Prédiction du prix de Bitads jusqu'à $2.32 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.777374 | $2.32 |
| 2027 | $0.748359 | $1.96 |
| 2028 | $1.35 | $3.30 |
| 2029 | $2.96 | $9.75 |
| 2030 | $2.52 | $7.29 |
| 2031 | $2.98 | $6.65 |
| 2032 | $4.55 | $12.35 |
| 2033 | $10.58 | $32.90 |
| 2034 | $8.50 | $19.05 |
| 2035 | $10.05 | $22.45 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Bitads aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,955.56, soit un rendement de 39.56% sur les 90 prochains jours.
$
≈ $3,955.56
(39.56% ROI)
Prévision du prix à long terme de Bitads pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Bitads'
'name_with_ticker' => 'Bitads <small>SN16</small>'
'name_lang' => 'Bitads'
'name_lang_with_ticker' => 'Bitads <small>SN16</small>'
'name_with_lang' => 'Bitads'
'name_with_lang_with_ticker' => 'Bitads <small>SN16</small>'
'image' => '/uploads/coins/bitads.png?1767608592'
'price_for_sd' => 2.25
'ticker' => 'SN16'
'marketcap' => '$7.89M'
'low24h' => '$2.08'
'high24h' => '$2.29'
'volume24h' => '$179.36K'
'current_supply' => '3.5M'
'max_supply' => '3.5M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$2.25'
'change_24h_pct' => '6.9241%'
'ath_price' => '$4.08'
'ath_days' => 208
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '12 juin 2025'
'ath_pct' => '-44.94%'
'fdv' => '$7.89M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$110.94'
'max_price_year' => 2037
'next_week_prediction_price' => '$2.26'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$1.98'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.777374'
'current_year_max_price_prediction' => '$2.32'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$2.52'
'grand_prediction_max_price' => '$7.29'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 2.2926363165
107 => 2.3011961882788
108 => 2.3204820164744
109 => 2.1556867261101
110 => 2.2296749733482
111 => 2.2731361368393
112 => 2.0767770190558
113 => 2.2692547484234
114 => 2.1528180067413
115 => 2.1132976277933
116 => 2.1665066116328
117 => 2.1457710188831
118 => 2.1279437738718
119 => 2.1179958648445
120 => 2.157066670115
121 => 2.1552439703494
122 => 2.0913165496104
123 => 2.0079258352712
124 => 2.0359144962103
125 => 2.0257459532961
126 => 1.9888938420066
127 => 2.0137277154748
128 => 1.9043719048566
129 => 1.7162309165083
130 => 1.8405226163255
131 => 1.8357375210859
201 => 1.8333246590793
202 => 1.9267264363216
203 => 1.9177480105854
204 => 1.9014520799572
205 => 1.9885945544612
206 => 1.9567863790355
207 => 2.0548116807487
208 => 2.119377484336
209 => 2.1030015080613
210 => 2.1637259584088
211 => 2.0365592984292
212 => 2.0787989618336
213 => 2.0875044979196
214 => 1.9875192298526
215 => 1.9192169920739
216 => 1.9146620115166
217 => 1.7962353438366
218 => 1.8594979138046
219 => 1.9151663573934
220 => 1.8885054929601
221 => 1.8800654597512
222 => 1.9231837589957
223 => 1.9265344201302
224 => 1.8501389911752
225 => 1.8660240199835
226 => 1.9322672307807
227 => 1.864354861034
228 => 1.7324122200389
301 => 1.6996886208223
302 => 1.6953226894713
303 => 1.6065736930546
304 => 1.701875368196
305 => 1.6602736330707
306 => 1.7916930158662
307 => 1.7166269692297
308 => 1.7133910219918
309 => 1.7084994131314
310 => 1.6321094857408
311 => 1.6488340250062
312 => 1.7044289407436
313 => 1.7242658330003
314 => 1.7221966826191
315 => 1.7041564953268
316 => 1.7124152006885
317 => 1.6858110331948
318 => 1.6764165479349
319 => 1.646764968298
320 => 1.6031853376896
321 => 1.6092453526151
322 => 1.5229027011493
323 => 1.4758586420794
324 => 1.4628374665596
325 => 1.4454250064621
326 => 1.4648042502604
327 => 1.5226581032661
328 => 1.4528740821616
329 => 1.3332342727578
330 => 1.3404248291593
331 => 1.3565798744981
401 => 1.3264750543856
402 => 1.2979833686552
403 => 1.3227545777943
404 => 1.2720616133662
405 => 1.3627058770607
406 => 1.3602542037554
407 => 1.3940407798571
408 => 1.4151682192638
409 => 1.3664763115211
410 => 1.3542304284007
411 => 1.3612062399704
412 => 1.2459116135351
413 => 1.3846187491405
414 => 1.3858182942091
415 => 1.3755470610664
416 => 1.4494043286739
417 => 1.6052661999852
418 => 1.5466246944686
419 => 1.5239169310837
420 => 1.4807494562898
421 => 1.5382675534217
422 => 1.533851060984
423 => 1.513878007276
424 => 1.5017982420737
425 => 1.5240555798448
426 => 1.4990403116128
427 => 1.4945468820647
428 => 1.467321587903
429 => 1.4576033965592
430 => 1.4504084345806
501 => 1.4424874884045
502 => 1.4599591218921
503 => 1.4203661018244
504 => 1.3726208009744
505 => 1.36865129582
506 => 1.3796114485537
507 => 1.3747623968564
508 => 1.368628080426
509 => 1.3569159997788
510 => 1.3534412756397
511 => 1.3647324433951
512 => 1.3519853733152
513 => 1.3707943695869
514 => 1.3656793633503
515 => 1.3371073543092
516 => 1.3014960523314
517 => 1.3011790370465
518 => 1.2935066404497
519 => 1.283734689831
520 => 1.2810163567208
521 => 1.3206684156531
522 => 1.4027469909567
523 => 1.3866330026507
524 => 1.3982770106297
525 => 1.455554005388
526 => 1.4737606396424
527 => 1.4608380018964
528 => 1.4431486983161
529 => 1.4439269378989
530 => 1.5043766431491
531 => 1.5081468171164
601 => 1.5176728304276
602 => 1.5299164495836
603 => 1.4629231431816
