => 0.009834533496088
1215 => 0.0098876707197186
1216 => 0.0099207747698279
1217 => 0.0097786679531129
1218 => 0.0096861616408439
1219 => 0.0097216344472974
1220 => 0.0097783562373138
1221 => 0.0097032403352723
1222 => 0.0092395901908014
1223 => 0.0093802320265479
1224 => 0.0093568223480453
1225 => 0.0093234841191434
1226 => 0.0094649005725377
1227 => 0.0094512606106201
1228 => 0.0090426907954342
1229 => 0.0090688461094008
1230 => 0.0090442813867056
1231 => 0.0091236550312034
]
'min_raw' => 0.0075248771976514
'max_raw' => 0.016856653836731
'avg_raw' => 0.012190765517191
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.007524'
'max' => '$0.016856'
'avg' => '$0.01219'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0018349803091699
'max_diff' => -0.012249380815026
'year' => 2034
]
9 => [
'items' => [
101 => 0.0088967358078798
102 => 0.0089665346326498
103 => 0.0090103118012223
104 => 0.0090360968898235
105 => 0.0091292503108519
106 => 0.0091183198320669
107 => 0.0091285708569435
108 => 0.0092666927887372
109 => 0.0099652661220266
110 => 0.010003287927242
111 => 0.009816054652538
112 => 0.0098908506527694
113 => 0.0097472586884123
114 => 0.0098436529360678
115 => 0.0099096034321652
116 => 0.009611585821852
117 => 0.0095939391530876
118 => 0.0094497545336152
119 => 0.0095272311810854
120 => 0.0094039602641922
121 => 0.0094342066353641
122 => 0.0093496351447361
123 => 0.0095018469898508
124 => 0.0096720434840185
125 => 0.0097150418397084
126 => 0.0096019316778441
127 => 0.0095200324663315
128 => 0.0093762444301926
129 => 0.0096153671388169
130 => 0.0096852939059511
131 => 0.0096149998432779
201 => 0.0095987111730009
202 => 0.0095678441722589
203 => 0.009605259753126
204 => 0.0096849130697598
205 => 0.0096473500366011
206 => 0.0096721610817778
207 => 0.0095776069626026
208 => 0.0097787149963823
209 => 0.010098122953308
210 => 0.010099149902118
211 => 0.010061586666481
212 => 0.010046216599769
213 => 0.010084758759061
214 => 0.010105666299395
215 => 0.010230304575121
216 => 0.010364046410783
217 => 0.010988161201684
218 => 0.010812912265835
219 => 0.011366664037078
220 => 0.011804609792462
221 => 0.011935930575455
222 => 0.011815121634222
223 => 0.011401840772234
224 => 0.011381563241484
225 => 0.011999179331974
226 => 0.011824674497801
227 => 0.011803917703046
228 => 0.011583100476011
301 => 0.011713630805935
302 => 0.011685081908016
303 => 0.011640016075992
304 => 0.011889058852664
305 => 0.012355244698392
306 => 0.012282585262472
307 => 0.012228348364132
308 => 0.01199069806373
309 => 0.012133816625688
310 => 0.012082854847031
311 => 0.012301818989289
312 => 0.012172109482065
313 => 0.011823352452052
314 => 0.0118788931586
315 => 0.011870498292538
316 => 0.012043264041233
317 => 0.011991404051784
318 => 0.011860371797275
319 => 0.012353651325852
320 => 0.012321620497031
321 => 0.012367032889033
322 => 0.012387024828416
323 => 0.012687275384901
324 => 0.012810278430947
325 => 0.012838202275871
326 => 0.012955045656217
327 => 0.012835295106126
328 => 0.013314382687186
329 => 0.013632947973056
330 => 0.014002977945814
331 => 0.014543691190693
401 => 0.014747004372645
402 => 0.014710277666111
403 => 0.015120240277303
404 => 0.015856933976659
405 => 0.014859184525629
406 => 0.015909817120288
407 => 0.015577198970956
408 => 0.014788567322434
409 => 0.014737788741625
410 => 0.015271859250206
411 => 0.016456376235857
412 => 0.016159668165632
413 => 0.016456861543967
414 => 0.016110169681784
415 => 0.016092953508678
416 => 0.016440023494052
417 => 0.017250971432678
418 => 0.016865720464966
419 => 0.016313368735337
420 => 0.01672121665695
421 => 0.016367901042706
422 => 0.015571782076999
423 => 0.016159441278563
424 => 0.015766490306047
425 => 0.01588117429025
426 => 0.016707098787431
427 => 0.016607721366805
428 => 0.016736324951197
429 => 0.016509342990887
430 => 0.016297306048189
501 => 0.015901523348572
502 => 0.015784351603067
503 => 0.015816733658127
504 => 0.015784335556129
505 => 0.015562898773124
506 => 0.015515079520917
507 => 0.01543537867223
508 => 0.015460081297903
509 => 0.015310220385065
510 => 0.015593038890435
511 => 0.01564553249722
512 => 0.015851344220322
513 => 0.015872712276168
514 => 0.016445894995461
515 => 0.016130195585619
516 => 0.016341994005916
517 => 0.016323048761681
518 => 0.014805659361598
519 => 0.015014742232889
520 => 0.015340009566799
521 => 0.015193477073762
522 => 0.01498631441193
523 => 0.014819019455142
524 => 0.01456555048882
525 => 0.014922303191478
526 => 0.015391395059052
527 => 0.015884609220049
528 => 0.016477173717815
529 => 0.016344920220125
530 => 0.015873531638943
531 => 0.015894677786345
601 => 0.016025394948884
602 => 0.01585610434649
603 => 0.015806177242899
604 => 0.016018535731533
605 => 0.016019998127734
606 => 0.015825208830227
607 => 0.015608736172113
608 => 0.015607829143772
609 => 0.015569309925138
610 => 0.016117022165207
611 => 0.016418208517292
612 => 0.016452739047173
613 => 0.016415884337506
614 => 0.016430068252546
615 => 0.016254814550456
616 => 0.016655392543562
617 => 0.017023002523094
618 => 0.016924475195737
619 => 0.016776768725546
620 => 0.01665911340753
621 => 0.016896759341953
622 => 0.016886177342582
623 => 0.017019791770618
624 => 0.017013730248368
625 => 0.016968800741713
626 => 0.016924476800312
627 => 0.017100216217816
628 => 0.017049606087863
629 => 0.0169989173464
630 => 0.016897253315338
701 => 0.01691107114562
702 => 0.016763390179033
703 => 0.016695066206468
704 => 0.01566763759123
705 => 0.015393075093041
706 => 0.015479458044206
707 => 0.015507897554662
708 => 0.015388407603588
709 => 0.015559725498978
710 => 0.015533025786452
711 => 0.015636898749081
712 => 0.01557200343167
713 => 0.015574666758133
714 => 0.015765510049498
715 => 0.015820912668887
716 => 0.015792734449512
717 => 0.015812469508469
718 => 0.016267255612495
719 => 0.016202599571744
720 => 0.016168252338737
721 => 0.016177766757013
722 => 0.016293974357316
723 => 0.016326506140701
724 => 0.016188666688531
725 => 0.016253672571014
726 => 0.016530459368156
727 => 0.016627319082379
728 => 0.01693644879488
729 => 0.016805124998667
730 => 0.017046175510177
731 => 0.017787082602382
801 => 0.018378970454506
802 => 0.017834645924893
803 => 0.018921572588856
804 => 0.019767900907121
805 => 0.019735417416632
806 => 0.019587840498416
807 => 0.018624318208874
808 => 0.017737670632729
809 => 0.018479388979219
810 => 0.01848127977182
811 => 0.018417565508059
812 => 0.01802184168789
813 => 0.018403795176898
814 => 0.018434113257804
815 => 0.018417143194725
816 => 0.018113742669626
817 => 0.017650506145589
818 => 0.017741021453554
819 => 0.017889287374463
820 => 0.01760858905467
821 => 0.017518888933386
822 => 0.017685658525
823 => 0.018223024897007
824 => 0.018121438897131
825 => 0.018118786076133
826 => 0.018553414062772
827 => 0.018242314222928
828 => 0.017742163141457
829 => 0.017615868397204
830 => 0.017167607137437
831 => 0.01747722278621
901 => 0.017488365302211
902 => 0.017318791975573
903 => 0.017755923082342
904 => 0.017751894842238
905 => 0.018166885769736
906 => 0.018960192559638
907 => 0.018725572705608
908 => 0.018452735341938
909 => 0.018482400328328
910 => 0.018807752009606
911 => 0.018611036956049
912 => 0.018681777060854
913 => 0.018807644935985
914 => 0.018883584150174
915 => 0.018471473844045
916 => 0.018375391218171
917 => 0.018178839886053
918 => 0.018127563312308
919 => 0.01828765027114
920 => 0.018245473013443
921 => 0.017487428816887
922 => 0.017408208980629
923 => 0.017410638539907
924 => 0.017211436494938
925 => 0.016907605562391
926 => 0.017706055112322
927 => 0.017641928439168
928 => 0.017571137555016
929 => 0.017579809034398
930 => 0.017926388922057
1001 => 0.017725355084511
1002 => 0.018259836490425
1003 => 0.01814996318135
1004 => 0.018037272036488
1005 => 0.018021694687612
1006 => 0.017978318211197
1007 => 0.017829564133893
1008 => 0.017649934646815
1009 => 0.017531327700206
1010 => 0.016171723100964
1011 => 0.016424057806127
1012 => 0.016714345883386
1013 => 0.016814552164399
1014 => 0.016643142386662
1015 => 0.017836332436673
1016 => 0.018054339756676
1017 => 0.017393981364123
1018 => 0.017270455271132
1019 => 0.017844430786765
1020 => 0.017498253385185
1021 => 0.01765413704792
1022 => 0.017317201832892
1023 => 0.018001828177287
1024 => 0.017996612471605
1025 => 0.017730277360648
1026 => 0.017955381972645
1027 => 0.017916264506758
1028 => 0.017615572822442
1029 => 0.018011360640014
1030 => 0.018011556945833
1031 => 0.017755215192162
1101 => 0.017455864144299
1102 => 0.017402347247298
1103 => 0.01736202945439
1104 => 0.01764422134239
1105 => 0.01789723370678
1106 => 0.018368026989824
1107 => 0.018486395606954
1108 => 0.018948396199857
1109 => 0.018673297341184
1110 => 0.018795245102107
1111 => 0.018927636647153
1112 => 0.018991110022386
1113 => 0.018887683563613
1114 => 0.019605360651422
1115 => 0.019665954586691
1116 => 0.019686271209051
1117 => 0.019444274533006
1118 => 0.019659224221361
1119 => 0.019558656380565
1120 => 0.019820305963765
1121 => 0.01986133595932
1122 => 0.019826585012769
1123 => 0.019839608580973
1124 => 0.019227197793442
1125 => 0.019195441063384
1126 => 0.018762435795692
1127 => 0.01893888864289
1128 => 0.018609018502659
1129 => 0.018713623722165
1130 => 0.018759732706208
1201 => 0.018735647989606
1202 => 0.018948865022123
1203 => 0.018767586987122
1204 => 0.018289164447884
1205 => 0.017810611562747
1206 => 0.017804603721094
1207 => 0.017678609193598
1208 => 0.017587538227266
1209 => 0.017605081726298
1210 => 0.017666907305119
1211 => 0.017583944812232
1212 => 0.017601649066395