604 => 1.440771559192
605 => 1.4302749097747
606 => 1.3979492922838
607 => 1.4328096993587
608 => 1.4124980330276
609 => 1.415238770761
610 => 1.4134538617167
611 => 1.4144285427499
612 => 1.3626805401417
613 => 1.3815347924972
614 => 1.3501859411138
615 => 1.3082133481852
616 => 1.3080726413362
617 => 1.318345373993
618 => 1.3122347506366
619 => 1.2957912203033
620 => 1.2981269461759
621 => 1.2776635297659
622 => 1.3006115754302
623 => 1.3012696432678
624 => 1.2924333956985
625 => 1.3277880262644
626 => 1.3422728472539
627 => 1.3364566398131
628 => 1.3418647666351
629 => 1.3873026116151
630 => 1.394710962939
701 => 1.3980012632289
702 => 1.3935926967217
703 => 1.3426952870299
704 => 1.3449528035822
705 => 1.328388645007
706 => 1.3143936764989
707 => 1.3149534018453
708 => 1.322148634877
709 => 1.3535706395212
710 => 1.4196963958668
711 => 1.4222058199828
712 => 1.4252473152165
713 => 1.4128760255681
714 => 1.4091447262328
715 => 1.4140672731861
716 => 1.4389006305424
717 => 1.5027787678535
718 => 1.4801999678504
719 => 1.4618430519879
720 => 1.4779470161883
721 => 1.4754679371267
722 => 1.4545420149898
723 => 1.4539546940513
724 => 1.4137911590486
725 => 1.3989436146375
726 => 1.3865358952082
727 => 1.3729869895031
728 => 1.3649547440377
729 => 1.3772959236628
730 => 1.3801184974596
731 => 1.3531342925223
801 => 1.3494564450994
802 => 1.3714923293458
803 => 1.3617951582695
804 => 1.3717689391997
805 => 1.374082941929
806 => 1.3737103341936
807 => 1.363585373877
808 => 1.3700387216521
809 => 1.3547746303284
810 => 1.3381772236061
811 => 1.3275891121723
812 => 1.3183495806372
813 => 1.3234762097376
814 => 1.30520071308
815 => 1.2993540138862
816 => 1.3678524726308
817 => 1.418453020588
818 => 1.4177172685807
819 => 1.4132385674562
820 => 1.4065841260566
821 => 1.438413816706
822 => 1.4273249889385
823 => 1.435393037642
824 => 1.4374466946519
825 => 1.4436624958991
826 => 1.4458841105789
827 => 1.4391688480062
828 => 1.4166316066119
829 => 1.3604709438341
830 => 1.3343280037082
831 => 1.3257003980216
901 => 1.3260139951022
902 => 1.3173635876615
903 => 1.3199115203368
904 => 1.3164775206574
905 => 1.3099743560384
906 => 1.3230746576478
907 => 1.3245843453706
908 => 1.321526578438
909 => 1.3222467932434
910 => 1.2969297890308
911 => 1.2988545858755
912 => 1.2881370724532
913 => 1.286127667888
914 => 1.2590347272371
915 => 1.2110356556895
916 => 1.2376318007095
917 => 1.2055073975093
918 => 1.1933413992532
919 => 1.2509333427965
920 => 1.2451527090166
921 => 1.2352587767666
922 => 1.2206235888926
923 => 1.2151952553481
924 => 1.1822144191338
925 => 1.1802657353843
926 => 1.1966119283696
927 => 1.1890687227451
928 => 1.1784752052128
929 => 1.1401065585586
930 => 1.0969674962969
1001 => 1.0982695934241
1002 => 1.1119913264988
1003 => 1.1518891160411
1004 => 1.1363003594282
1005 => 1.1249905376451
1006 => 1.1228725479971
1007 => 1.1493836227532
1008 => 1.186902347775
1009 => 1.204505294121
1010 => 1.1870613089015
1011 => 1.1670225979322
1012 => 1.1682422614185
1013 => 1.1763561361736
1014 => 1.1772087896864
1015 => 1.1641656488582
1016 => 1.1678372166007
1017 => 1.1622597694646
1018 => 1.1280309866857
1019 => 1.1274118965459
1020 => 1.1190116012382
1021 => 1.1187572436348
1022 => 1.1044662457647
1023 => 1.1024668363736
1024 => 1.0740911927009
1025 => 1.0927681272956
1026 => 1.0802406201526
1027 => 1.0613587119477
1028 => 1.0581034638562
1029 => 1.0580056071677
1030 => 1.0773931049767
1031 => 1.0925415730958
1101 => 1.0804585415028
1102 => 1.0777074694288
1103 => 1.1070817217876
1104 => 1.1033435804227
1105 => 1.1001063741091
1106 => 1.1835429574582
1107 => 1.1174963910996
1108 => 1.0886963183611
1109 => 1.0530507593616
1110 => 1.0646571331123
1111 => 1.0671027665947
1112 => 0.981381622796
1113 => 0.94660456543274
1114 => 0.93467038989143
1115 => 0.92780210314294
1116 => 0.93093206766074
1117 => 0.89962863709183
1118 => 0.92066506014509
1119 => 0.89355893528554
1120 => 0.88901450524187
1121 => 0.93748361429528
1122 => 0.94422780766763
1123 => 0.91545498348453
1124 => 0.93393179450719
1125 => 0.92723184598349
1126 => 0.89402359199696
1127 => 0.89275528095805
1128 => 0.87609254643418
1129 => 0.85001859344551
1130 => 0.83810209727213
1201 => 0.83189588260127
1202 => 0.83445668773118
1203 => 0.83316186629556
1204 => 0.82471228057722
1205 => 0.83364618665821
1206 => 0.81082374836616
1207 => 0.80173566954538
1208 => 0.79763079518387
1209 => 0.77737456758914
1210 => 0.80961123367765
1211 => 0.81596226300391
1212 => 0.82232580581987
1213 => 0.8777161014576
1214 => 0.87494895881889
1215 => 0.89996258061971
1216 => 0.89899059727363
1217 => 0.89185630714223
1218 => 0.86175791061161
1219 => 0.87375459501638
1220 => 0.83683066511718
1221 => 0.86449658398084
1222 => 0.85187101396786
1223 => 0.86022786605927
1224 => 0.84520149249194
1225 => 0.85351770804786
1226 => 0.81746832766482
1227 => 0.7838059234916
1228 => 0.79735265759774
1229 => 0.81207950682807
1230 => 0.84401106829083
1231 => 0.82499289371327
]
'min_raw' => 0.77737456758914
'max_raw' => 2.3204820164744
'avg_raw' => 1.5489282920318
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.777374'
'max' => '$2.32'
'avg' => '$1.54'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -1.4726254324109