1213 => 0.017895657648323
1214 => 0.017954618972655
1215 => 0.017754245354897
1216 => 0.016949716365824
1217 => 0.016752282933898
1218 => 0.016894194169491
1219 => 0.016826369739132
1220 => 0.013580193623793
1221 => 0.014342834550881
1222 => 0.013889699208844
1223 => 0.014098524822209
1224 => 0.013635990976818
1225 => 0.013856736371314
1226 => 0.013815972757282
1227 => 0.015042276799854
1228 => 0.015023129748955
1229 => 0.015032294428981
1230 => 0.014594840372902
1231 => 0.015291716562408
]
'min_raw' => 0.0088967358078798
'max_raw' => 0.01986133595932
'avg_raw' => 0.0143790358836
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.008896'
'max' => '$0.019861'
'avg' => '$0.014379'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0013718586102284
'max_diff' => 0.0030046821225895
'year' => 2035
]
10 => [
'items' => [
101 => 0.015635022832216
102 => 0.015571485978475
103 => 0.015587476835714
104 => 0.015312700928106
105 => 0.015034954860397
106 => 0.014726891726494
107 => 0.015299234951531
108 => 0.015235600155132
109 => 0.015381555482995
110 => 0.01575276097637
111 => 0.015807422395343
112 => 0.015880887896762
113 => 0.015854555744134
114 => 0.01648189445004
115 => 0.01640591959344
116 => 0.016588997138386
117 => 0.016212392738305
118 => 0.015786229111996
119 => 0.015867228885019
120 => 0.015859427955518
121 => 0.015760113169478
122 => 0.015670456221306
123 => 0.015521202663287
124 => 0.015993463006228
125 => 0.015974290098753
126 => 0.016284677184703
127 => 0.016229813252322
128 => 0.015863418484401
129 => 0.015876504345216
130 => 0.015964513048048
131 => 0.016269112173415
201 => 0.016359537932514
202 => 0.016317649118056
203 => 0.016416796834815
204 => 0.016495159147564
205 => 0.016426637934809
206 => 0.017396753808965
207 => 0.016993894061773
208 => 0.017190245099474
209 => 0.017237073664998
210 => 0.017117123279106
211 => 0.017143136222705
212 => 0.017182538744154
213 => 0.017421783138588
214 => 0.018049629655507
215 => 0.018327698603955
216 => 0.019164282755039
217 => 0.018304608848693
218 => 0.018253599356774
219 => 0.018404293424806
220 => 0.018895456882918
221 => 0.019293498733081
222 => 0.019425552178365
223 => 0.019443005221124
224 => 0.019690746263224
225 => 0.019832746808459
226 => 0.019660663984477
227 => 0.019514841808975
228 => 0.018992524876441
229 => 0.019052984483604
301 => 0.019469491222046
302 => 0.020057831522221
303 => 0.020562688706146
304 => 0.020385905316385
305 => 0.02173463779064
306 => 0.021868359106384
307 => 0.021849883144276
308 => 0.022154520201942
309 => 0.021549877680734
310 => 0.02129138128852
311 => 0.01954637021847
312 => 0.020036647151078
313 => 0.020749293465577
314 => 0.020654972053567
315 => 0.020137429250887
316 => 0.020562296103521
317 => 0.020421821835225
318 => 0.020311023951538
319 => 0.020818610535937
320 => 0.020260498235882
321 => 0.020743725868451
322 => 0.020123981431332
323 => 0.020386712848018
324 => 0.020237573789018
325 => 0.020334085037987
326 => 0.019769882248566
327 => 0.020074312378489
328 => 0.019757216954287
329 => 0.019757066609769
330 => 0.019750066710705
331 => 0.020123128071062
401 => 0.020135293588629
402 => 0.019859600679662
403 => 0.019819869024347
404 => 0.019966777778249
405 => 0.019794786102893
406 => 0.01987525992529
407 => 0.019797223572993
408 => 0.019779655946394
409 => 0.019639674108769
410 => 0.019579366084239
411 => 0.019603014414603
412 => 0.019522290471519
413 => 0.019473651375899
414 => 0.019740391170358
415 => 0.019597882858431
416 => 0.019718549727698
417 => 0.019581034600795
418 => 0.019104347258461
419 => 0.018830199327007
420 => 0.017929781126278
421 => 0.018185138611039
422 => 0.018354440887623
423 => 0.018298486486222
424 => 0.01841869819191
425 => 0.01842607821432
426 => 0.018386996163387
427 => 0.018341744155128
428 => 0.018319717980101
429 => 0.018483883043049
430 => 0.018579186387632
501 => 0.01837143263605
502 => 0.018322758838838
503 => 0.018532809352087
504 => 0.018660940043826
505 => 0.019606985081213
506 => 0.019536899009158
507 => 0.019712801296318
508 => 0.019692997398225
509 => 0.019877371018601
510 => 0.02017874396581
511 => 0.019565968498932
512 => 0.019672325131801
513 => 0.019646248941555
514 => 0.019930941949117
515 => 0.019931830729611
516 => 0.019761143050107
517 => 0.019853675610258
518 => 0.01980202647368
519 => 0.019895363444276
520 => 0.019535962966936
521 => 0.019973673953451
522 => 0.020221827877333
523 => 0.020225273494807
524 => 0.020342896485255
525 => 0.020462408255815
526 => 0.020691800692123
527 => 0.020456010625269
528 => 0.0200318472487
529 => 0.020062470474449
530 => 0.019813783641961
531 => 0.019817964112544
601 => 0.019795648432943
602 => 0.019862619467273
603 => 0.019550659342864
604 => 0.019623875760526
605 => 0.019521372347044
606 => 0.019672102309398
607 => 0.01950994178646