'max_diff' => 0.070482016474417
'year' => 2026
]
1 => [
'items' => [
101 => 0.83183254844816
102 => 0.80892085003066
103 => 0.76164747179225
104 => 0.7619150339792
105 => 0.75464305464375
106 => 0.74835900277155
107 => 0.82717735984083
108 => 0.81737505120543
109 => 0.80175635528935
110 => 0.82266260043533
111 => 0.82819054347865
112 => 0.82834791624572
113 => 0.84360057303593
114 => 0.85174091869906
115 => 0.85317568990446
116 => 0.87717607491932
117 => 0.88522068740357
118 => 0.91835530771001
119 => 0.85105026724297
120 => 0.84966416422586
121 => 0.82295679417789
122 => 0.80601855786665
123 => 0.82411656970941
124 => 0.84014893757712
125 => 0.82345496453759
126 => 0.82563484498755
127 => 0.80322455012968
128 => 0.81123517603899
129 => 0.81813500621993
130 => 0.81432532554728
131 => 0.80862204918971
201 => 0.83883446624268
202 => 0.83712976326914
203 => 0.86526426060933
204 => 0.88719711320321
205 => 0.92650470601782
206 => 0.88548518376462
207 => 0.88399026933588
208 => 0.89860329766864
209 => 0.88521845022507
210 => 0.89367721178017
211 => 0.92514186875935
212 => 0.92580666737996
213 => 0.91467043394006
214 => 0.91399279312317
215 => 0.91613162857235
216 => 0.92865885460351
217 => 0.92428145690545
218 => 0.92934709234379
219 => 0.93568174702721
220 => 0.96188456463573
221 => 0.96820197525192
222 => 0.95285394265644
223 => 0.95423969815517
224 => 0.94849911265155
225 => 0.94295377898437
226 => 0.95541887923724
227 => 0.97819909495152
228 => 0.97805738041186
301 => 0.98334194767345
302 => 0.98663418929771
303 => 0.97250147817824
304 => 0.96330160291366
305 => 0.96682942049337
306 => 0.97247047762921
307 => 0.96500010169249
308 => 0.91888948079632
309 => 0.93287649761835
310 => 0.93054837408898
311 => 0.92723284307367
312 => 0.94129689664663
313 => 0.93994038437003
314 => 0.89930757516611
315 => 0.90190875577852
316 => 0.89946576157453
317 => 0.9073595756372
318 => 0.88479215836039
319 => 0.89173374392086
320 => 0.89608744131107
321 => 0.89865180252058
322 => 0.90791603360827
323 => 0.90682898301749
324 => 0.90784846101726
325 => 0.92158487005398
326 => 0.99105891319536
327 => 0.99484023207771
328 => 0.97621963494862
329 => 0.98365819622665
330 => 0.96937778520735
331 => 0.97896432079505
401 => 0.98552318497255
402 => 0.95588493895148
403 => 0.95412995437274
404 => 0.93979060301733
405 => 0.94749575821335
406 => 0.93523630227622
407 => 0.93824434394563
408 => 0.92983359720161
409 => 0.94497126677788
410 => 0.96189753352018
411 => 0.96617377693782
412 => 0.95492482154457
413 => 0.94677983649756
414 => 0.9324799258799
415 => 0.95626099593137
416 => 0.9632153055294
417 => 0.95622446790359
418 => 0.95460453807287
419 => 0.95153477397081
420 => 0.95525580303883
421 => 0.96317743086581
422 => 0.95944173747211
423 => 0.96190922877309
424 => 0.9525056963997
425 => 0.97250615669368
426 => 1.0042717010134
427 => 1.0043738324326
428 => 1.0006381189021
429 => 0.9991095454125
430 => 1.0029426141968
501 => 1.0050218967716
502 => 1.0174173383555
503 => 1.0307181410313
504 => 1.092787183524
505 => 1.0753584447653
506 => 1.1304297917688
507 => 1.1739840771291
508 => 1.1870441029105
509 => 1.1750294937133
510 => 1.1339281646659
511 => 1.1319115373786
512 => 1.1933342755089
513 => 1.1759795386475
514 => 1.1739152479201
515 => 1.1519546822553
516 => 1.1649360964322
517 => 1.1620968707258
518 => 1.1576150140487
519 => 1.182382648005
520 => 1.2287454477494
521 => 1.2215193706216
522 => 1.2161254392539
523 => 1.19249080215
524 => 1.2067241326738
525 => 1.2016559162958
526 => 1.2234321902255
527 => 1.2105324079531
528 => 1.1758480594469
529 => 1.1813716562676
530 => 1.1805367757201
531 => 1.1977185582277
601 => 1.192561013597
602 => 1.1795296823553
603 => 1.2285869847401
604 => 1.2254014763943
605 => 1.2299177989201
606 => 1.2319060237679
607 => 1.2617663392429
608 => 1.2739991550695
609 => 1.2767762184277
610 => 1.288396447343
611 => 1.2764870965465
612 => 1.3241329909559
613 => 1.3558147305231
614 => 1.3926147013578
615 => 1.446389349647
616 => 1.466609114847
617 => 1.4629565952437
618 => 1.503727919855
619 => 1.5769930838859
620 => 1.4777655796256
621 => 1.5822523825549
622 => 1.5491730671056
623 => 1.4707426052469
624 => 1.4656926081376
625 => 1.5188066275047
626 => 1.6366084104261
627 => 1.607100399901
628 => 1.6366566749603
629 => 1.6021777101297
630 => 1.6004655389143
701 => 1.634982108597
702 => 1.7156319550609
703 => 1.6773182361202
704 => 1.6223861251094
705 => 1.6629471410414
706 => 1.6278094352963
707 => 1.5486343498278
708 => 1.6070778356815
709 => 1.5679983410658
710 => 1.5794038151748
711 => 1.661543100221
712 => 1.6516598841306
713 => 1.6644496809127
714 => 1.6418760243596
715 => 1.6207886696001
716 => 1.581427555974
717 => 1.5697746707087
718 => 1.5729951089691
719 => 1.5697730748195
720 => 1.5477508934929
721 => 1.5429952055322
722 => 1.5350688505796
723 => 1.5375255594174
724 => 1.5226216931694
725 => 1.5507483680752
726 => 1.5559689267891
727 => 1.5764371752154
728 => 1.5785622566678
729 => 1.635566037188
730 => 1.6041693127871
731 => 1.625232946178
801 => 1.6233488165489
802 => 1.4724424311773
803 => 1.4932359996232
804 => 1.5255842667438
805 => 1.511011416253
806 => 1.4904088151809
807 => 1.4737711101736
808 => 1.4485632857948
809 => 1.4840428145345
810 => 1.530694622
811 => 1.5797454234924
812 => 1.6386767475496
813 => 1.6255239620563
814 => 1.5786437433809
815 => 1.5807467557447
816 => 1.5937467506725
817 => 1.5769105760668
818 => 1.5719452594945
819 => 1.5930645924231
820 => 1.593210029662
821 => 1.5738379760585
822 => 1.5523094835266
823 => 1.5522192783568
824 => 1.5483884910513
825 => 1.6028591986812
826 => 1.6328125802679
827 => 1.6362466871945
828 => 1.6325814375102
829 => 1.6339920466451
830 => 1.6165628338775
831 => 1.6564008457918
901 => 1.6929601450953
902 => 1.6831614719064
903 => 1.6684718678329
904 => 1.6567708906411
905 => 1.6804050935424
906 => 1.6793526996909
907 => 1.6926408315095
908 => 1.6920380050942
909 => 1.6875697061556
910 => 1.6831616314835
911 => 1.7006391492922
912 => 1.6956059048437
913 => 1.6905648423762
914 => 1.6804542198497
915 => 1.6818284213707
916 => 1.6671413536644
917 => 1.660346444109
918 => 1.558167307663
919 => 1.5308617036051
920 => 1.5394526024985
921 => 1.5422809494768
922 => 1.5303975155977
923 => 1.5474353071767
924 => 1.5447799854066
925 => 1.5551102891027
926 => 1.548656363843
927 => 1.5489212351869
928 => 1.5679008532538
929 => 1.5734107171236
930 => 1.5706083558894
1001 => 1.5725710336385
1002 => 1.6178001139735
1003 => 1.6113699850944
1004 => 1.6079541072846
1005 => 1.6089003287825
1006 => 1.6204573285305
1007 => 1.6236926574711
1008 => 1.6099843414071
1009 => 1.6164492625097
1010 => 1.6439760760441
1011 => 1.6536089028984
1012 => 1.6843522621982
1013 => 1.671291936748
1014 => 1.6952647293495
1015 => 1.7689489208792
1016 => 1.8278129516313
1017 => 1.7736791562927
1018 => 1.8817754524799
1019 => 1.9659439245543
1020 => 1.9627133984062
1021 => 1.9480366784481
1022 => 1.852213110726
1023 => 1.7640348350592
1024 => 1.8377997069018
1025 => 1.83798774873
1026 => 1.8316512808199
1027 => 1.7922960228329
1028 => 1.8302818031494
1029 => 1.8332969764469
1030 => 1.8316092811996
1031 => 1.8014356971742
1101 => 1.755366211378
1102 => 1.7643680786278
1103 => 1.7791133208161
1104 => 1.7511975011739
1105 => 1.742276705319
1106 => 1.758862162064
1107 => 1.8123039594137
1108 => 1.802201097192
1109 => 1.8019372706305
1110 => 1.8451615994953
1111 => 1.8142223084221
1112 => 1.7644816210018
1113 => 1.7519214414291
1114 => 1.7073412654968
1115 => 1.7381329518024
1116 => 1.7392410897751
1117 => 1.722376797869
1118 => 1.7658500653456
1119 => 1.7654494515324
1120 => 1.8067208488595
1121 => 1.8856162597199
1122 => 1.8622830045211
1123 => 1.8351489673759
1124 => 1.8380991895588
1125 => 1.8704558451367
1126 => 1.8508922725437
1127 => 1.8579274696502
1128 => 1.8704451965233
1129 => 1.8779974519435
1130 => 1.8370125362264
1201 => 1.8274569918376
1202 => 1.8079097015585
1203 => 1.8028101783921
1204 => 1.8187310384569
1205 => 1.8145364543221
1206 => 1.7391479550694
1207 => 1.7312694374399
1208 => 1.7315110603277
1209 => 1.711700153145
1210 => 1.681483764529
1211 => 1.7608906296851
1212 => 1.7545131471147
1213 => 1.7474728999349
1214 => 1.7483352900433
1215 => 1.7828031188592
1216 => 1.7628100374789
1217 => 1.81596492113
1218 => 1.8050378750334
1219 => 1.7938305914359
1220 => 1.7922814034606
1221 => 1.787967555436
1222 => 1.7731737654478
1223 => 1.7553093750681
1224 => 1.7435137571524
1225 => 1.6082992791846
1226 => 1.633394299789
1227 => 1.6622638335112
1228 => 1.6722294808648
1229 => 1.6551825514647
1230 => 1.7738468821228
1231 => 1.795527998812
]
'min_raw' => 0.74835900277155
'max_raw' => 1.9659439245543
'avg_raw' => 1.3571514636629
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.748359'
'max' => '$1.96'
'avg' => '$1.35'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.029015564817585
'max_diff' => -0.35453809192012
'year' => 2027
]
2 => [
'items' => [
101 => 1.7298544821362
102 => 1.7175696485982
103 => 1.7746522737643
104 => 1.740224472722
105 => 1.7557273094233
106 => 1.7222186560734
107 => 1.7903056526987
108 => 1.7897869438614
109 => 1.7632995643596
110 => 1.7856865161368
111 => 1.7817962323496
112 => 1.7518920461276
113 => 1.7912536687411
114 => 1.7912731916149
115 => 1.7657796647296
116 => 1.7360088065784
117 => 1.7306864802972
118 => 1.7266768223983
119 => 1.7547411793767
120 => 1.7799035940886
121 => 1.8267246095758
122 => 1.8384965253092
123 => 1.8844430961174
124 => 1.857084150299
125 => 1.8692120166226
126 => 1.8823785311083
127 => 1.8886910423353
128 => 1.878405144039
129 => 1.9497790808671
130 => 1.9558052279763
131 => 1.9578257429761
201 => 1.9337588530586
202 => 1.955135884231
203 => 1.9451342792783
204 => 1.9711556768395
205 => 1.9752361642349
206 => 1.9717801365785
207 => 1.9730753476839
208 => 1.9121702838264
209 => 1.9090120349656
210 => 1.8659490876492
211 => 1.8834975569858
212 => 1.8506915346809
213 => 1.8610946622933
214 => 1.8656802618202
215 => 1.8632850048578
216 => 1.8844897211126
217 => 1.8664613804587
218 => 1.8188816253394
219 => 1.7712889071477
220 => 1.770691419339
221 => 1.7581610967204
222 => 1.7491039685101
223 => 1.7508486927223
224 => 1.756997328414
225 => 1.7487465986261
226 => 1.750507310149
227 => 1.7797468529878
228 => 1.7856106347773
229 => 1.7656832131293
301 => 1.6856717396994
302 => 1.6660367234261