608 => 0.019646236366826
609 => 0.019705056589475
610 => 0.019922104477359
611 => 0.019477883636944
612 => 0.018572087272231
613 => 0.018762496649813
614 => 0.018480866224035
615 => 0.018506932192183
616 => 0.018559589596211
617 => 0.018388909721327
618 => 0.018421470062714
619 => 0.018420306778196
620 => 0.018410282220677
621 => 0.01836588179325
622 => 0.018301492389124
623 => 0.018557999957149
624 => 0.018601585591334
625 => 0.01869847105701
626 => 0.018986736484824
627 => 0.018957931970819
628 => 0.019004913328249
629 => 0.018902353288767
630 => 0.018511689658266
701 => 0.018532904572941
702 => 0.01826835424699
703 => 0.018691705910386
704 => 0.018591450648525
705 => 0.018526815429004
706 => 0.018509179110516
707 => 0.018798159092569
708 => 0.018884626432405
709 => 0.018830745788826
710 => 0.018720235016897
711 => 0.018932448368578
712 => 0.018989227708926
713 => 0.019001938509288
714 => 0.019377939880593
715 => 0.01902295280909
716 => 0.019108401725469
717 => 0.019775049778587
718 => 0.019170491985552
719 => 0.01949073973177
720 => 0.019475065271082
721 => 0.019638893181454
722 => 0.019461626600653
723 => 0.019463824032374
724 => 0.019609292118121
725 => 0.019405008426997
726 => 0.019354424912226
727 => 0.019284544148857
728 => 0.019437126239137
729 => 0.019528592301566
730 => 0.02026574159032
731 => 0.020741973648946
801 => 0.020721299159309
802 => 0.020910225293574
803 => 0.020825112339722
804 => 0.020550260160073
805 => 0.021019399316082
806 => 0.020870944057505
807 => 0.020883182528649
808 => 0.020882727012142
809 => 0.020981436780912
810 => 0.020911491863121
811 => 0.020773623250456
812 => 0.020865146869601
813 => 0.021136939298171
814 => 0.021980591336062
815 => 0.022452710193368
816 => 0.021952169188042
817 => 0.022297435671005
818 => 0.022090398812254
819 => 0.022052774056206
820 => 0.022269626922499
821 => 0.022486859361028
822 => 0.022473022593816
823 => 0.022315322998453
824 => 0.022226242498511
825 => 0.022900789888225
826 => 0.023397784914351
827 => 0.023363893185466
828 => 0.023513480254583
829 => 0.023952672516065
830 => 0.023992826752318
831 => 0.023987768241485
901 => 0.02388824177727
902 => 0.024320683595021
903 => 0.024681434167478
904 => 0.0238652042764
905 => 0.024176013933689
906 => 0.024315546402508
907 => 0.024520421464151
908 => 0.024866080034192
909 => 0.025241556922663
910 => 0.025294653471587
911 => 0.025256978929222
912 => 0.025009341827914
913 => 0.025420193119651
914 => 0.025660860170701
915 => 0.025804171892034
916 => 0.026167586572539
917 => 0.024316408107532
918 => 0.023006051980462
919 => 0.022801420949448
920 => 0.023217546197732
921 => 0.023327275107168
922 => 0.023283043521363
923 => 0.021808118567978
924 => 0.022793655774811
925 => 0.023854010943041
926 => 0.023894743503485
927 => 0.024425579471682
928 => 0.024598441422629
929 => 0.025025833955288
930 => 0.024999100436004
1001 => 0.025103163716406
1002 => 0.025079241370366
1003 => 0.025870896039002
1004 => 0.026744208700364
1005 => 0.026713968659865
1006 => 0.026588419632228
1007 => 0.02677488134756
1008 => 0.027676233603957
1009 => 0.027593251532064
1010 => 0.027673861546512
1011 => 0.028736606654792
1012 => 0.030118326469284
1013 => 0.029476378893051
1014 => 0.030869220418038
1015 => 0.03174594032666
1016 => 0.033262136754092
1017 => 0.033072301493953
1018 => 0.033662545636789
1019 => 0.032732456758489
1020 => 0.030596784691938
1021 => 0.030258806412382
1022 => 0.030935447487026
1023 => 0.032598903543369
1024 => 0.030883059336074
1025 => 0.03123017238449
1026 => 0.031130203803195
1027 => 0.031124876902336
1028 => 0.031328183042019
1029 => 0.031033276882674
1030 => 0.029831776136901
1031 => 0.030382416848201
1101 => 0.030169788025629
1102 => 0.030405715556801
1103 => 0.031678919138621
1104 => 0.031116005485716
1105 => 0.030523021679772
1106 => 0.031266754966066
1107 => 0.032213783014003
1108 => 0.032154519700736
1109 => 0.032039524102855
1110 => 0.032687748267137
1111 => 0.03375842467467
1112 => 0.0340478242053
1113 => 0.034261453022298
1114 => 0.034290908826874
1115 => 0.034594321920683
1116 => 0.032962793245326
1117 => 0.035552071153745
1118 => 0.035999167921171
1119 => 0.035915132259157
1120 => 0.036412061499442
1121 => 0.036265852311072
1122 => 0.036054018136643
1123 => 0.036841756682376
1124 => 0.035938678006916
1125 => 0.034656871521545
1126 => 0.033953647132412
1127 => 0.034879709735515
1128 => 0.035445223852099
1129 => 0.035818992709708
1130 => 0.035932094940183
1201 => 0.033089444172027
1202 => 0.031557413068631
1203 => 0.032539427441136
1204 => 0.033737552750603
1205 => 0.032956137598737
1206 => 0.032986767593275
1207 => 0.031872674939004
1208 => 0.033836125229675
1209 => 0.03355006703754
1210 => 0.035034137444362
1211 => 0.034679952131365
1212 => 0.035890153936847
1213 => 0.035571467243184