303 => 1.680149983744
304 => 1.6734047543224
305 => 1.3505682406244
306 => 1.426413890816
307 => 1.381348980947
308 => 1.4021169647515
309 => 1.3561173612771
310 => 1.3780707831009
311 => 1.3740167877006
312 => 1.4959743487728
313 => 1.4940701492038
314 => 1.4949815887695
315 => 1.4514762035563
316 => 1.5207814635009
317 => 1.5549237266861
318 => 1.5486049024374
319 => 1.5501952143671
320 => 1.5228683864599
321 => 1.4952461721972
322 => 1.4646088855514
323 => 1.5215291772561
324 => 1.5152006124803
325 => 1.5297160631302
326 => 1.5666329410472
327 => 1.572069091554
328 => 1.5793753329632
329 => 1.5767565655117
330 => 1.6391462306212
331 => 1.6315904305162
401 => 1.6497977348172
402 => 1.6123439284784
403 => 1.5699613914582
404 => 1.5780169261562
405 => 1.5772411133863
406 => 1.5673641263885
407 => 1.5584476241568
408 => 1.54360416015
409 => 1.5905710766869
410 => 1.5886643056471
411 => 1.6195327124015
412 => 1.614076421668
413 => 1.5776379767685
414 => 1.5789393829567
415 => 1.5876919650064
416 => 1.6179847514157
417 => 1.6269777129122
418 => 1.6228118148395
419 => 1.632672186576
420 => 1.6404654223569
421 => 1.6336508970033
422 => 1.7301302054474
423 => 1.6900652700675
424 => 1.7095926408016
425 => 1.7142498036598
426 => 1.7023205789282
427 => 1.704907600619
428 => 1.7088262335593
429 => 1.7326194054257
430 => 1.795059573013
501 => 1.8227138981928
502 => 1.9059132999366
503 => 1.8204175914534
504 => 1.8153446299284
505 => 1.8303313545637
506 => 1.8791782109384
507 => 1.9187640000782
508 => 1.9318968900948
509 => 1.9336326183109
510 => 1.9582707930401
511 => 1.9723929353201
512 => 1.9552790705797
513 => 1.9407768621084
514 => 1.8888317514449
515 => 1.894844539446
516 => 1.936266686179
517 => 1.9947779081915
518 => 2.0449866237334
519 => 2.027405281501
520 => 2.1615385122406
521 => 2.1748372741833
522 => 2.1729998152833
523 => 2.2032963741099
524 => 2.1431638746259
525 => 2.1174560660843
526 => 1.943912404187
527 => 1.9926710944261
528 => 2.0635447141862
529 => 2.0541643248485
530 => 2.0026940077215
531 => 2.0449475788824
601 => 2.0309772268653
602 => 2.0199582305989
603 => 2.0704383886326
604 => 2.014933381264
605 => 2.0629910092786
606 => 2.0013566042573
607 => 2.0274855915914
608 => 2.0126535146637
609 => 2.0222516861869
610 => 1.9661409715849
611 => 1.9964169511736
612 => 1.9648813912959
613 => 1.9648664393344
614 => 1.9641702901023
615 => 2.0012717364483
616 => 2.0024816132816
617 => 1.9750635883748
618 => 1.9711122226356
619 => 1.9857224927678
620 => 1.9686176928789
621 => 1.9766209210906
622 => 1.9688601025084
623 => 1.9671129787777
624 => 1.9531915996428
625 => 1.9471938867353
626 => 1.9495457445083
627 => 1.941517641463
628 => 1.936680418989
629 => 1.9632080448011
630 => 1.9490354044511
701 => 1.9610358844032
702 => 1.9473598229165
703 => 1.8999526354271
704 => 1.8726882605801
705 => 1.7831404780614
706 => 1.8085361181
707 => 1.8253734537193
708 => 1.8198087143976
709 => 1.8317639277289
710 => 1.8324978807312
711 => 1.8286111190083
712 => 1.824110746858
713 => 1.8219202145815
714 => 1.8382466475014
715 => 1.8477246913338
716 => 1.8270633056032
717 => 1.82222263201
718 => 1.84311243373
719 => 1.8558552007116
720 => 1.9499406325611
721 => 1.9429704798777
722 => 1.9604641952896
723 => 1.9584946713972
724 => 1.9768308721162
725 => 2.0068028108352
726 => 1.9458614791336
727 => 1.9564387871243
728 => 1.9538454754707
729 => 1.9821585721019
730 => 1.9822469624991
731 => 1.9652718467246
801 => 1.9744743323758
802 => 1.9693377573423
803 => 1.9786202426775
804 => 1.9428773892392
805 => 1.9864083265245
806 => 2.0110875628937
807 => 2.0114302341146
808 => 2.023127996287
809 => 2.0350136001429
810 => 2.0578269817264
811 => 2.0343773473126
812 => 1.9921937377779
813 => 1.9952392581341
814 => 1.9705070232983
815 => 1.9709227766342
816 => 1.9687034527443
817 => 1.9753638108007
818 => 1.9443389632881
819 => 1.9516204329877
820 => 1.941426332768
821 => 1.9564166271413
822 => 1.9402895483801
823 => 1.9538442248973
824 => 1.9596939739374
825 => 1.9812796738318
826 => 1.9371013229549
827 => 1.8470186749055
828 => 1.865955139672
829 => 1.8379466208552
830 => 1.8405389159076
831 => 1.8457757644743
901 => 1.8288014248795
902 => 1.8320395939513
903 => 1.8319239037654
904 => 1.8309269482443
905 => 1.8265112669356
906 => 1.8201076554221
907 => 1.8456176727643
908 => 1.849952321806
909 => 1.8595877096765
910 => 1.8882560882328
911 => 1.8853914411681
912 => 1.8900637993837
913 => 1.8798640676332
914 => 1.84101205221
915 => 1.8431219035701
916 => 1.8168120233008
917 => 1.8589149068853
918 => 1.8489443883216
919 => 1.8425163301415
920 => 1.8407623749115
921 => 1.8695018168332
922 => 1.8781011082917
923 => 1.8727426069317
924 => 1.86175216431
925 => 1.8828570631764
926 => 1.8885038437689
927 => 1.8897679496983
928 => 1.9271617840267
929 => 1.8918578496436
930 => 1.9003558575405
1001 => 1.9666548892891
1002 => 1.9065308161341
1003 => 1.9383798786112
1004 => 1.9368210327374
1005 => 1.9531139353872
1006 => 1.935484539166
1007 => 1.9357030766608
1008 => 1.9501700704369
1009 => 1.9298537868144
1010 => 1.9248231892809
1011 => 1.9178734548183
1012 => 1.9330479457666
1013 => 1.9421443668069
1014 => 2.0154548398067
1015 => 2.0628167487283