1214 => 0.036894317891044
1215 => 0.037422038829227
1216 => 0.038308164417642
1217 => 0.03896000200766
1218 => 0.039342773508185
1219 => 0.039319793343033
1220 => 0.040836524724116
1221 => 0.03994216121925
1222 => 0.038818629871844
1223 => 0.038798308734465
1224 => 0.039380201539849
1225 => 0.040599689225439
1226 => 0.040915884639488
1227 => 0.04109259473977
1228 => 0.040821957069865
1229 => 0.039851189584942
1230 => 0.039432017106856
1231 => 0.039789164202781
]
'min_raw' => 0.014726891726494
'max_raw' => 0.04109259473977
'avg_raw' => 0.027909743233132
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.014726'
'max' => '$0.041092'
'avg' => '$0.0279097'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0058301559186142
'max_diff' => 0.021231258780449
'year' => 2036
]
11 => [
'items' => [
101 => 0.039352403994464
102 => 0.04010637464729
103 => 0.041141737393062
104 => 0.040927939080328
105 => 0.041642634785363
106 => 0.042382269651893
107 => 0.043439980730111
108 => 0.043716505572886
109 => 0.044173590622693
110 => 0.044644081283563
111 => 0.044795190203755
112 => 0.045083704018746
113 => 0.045082183408527
114 => 0.045951639209223
115 => 0.046910675882196
116 => 0.047272690024493
117 => 0.048105121583129
118 => 0.046679611710846
119 => 0.04776087732405
120 => 0.048736205972993
121 => 0.047573378949642
122 => 0.049176065097384
123 => 0.049238293768736
124 => 0.050177872824868
125 => 0.049225429449911
126 => 0.048659871614168
127 => 0.050292615894781
128 => 0.051082649421207
129 => 0.050844684893542
130 => 0.049033763088249
131 => 0.047979728923479
201 => 0.045221118206269
202 => 0.048488811763919
203 => 0.050080409975922
204 => 0.049029641233382
205 => 0.049559587867552
206 => 0.052450804867808
207 => 0.053551593109067
208 => 0.053322636849976
209 => 0.053361326688822
210 => 0.053955292043085
211 => 0.056589261526587
212 => 0.055010925957138
213 => 0.056217504360876
214 => 0.056857469195577
215 => 0.057451904199674
216 => 0.055992159702723
217 => 0.054093053560095
218 => 0.053491526925672
219 => 0.048925162990325
220 => 0.048687463916777
221 => 0.048554036223775
222 => 0.047712793493121
223 => 0.047051807142604
224 => 0.046526166255823
225 => 0.045146727599254
226 => 0.045612247651999
227 => 0.043413710344651
228 => 0.044820256602514
301 => 0.041311337974447
302 => 0.044233669675982
303 => 0.042643177392954
304 => 0.043711150184854
305 => 0.043707424128392
306 => 0.041740947617422
307 => 0.040606725005212
308 => 0.041329495798317
309 => 0.042104363462142
310 => 0.04223008313363
311 => 0.043234719285894
312 => 0.04351509164141
313 => 0.042665550314865
314 => 0.041238623435197
315 => 0.041570066004607
316 => 0.040600008332122
317 => 0.038900019573823
318 => 0.040120981178989
319 => 0.040537871152886
320 => 0.040721993515056
321 => 0.039050249816297
322 => 0.038524951650825
323 => 0.038245287315206
324 => 0.041022822316545
325 => 0.041174981953849
326 => 0.040396511736197
327 => 0.043915270937561
328 => 0.043118867358579
329 => 0.044008645279916
330 => 0.041539991065449
331 => 0.041634296980926
401 => 0.040465596513858
402 => 0.041119990682823
403 => 0.040657485976307
404 => 0.04106712210082
405 => 0.041312656304859
406 => 0.04248116499968
407 => 0.044247012168275
408 => 0.042306628767005
409 => 0.041461175932269
410 => 0.041985690115932
411 => 0.043382540506697
412 => 0.045498840352161
413 => 0.044245948249142
414 => 0.044801960488974
415 => 0.044923424428115
416 => 0.043999588175936
417 => 0.045532903512525
418 => 0.046354619658035
419 => 0.04719753039313
420 => 0.047929406166591
421 => 0.046860853309529
422 => 0.048004358037621
423 => 0.047082895082536
424 => 0.046256247552736
425 => 0.046257501235814
426 => 0.045738933164977
427 => 0.044734142183948
428 => 0.044548843310787
429 => 0.045512791449639
430 => 0.04628578657077
501 => 0.046349454151343
502 => 0.046777423968324
503 => 0.047030692097574
504 => 0.049513064065548
505 => 0.050511494606326
506 => 0.051732356572265
507 => 0.052207951112009
508 => 0.053639320166558
509 => 0.052483373404899
510 => 0.052233277051768
511 => 0.048761243922681
512 => 0.049329789153062
513 => 0.050240084923357
514 => 0.04877625436465
515 => 0.049704717926801
516 => 0.049888016301516
517 => 0.048726513962407
518 => 0.049346922547279
519 => 0.047699301284185
520 => 0.044282925809381
521 => 0.045536706915051
522 => 0.046459911826982
523 => 0.045142384587312
524 => 0.047504001169074
525 => 0.04612439351567
526 => 0.045687124122388
527 => 0.043981180321397
528 => 0.044786320127666
529 => 0.045875283244136
530 => 0.045202430643708
531 => 0.046598700818923
601 => 0.048576191758681
602 => 0.049985469563974
603 => 0.050093656414792
604 => 0.049187585200269
605 => 0.050639570104011
606 => 0.050650146228867
607 => 0.049012301325913
608 => 0.048009130442412