1016 => 2.0607606433539
1017 => 2.0795495976083
1018 => 2.0710850016296
1019 => 2.0437505883668
1020 => 2.0904070987298
1021 => 2.0756430266596
1022 => 2.0768601588228
1023 => 2.0768148571029
1024 => 2.0866316743319
1025 => 2.079675559627
1026 => 2.0659643435132
1027 => 2.0750664886452
1028 => 2.102096605611
1029 => 2.1859989180579
1030 => 2.2329517636609
1031 => 2.1831722977968
1101 => 2.2175095067763
1102 => 2.1969194169872
1103 => 2.1931775851704
1104 => 2.2147438899093
1105 => 2.2363479436097
1106 => 2.2349718587859
1107 => 2.2192884251798
1108 => 2.2104292514881
1109 => 2.2775138827225
1110 => 2.3269406962591
1111 => 2.3235701189375
1112 => 2.3384467510647
1113 => 2.3821250031071
1114 => 2.3861183950802
1115 => 2.3856153194787
1116 => 2.375717280806
1117 => 2.4187241922796
1118 => 2.4546013144654
1119 => 2.3734261708351
1120 => 2.4043366028689
1121 => 2.4182132916808
1122 => 2.4385883878846
1123 => 2.4729645904432
1124 => 2.5103062642592
1125 => 2.5155867863674
1126 => 2.5118400032354
1127 => 2.4872121655557
1128 => 2.528071870624
1129 => 2.552006527575
1130 => 2.5662590680544
1201 => 2.6024011393137
1202 => 2.4182989893867
1203 => 2.2879823371978
1204 => 2.2676315101632
1205 => 2.3090157171948
1206 => 2.3199284025561
1207 => 2.3155295127703
1208 => 2.16884627286
1209 => 2.2668592532619
1210 => 2.3723129790088
1211 => 2.3763638860886
1212 => 2.4291562261309
1213 => 2.4463475760798
1214 => 2.4888523294641
1215 => 2.4861936455671
1216 => 2.4965428766178
1217 => 2.494163767623
1218 => 2.5728948728356
1219 => 2.6597469735673
1220 => 2.6567395614917
1221 => 2.6442535444241
1222 => 2.6627974089518
1223 => 2.7524380845437
1224 => 2.7441854075977
1225 => 2.7522021802894
1226 => 2.8578935887393
1227 => 2.9953074541517
1228 => 2.9314649175411
1229 => 3.0699848517911
1230 => 3.1571758077753
1231 => 3.3079635504368
]
'min_raw' => 1.3505682406244
'max_raw' => 3.3079635504368
'avg_raw' => 2.3292658955306
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$1.35'
'max' => '$3.30'
'avg' => '$2.32'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.60220923785281
'max_diff' => 1.3420196258825
'year' => 2028
]
3 => [
'items' => [
101 => 3.2890841824103
102 => 3.3477847440968
103 => 3.2552861733998
104 => 3.042890758034
105 => 3.0092783705354
106 => 3.0765712215089
107 => 3.2420041292867
108 => 3.0713611505172
109 => 3.1058820028764
110 => 3.0959399950746
111 => 3.0954102277297
112 => 3.1156292925667
113 => 3.0863004844651
114 => 2.9668096441074
115 => 3.0215715920794
116 => 3.0004253740826
117 => 3.023888679505
118 => 3.1505104618662
119 => 3.094527953598
120 => 3.0355549287872
121 => 3.1095201890618
122 => 3.2037033826124
123 => 3.1978095676235
124 => 3.1863731031214
125 => 3.2508398547257
126 => 3.3573200413901
127 => 3.3861012079735
128 => 3.4073468767403
129 => 3.4102762955147
130 => 3.4404511295149
131 => 3.2781934420586
201 => 3.5357005591246
202 => 3.5801649247514
203 => 3.5718074668727
204 => 3.6212277379203
205 => 3.6066870405068
206 => 3.5856198513202
207 => 3.6639614929238
208 => 3.5741491226698
209 => 3.4466717701572
210 => 3.3767351733527
211 => 3.4688333256493
212 => 3.5250744534742
213 => 3.5622462613589
214 => 3.573494427965
215 => 3.2907890444474
216 => 3.1384265222908
217 => 3.2360891521533
218 => 3.3552443009003
219 => 3.277531529191
220 => 3.2805777227123
221 => 3.169779732812
222 => 3.365047464487
223 => 3.3365985984421
224 => 3.4841913658082
225 => 3.4489671673703
226 => 3.5693233396392
227 => 3.5376295259063
228 => 3.6691887747346
301 => 3.7216713209167
302 => 3.8097976842125
303 => 3.8746237957917
304 => 3.9126909284369
305 => 3.9104055205791
306 => 4.0612464650897
307 => 3.972300830093
308 => 3.8605641496606
309 => 3.8585431856362
310 => 3.9164131957532
311 => 4.0376928610964
312 => 4.0691389137726
313 => 4.0867129672691
314 => 4.0597976925819
315 => 3.9632535805841
316 => 3.9215663225132
317 => 3.9570850741858
318 => 3.9136486930514
319 => 3.9886320729853
320 => 4.0916002692204
321 => 4.0703377438782
322 => 4.1414151782411
323 => 4.2149728452426
324 => 4.3201636127362
325 => 4.3476643745619
326 => 4.3931220880994
327 => 4.4399130074105
328 => 4.4549409896426
329 => 4.4836340706327
330 => 4.4834828439326
331 => 4.5699513747634
401 => 4.6653288419772
402 => 4.701331627857
403 => 4.7841180487823
404 => 4.6423492041299
405 => 4.7498825013219
406 => 4.8468802271221
407 => 4.7312355396762
408 => 4.890624799564
409 => 4.8968135233416
410 => 4.9902559047922
411 => 4.8955341497978
412 => 4.8392886740446
413 => 5.0016672550535
414 => 5.0802371355263
415 => 5.056571248105
416 => 4.8764726762999
417 => 4.7716475827182
418 => 4.4973000935644
419 => 4.8222765453966
420 => 4.980563095391
421 => 4.8760627523746
422 => 4.9287666469701
423 => 5.2163020065881
424 => 5.3257768549948
425 => 5.3030068518131
426 => 5.3068546075247
427 => 5.3659252486159
428 => 5.6278770020105
429 => 5.4709094393823
430 => 5.5909052595492
501 => 5.6545506098886
502 => 5.7136679582777
503 => 5.5684944348638
504 => 5.379625813925
505 => 5.3198031935083
506 => 4.8656722527383
507 => 4.8420327650805
508 => 4.8287632043084
509 => 4.7451005006569
510 => 4.67936453273
511 => 4.6270888504145
512 => 4.4899018491786
513 => 4.536198434929
514 => 4.3175509881113
515 => 4.4574338761956
516 => 4.1084672716473
517 => 4.3990970295137
518 => 4.2409204656206
519 => 4.3471317741298
520 => 4.3467612128801
521 => 4.1511925195887
522 => 4.0383925787127
523 => 4.1102730912782
524 => 4.1873347066307
525 => 4.1998376944553
526 => 4.2997500902737
527 => 4.3276334923369
528 => 4.2431454823339
529 => 4.1012357144204
530 => 4.1341981168895
531 => 4.0377245966787
601 => 3.8686584633096
602 => 3.9900847119068
603 => 4.0315449719131
604 => 4.0498561846709
605 => 3.883599059879
606 => 3.8313574616516
607 => 3.8035444731048
608 => 4.0797740073773
609 => 4.0949064848177
610 => 4.0174865907161
611 => 4.3674318533109
612 => 4.2882284626754
613 => 4.3767180553171
614 => 4.131207124361
615 => 4.1405859725478
616 => 4.024357163346
617 => 4.0894375300872
618 => 4.0434408245126
619 => 4.0841796795912
620 => 4.1085983813527
621 => 4.2248081185507
622 => 4.4004239580423
623 => 4.2074502590665
624 => 4.1233688549885
625 => 4.1755324851867
626 => 4.3144511064474
627 => 4.5249199287708
628 => 4.4003181498756
629 => 4.4556143034738
630 => 4.4676940530804
701 => 4.3758173143317
702 => 4.52830755518
703 => 4.6100283140792
704 => 4.6938569029814
705 => 4.7666429179014
706 => 4.6603739211437
707 => 4.7740969807368
708 => 4.6824562695272
709 => 4.6002450779295
710 => 4.6003697583719
711 => 4.5487974769688
712 => 4.4488696832247
713 => 4.4304414648909
714 => 4.5263073838909
715 => 4.6031827723925
716 => 4.6095145975978
717 => 4.6520767626724
718 => 4.6772646135384
719 => 4.9241397932478
720 => 5.0234350327855
721 => 5.1448513721295
722 => 5.192149878954
723 => 5.3345014270423
724 => 5.2195409907335
725 => 5.194668577203
726 => 4.8493702843772
727 => 4.9059128604834
728 => 4.9964429803767
729 => 4.8508630927099
730 => 4.9432000235634
731 => 4.9614292896775
801 => 4.8459163438338
802 => 4.9076167992287
803 => 4.74375868261
804 => 4.403995617212
805 => 4.5286858085983
806 => 4.6204997597231
807 => 4.4894699308894
808 => 4.7243358275192
809 => 4.5871320193243
810 => 4.5436449990708
811 => 4.3739866288196
812 => 4.4540588488286
813 => 4.5623576729145
814 => 4.4954415907191
815 => 4.6343025087749
816 => 4.8309666015961
817 => 4.9711211456897
818 => 4.9818804712793
819 => 4.8917704890523
820 => 5.0361723106453
821 => 5.0372241202686
822 => 4.8743382756129
823 => 4.7745716027135
824 => 4.7519044047199
825 => 4.8085315094739
826 => 4.8772872685855
827 => 4.9856959373943
828 => 5.0512050254939
829 => 5.2220179839222
830 => 5.2682350728816
831 => 5.3190136415022
901 => 5.3868694687098
902 => 5.4683477871496
903 => 5.2900778649666
904 => 5.2971608613117
905 => 5.13115837809
906 => 4.9537609176034
907 => 5.0883834772071
908 => 5.2643845658003
909 => 5.2240097216131
910 => 5.2194667268588
911 => 5.2271067839138
912 => 5.1966654699158
913 => 5.0589805349106
914 => 4.9898360225042
915 => 5.0790500841548
916 => 5.1264633874611
917 => 5.1999972860145
918 => 5.1909326809055
919 => 5.3803481066149
920 => 5.4539492134204
921 => 5.4351189007306
922 => 5.4385841314423
923 => 5.5718354196666
924 => 5.7200382573896
925 => 5.858849772004
926 => 6.0000548067631
927 => 5.8298266260347
928 => 5.7433952540754
929 => 5.8325703676576
930 => 5.7852527971603
1001 => 6.0571535925409
1002 => 6.0759794136783
1003 => 6.3478605475365
1004 => 6.6059081185713
1005 => 6.4438330626068
1006 => 6.5966625403604
1007 => 6.7619600809211
1008 => 7.0808458552222
1009 => 6.9734563449744
1010 => 6.8911976631327
1011 => 6.8134636062635
1012 => 6.9752158386744
1013 => 7.1833075016161
1014 => 7.2281284527366
1015 => 7.3007555164729
1016 => 7.224397039369
1017 => 7.3163624144303
1018 => 7.64104060003
1019 => 7.5533096882673
1020 => 7.4287176901165
1021 => 7.6850199352231
1022 => 7.7777747213774
1023 => 8.428776386667
1024 => 9.2506928806327
1025 => 8.9104140551362
1026 => 8.6991920074215
1027 => 8.7488341988884
1028 => 9.0489702788555
1029 => 9.1453644618979
1030 => 8.8833318433211
1031 => 8.9758861940302
1101 => 9.4858697661802
1102 => 9.7594595904068
1103 => 9.3878878610915
1104 => 8.3627361966591
1105 => 7.4174995438736
1106 => 7.6682188687535
1107 => 7.6397950780386
1108 => 8.1877088045675
1109 => 7.5512173350363
1110 => 7.5619342190099
1111 => 8.1211782211527
1112 => 7.9719815092504
1113 => 7.7303019436398
1114 => 7.4192640721612
1115 => 6.8442817992121
1116 => 6.3350039654942
1117 => 7.3338150770955
1118 => 7.2907445257431
1119 => 7.2283719846867
1120 => 7.3671753253938
1121 => 8.0411649478519
1122 => 8.0256273055627
1123 => 7.9267847526938
1124 => 8.0017559578866
1125 => 7.717159128889
1126 => 7.7905062118711
1127 => 7.4173498135584
1128 => 7.5860320899835
1129 => 7.7297834078358
1130 => 7.7586436131693
1201 => 7.8236671294242
1202 => 7.2680483023214
1203 => 7.5175048435788
1204 => 7.6640371906506
1205 => 7.0019987156879
1206 => 7.6509508186166
1207 => 7.2583762146818
1208 => 7.1251304978337
1209 => 7.3045283017814
1210 => 7.2346168031129
1211 => 7.1745110018986
1212 => 7.1409709320724
1213 => 7.2727008798784
1214 => 7.2665555203619
1215 => 7.0510197580701
1216 => 6.769862142522
1217 => 6.8642278669841
1218 => 6.8299439146036
1219 => 6.705694448459
1220 => 6.7894235867027
1221 => 6.4207228362244
1222 => 5.7863923584239