609 => 0.047781207906991
610 => 0.048350603087318
611 => 0.049041953952383
612 => 0.050132021576246
613 => 0.050790726611469
614 => 0.052508279993175
615 => 0.05297300069215
616 => 0.053483587845811
617 => 0.05416588974235
618 => 0.05498516810776
619 => 0.053192633685786
620 => 0.053263854420073
621 => 0.05159467118566
622 => 0.0498109095146
623 => 0.051164562273904
624 => 0.052934283187812
625 => 0.052528307254794
626 => 0.052482626668993
627 => 0.052559448743572
628 => 0.05225335614801
629 => 0.050868910682606
630 => 0.050173650836968
701 => 0.051070713417545
702 => 0.05154746225546
703 => 0.052286858126198
704 => 0.052195711978376
705 => 0.054100316336078
706 => 0.054840387997235
707 => 0.054651045996859
708 => 0.054685889481698
709 => 0.056025753873792
710 => 0.057515958641929
711 => 0.058911732057129
712 => 0.060331572724933
713 => 0.058619899382571
714 => 0.057750817220654
715 => 0.058647488171772
716 => 0.058171701943552
717 => 0.060905710738268
718 => 0.06109500757532
719 => 0.063828818670081
720 => 0.06642353093518
721 => 0.06479383865057
722 => 0.066330565072005
723 => 0.067992659987929
724 => 0.07119911074593
725 => 0.070119290934933
726 => 0.069292165882643
727 => 0.068510536704869
728 => 0.07013698294368
729 => 0.072229380046798
730 => 0.072680062342079
731 => 0.073410339834322
801 => 0.072642542345312
802 => 0.073567269850705
803 => 0.076831964290601
804 => 0.075949815034686
805 => 0.074697021278718
806 => 0.077274183994429
807 => 0.078206849162778
808 => 0.084752781754794
809 => 0.093017292051203
810 => 0.089595730520789
811 => 0.087471856865761
812 => 0.087971017553649
813 => 0.090988936942569
814 => 0.091958196866316
815 => 0.089323414269639
816 => 0.090254064025458
817 => 0.095382035679485
818 => 0.098133027946842
819 => 0.094396810940217
820 => 0.084088736399452
821 => 0.074584220908106
822 => 0.077105246410322
823 => 0.0768194403549
824 => 0.08232880616966
825 => 0.075928776066679
826 => 0.076036536159821
827 => 0.081659829825111
828 => 0.080159631482871
829 => 0.077729502299329
830 => 0.074601963540488
831 => 0.06882041888245
901 => 0.063699543548526
902 => 0.073742759345509
903 => 0.07330967761794
904 => 0.072682511097304
905 => 0.074078202322474
906 => 0.08085528273803
907 => 0.080699049099183
908 => 0.07970517039994
909 => 0.080459018633671
910 => 0.077597349059153
911 => 0.078334866467512
912 => 0.074582715344293
913 => 0.07627884435566
914 => 0.077724288333528
915 => 0.078014482612249
916 => 0.078668305139894
917 => 0.073081463226897
918 => 0.075589791224772
919 => 0.077063198924973
920 => 0.070406289332432
921 => 0.076931613225925
922 => 0.072984208738793
923 => 0.071644400367835
924 => 0.073448275833
925 => 0.072745303809899
926 => 0.072140929744339
927 => 0.071803678631292
928 => 0.073128245686438
929 => 0.073066453050116
930 => 0.070899204260509
1001 => 0.068072116562828
1002 => 0.06902097999016
1003 => 0.068676249011368
1004 => 0.067426899473046
1005 => 0.068268810214837
1006 => 0.064561461389265
1007 => 0.058183160426093
1008 => 0.062396861415007
1009 => 0.062234638510558
1010 => 0.062152838365912
1011 => 0.065319318200939
1012 => 0.065014934227921
1013 => 0.064462474336356
1014 => 0.067416753113893
1015 => 0.066338401619435
1016 => 0.069661626833788
1017 => 0.071850517892692
1018 => 0.071295344316946
1019 => 0.073354006937674
1020 => 0.069042839887091
1021 => 0.070474836647294
1022 => 0.07076996919491
1023 => 0.067380297772359
1024 => 0.065064735210287
1025 => 0.064910313586742
1026 => 0.060895447208287
1027 => 0.063040156420789
1028 => 0.064927411773693
1029 => 0.064023562916583
1030 => 0.063737431370139
1031 => 0.065199215386562
1101 => 0.065312808523972
1102 => 0.062722872952973
1103 => 0.063261402570777
1104 => 0.065507160600117
1105 => 0.063204815230459
1106 => 0.058731734263195
1107 => 0.05762234833813
1108 => 0.057474335805687
1109 => 0.054465593190406
1110 => 0.057696482810378
1111 => 0.056286112908802
1112 => 0.060741454529057
1113 => 0.058196587290043
1114 => 0.058086883149731
1115 => 0.057921049251551
1116 => 0.055331300192986
1117 => 0.055898290649673
1118 => 0.057783053282786
1119 => 0.058455557823651
1120 => 0.058385410090372
1121 => 0.057773816917655
1122 => 0.058053801140261
1123 => 0.057151874406277
1124 => 0.056833385304526
1125 => 0.05582814609207
1126 => 0.05435072215418
1127 => 0.054556167014311
1128 => 0.051629003604349
1129 => 0.050034129622281
1130 => 0.049592689524146
1201 => 0.049002377375868
1202 => 0.049659366852054
1203 => 0.051620711318187
1204 => 0.04925491376959
1205 => 0.045198919813923
1206 => 0.045442691961736
1207 => 0.045990375601272
1208 => 0.044969770762287
1209 => 0.04400385393506
1210 => 0.044843640249025
1211 => 0.043125062140785
1212 => 0.046198057555049
1213 => 0.046114941641063
1214 => 0.047260364298739
1215 => 0.047976620593022
1216 => 0.046325881725427
1217 => 0.0459107253643
1218 => 0.046147217295403
1219 => 0.042238532466558
1220 => 0.046940941358941
1221 => 0.046981607986314
1222 => 0.04663339563332
1223 => 0.049137283197927
1224 => 0.054421266941365
1225 => 0.05243321970933
1226 => 0.05166338773204
1227 => 0.050199936580469
1228 => 0.052149898348807
1229 => 0.052000171709141
1230 => 0.051323051062429
1231 => 0.050913526382552
]
'min_raw' => 0.038245287315206
'max_raw' => 0.098133027946842
'avg_raw' => 0.068189157631024
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.038245'
'max' => '$0.098133'
'avg' => '$0.068189'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.023518395588712
'max_diff' => 0.057040433207073
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0012004758669134
]
1 => [
'year' => 2028
'avg' => 0.0020603650882576
]
2 => [
'year' => 2029
'avg' => 0.0056285460764426
]
3 => [
'year' => 2030
'avg' => 0.0043424149156932
]
4 => [
'year' => 2031
'avg' => 0.0042647895967667
]
5 => [
'year' => 2032
'avg' => 0.0074775183418138
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0012004758669134
'min' => '$0.00120047'
'max_raw' => 0.0074775183418138
'max' => '$0.007477'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0074775183418138
]
1 => [
'year' => 2033
'avg' => 0.019232946079289
]
2 => [
'year' => 2034
'avg' => 0.012190765517191
]
3 => [
'year' => 2035
'avg' => 0.0143790358836
]
4 => [
'year' => 2036
'avg' => 0.027909743233132
]
5 => [
'year' => 2037
'avg' => 0.068189157631024
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0074775183418138
'min' => '$0.007477'
'max_raw' => 0.068189157631024
'max' => '$0.068189'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.068189157631024
]
]
]
]
'prediction_2025_max_price' => '$0.002052'
'last_price' => 0.00199025
'sma_50day_nextmonth' => '$0.00174'
'sma_200day_nextmonth' => '$0.003224'
'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' => '$0.001639'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.001547'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.001524'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.001617'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.001739'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0023057'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.003528'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.001728'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.001637'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.001586'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.001622'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.001845'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.002391'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.003449'
'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' => '$0.001769'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.001766'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.002012'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.002786'
'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' => '67.16'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 125.02
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.001554'
'vwma_10_action' => 'BUY'
'hma_9' => '0.001613'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 212.6
'cci_20_action' => 'SELL'
'adx_14' => 29.23
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000160'
'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' => 78.76
'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' => 1767695754
'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 $0.000687 come limite inferiore e $0.002052 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 $0.00120047 come limite inferiore e $0.007477 come limite superiore. Considerando la volatilità dei prezzi sul mercato, se Games for a Living raggiunge l'obiettivo di prezzo massimo, potrebbe guadagnare 275.71% entro il 2032 rispetto al prezzo di oggi.
| Previsione del Prezzo di Games for a Living | Potenziale Minimo ($) | Prezzo Medio ($) | Potenziale Massimo ($) |
|---|---|---|---|
| 2027 | $0.000661 | $0.00120047 | $0.001738 |
| 2028 | $0.001194 | $0.00206 | $0.002926 |
| 2029 | $0.002624 | $0.005628 | $0.008632 |
| 2030 | $0.002231 | $0.004342 | $0.006452 |
| 2031 | $0.002638 | $0.004264 | $0.00589 |
| 2032 | $0.004027 | $0.007477 | $0.010927 |
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 $0.007477 come limite inferiore e $0.068189 come limite superiore. Rispetto al prezzo attuale, Games for a Living potrebbe potenzialmente guadagnare 3326.16% entro il 2037 se raggiunge l'obiettivo di prezzo massimo. Si prega di notare che queste informazioni sono solo a scopo generale e non devono essere considerate come consigli di investimento a lungo termine.
| Previsione del Prezzo di Games for a Living | Potenziale Minimo ($) | Prezzo Medio ($) | Potenziale Massimo ($) |
|---|---|---|---|
| 2032 | $0.004027 | $0.007477 | $0.010927 |
| 2033 | $0.009359 | $0.019232 | $0.029106 |
| 2034 | $0.007524 | $0.01219 | $0.016856 |
| 2035 | $0.008896 | $0.014379 | $0.019861 |
| 2036 | $0.014726 | $0.0279097 | $0.041092 |
| 2037 | $0.038245 | $0.068189 | $0.098133 |
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 $0.003224 entro il 4 feb 2026. Il SMA a 50 giorni a breve termine per Games for a Living dovrebbe raggiungere $0.00174 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 67.16, 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 | $0.001639 | BUY |
| SMA 5 | $0.001547 | BUY |
| SMA 10 | $0.001524 | BUY |
| SMA 21 | $0.001617 | BUY |
| SMA 50 | $0.001739 | BUY |
| SMA 100 | $0.0023057 | SELL |
| SMA 200 | $0.003528 | SELL |
Media Mobile Esponenziale Giornaliera (EMA)
| Periodo | Valore | Azione |
|---|---|---|
| EMA 3 | $0.001728 | BUY |
| EMA 5 | $0.001637 | BUY |
| EMA 10 | $0.001586 | BUY |
| EMA 21 | $0.001622 | BUY |
| EMA 50 | $0.001845 | BUY |
| EMA 100 | $0.002391 | SELL |
| EMA 200 | $0.003449 | 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 | $0.002786 | 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) | 67.16 | NEUTRAL |
| Stoch RSI (14) | 125.02 | NEUTRAL |
| Stocastico Veloce (14) | 100 | SELL |
| Indice di Canale delle Materie Prime (20) | 212.6 | SELL |
| Indice Direzionale Medio (14) | 29.23 | SELL |
| Oscillatore Awesome (5, 34) | -0.000160 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscillatore Ultimate (7, 14, 28) | 78.76 | SELL |
| VWMA (10) | 0.001554 | BUY |
| Media Mobile di Hull (9) | 0.001613 | 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 | $0.002796 | $0.003929 | $0.005521 | $0.007759 | $0.010903 | $0.01532 |
| Azioni Amazon.com | $0.004152 | $0.008665 | $0.01808 | $0.037725 | $0.078715 | $0.164245 |
| Azioni Apple | $0.002823 | $0.0040042 | $0.005679 | $0.008056 | $0.011427 | $0.0162085 |
| Azioni Netflix | $0.00314 | $0.004954 | $0.007818 | $0.012335 | $0.019463 | $0.03071 |
| Azioni Google | $0.002577 | $0.003337 | $0.004322 | $0.005597 | $0.007248 | $0.009386 |
| Azioni Tesla | $0.004511 | $0.010227 | $0.023185 | $0.05256 | $0.119149 | $0.2701032 |
| Azioni Kodak | $0.001492 | $0.001119 | $0.000839 | $0.000629 | $0.000471 | $0.000353 |
| Azioni Nokia | $0.001318 | $0.000873 | $0.000578 | $0.000383 | $0.000253 | $0.000168 |
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 $0.00199 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 | $0.002041 | $0.002095 | $0.002149 | $0.0022053 |
| Se Games for a Living ha 2% della precedente crescita media annua di Bitcoin | $0.002093 | $0.0022025 | $0.002317 | $0.002437 |
| Se Games for a Living ha 5% della precedente crescita media annua di Bitcoin | $0.002248 | $0.002541 | $0.002871 | $0.003244 |
| Se Games for a Living ha 10% della precedente crescita media annua di Bitcoin | $0.0025075 | $0.003159 | $0.00398 | $0.005015 |
| Se Games for a Living ha 20% della precedente crescita media annua di Bitcoin | $0.003024 | $0.004597 | $0.006987 | $0.01062 |
| Se Games for a Living ha 50% della precedente crescita media annua di Bitcoin | $0.004576 | $0.010525 | $0.0242046 | $0.055662 |
| Se Games for a Living ha 100% della precedente crescita media annua di Bitcoin | $0.007163 | $0.025783 | $0.0928045 | $0.334033 |
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 12.68% 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 $0.002052 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 $0.006452. 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 $0.00200728 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 $0.001759 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 $0.000687 e $0.002052. 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 $0.006452 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 $0.006452, mentre il suo picco più basso è previsto intorno a $0.002231.
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 $0.002052 se si verifica il migliore scenario. Il prezzo sarà compreso tra $0.002052 e $0.000687 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 $0.001738 in 2027, assumendo le condizioni più favorevoli. Il prezzo è previsto oscillare tra $0.001738 e $0.000661 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 $0.002926 nello scenario migliore. Il prezzo è previsto oscillare tra $0.002926 e $0.001194 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 $0.008632 in condizioni ottimali. Il range di prezzo previsto per 2029 è compreso tra $0.008632 e $0.002624.
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 $0.006452 nello scenario migliore. Il prezzo è previsto oscillare tra $0.006452 e $0.002231 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 $0.00589 in condizioni ideali. Il prezzo probabilmente oscillera' tra $0.00589 e $0.002638 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 $0.010927 se si verifica lo scenario più positivo in 2032. Il prezzo è previsto rimanere entro un intervallo di $0.010927 e $0.004027 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 $0.029106. Durante l'anno, il prezzo di GFAL potrebbe oscillare tra $0.029106 e $0.009359.
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 $0.016856 nelle migliori circostanze. L'intervallo di prezzo previsto per l'anno è compreso tra $0.016856 e $0.007524.
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 $0.019861 in 2035. L'intervallo di prezzo atteso per l'anno si trova tra $0.019861 e $0.008896.
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 $0.041092 se le condizioni sono ottimali. L' intervallo di prezzo previsto per 2036 è compreso tra $0.041092 e $0.014726.
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 $0.098133 in condizioni favorevoli. Il prezzo è previsto diminuire tra $0.098133 e $0.038245 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