1223 => 6.2054505021269
1224 => 6.1893172194419
1225 => 6.181182086726
1226 => 6.4960926998024
1227 => 6.4658213105791
1228 => 6.4108784427205
1229 => 6.704685379604
1230 => 6.5974418953806
1231 => 6.9279410440145
]
'min_raw' => 2.9668096441074
'max_raw' => 9.7594595904068
'avg_raw' => 6.3631346172571
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$2.96'
'max' => '$9.75'
'avg' => '$6.36'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 1.616241403483
'max_diff' => 6.45149603997
'year' => 2029
]
4 => [
'items' => [
101 => 7.1456291586496
102 => 7.0904164113053
103 => 7.2951531352976
104 => 6.8664018626837
105 => 7.0088158369307
106 => 7.0381671596457
107 => 6.7010598476093
108 => 6.4707740842286
109 => 6.4554166492611
110 => 6.0561328708919
111 => 6.2694270423906
112 => 6.457117086597
113 => 6.367228120758
114 => 6.3387719595298
115 => 6.4841483158562
116 => 6.495445303807
117 => 6.2378727813265
118 => 6.2914302650112
119 => 6.5147738751671
120 => 6.2858025790759
121 => 5.8409487530197
122 => 5.7306188535725
123 => 5.7158988112027
124 => 5.416675373527
125 => 5.7379916250165
126 => 5.5977284705011
127 => 6.0408180950044
128 => 5.7877276778255
129 => 5.7768174557863
130 => 5.7603250549925
131 => 5.5027710814205
201 => 5.5591590332238
202 => 5.7466011731457
203 => 5.8134826403567
204 => 5.8065063553829
205 => 5.7456826044014
206 => 5.7735274061328
207 => 5.6838295979841
208 => 5.6521554350284
209 => 5.5521830640753
210 => 5.4052512968465
211 => 5.4256830602646
212 => 5.1345727825962
213 => 4.9759604529306
214 => 4.9320586505561
215 => 4.8733513256383
216 => 4.9386897991198
217 => 5.1337481037556
218 => 4.898466404437
219 => 4.4950924340475
220 => 4.5193358969837
221 => 4.5738037602526
222 => 4.472303257392
223 => 4.3762415497259
224 => 4.4597594108089
225 => 4.2888445419697
226 => 4.5944580055964
227 => 4.5861920178771
228 => 4.7001058181073
301 => 4.7713384551378
302 => 4.6071702886227
303 => 4.5658824387021
304 => 4.589401874445
305 => 4.2006779918047
306 => 4.6683387837212
307 => 4.6723831336697
308 => 4.6377529540143
309 => 4.8867678883027
310 => 5.4122670693571
311 => 5.2145531392888
312 => 5.1379923296313
313 => 4.9924501745066
314 => 5.1863764547721
315 => 5.171485942169
316 => 5.1041453971183
317 => 5.0634176253563
318 => 5.1384597936094
319 => 5.0541190702549
320 => 5.0389691588123
321 => 4.9471771787367
322 => 4.9144116181186
323 => 4.8901533014716
324 => 4.8634472784162
325 => 4.9223541105501
326 => 4.7888634790955
327 => 4.6278868638091
328 => 4.6145034000391
329 => 4.6514563201941
330 => 4.6351074038469
331 => 4.6144251277176
401 => 4.5749370301039
402 => 4.5632217550716
403 => 4.601290715483
404 => 4.5583130787368
405 => 4.6217289228689
406 => 4.6044833222237
407 => 4.5081507989077
408 => 4.3880848079878
409 => 4.3870159688217
410 => 4.3611479480257
411 => 4.3282011342591
412 => 4.3190360843902
413 => 4.4527257694987
414 => 4.7294594166778
415 => 4.6751299800616
416 => 4.7143885659214
417 => 4.9075019527012
418 => 4.9688868912363
419 => 4.925317315846
420 => 4.8656765937974
421 => 4.8683004828858
422 => 5.0721108846002
423 => 5.0848222893562
424 => 5.11693990832
425 => 5.1582201251265
426 => 4.9323475152689
427 => 4.8576619032739
428 => 4.8222717169106
429 => 4.7132836406376
430 => 4.8308179369666
501 => 4.7623357358161
502 => 4.7715763244364
503 => 4.765558378975
504 => 4.7688445841286
505 => 4.5943725804049
506 => 4.6579410085833
507 => 4.5522461674373
508 => 4.4107326399456
509 => 4.4102582369804
510 => 4.4448934723519
511 => 4.4242910790761
512 => 4.3688505685066
513 => 4.3767256313612
514 => 4.3077317942248
515 => 4.3851027323633
516 => 4.3873214540226
517 => 4.3575294284158
518 => 4.4767300337502
519 => 4.5255666190142
520 => 4.5059568695527
521 => 4.5241907467164
522 => 4.6773876134357
523 => 4.7023653871588
524 => 4.7134588643076
525 => 4.6985950745324
526 => 4.5269909042125
527 => 4.5346022788835
528 => 4.4787550617744
529 => 4.431570048352
530 => 4.4334572014361
531 => 4.4577164319576
601 => 4.5636579144301
602 => 4.7866055187019
603 => 4.7950662173114
604 => 4.8053208308422
605 => 4.7636101640568
606 => 4.751029827837
607 => 4.7676265385712
608 => 4.8513539367075
609 => 5.0667235364811
610 => 4.9905975358692
611 => 4.9287059123999
612 => 4.9830015520444
613 => 4.9746431639044
614 => 4.9040899564185
615 => 4.9021097628692
616 => 4.7666956004789
617 => 4.7166360678746
618 => 4.6748025755393
619 => 4.6291214940001
620 => 4.60204021762
621 => 4.6436493663598
622 => 4.6531658709816
623 => 4.5621867400584
624 => 4.549786620693
625 => 4.6240821429259
626 => 4.5913874536074
627 => 4.6250147523607
628 => 4.6328165741211
629 => 4.6315603011265
630 => 4.5974232905169
701 => 4.6191812030991
702 => 4.5677172534962
703 => 4.5117579379383
704 => 4.4760593810009
705 => 4.4449076553466
706 => 4.4621924432886
707 => 4.4005753303532
708 => 4.3808627758177
709 => 4.6118101118848
710 => 4.7824133921399
711 => 4.7799327528786
712 => 4.7648324993446
713 => 4.7423965855675
714 => 4.8497126098701
715 => 4.8123258528547
716 => 4.8395278423515
717 => 4.8464518903423
718 => 4.8674088982207
719 => 4.8748992272215
720 => 4.852258250613
721 => 4.7762723677524
722 => 4.5869227721848
723 => 4.4987800243086
724 => 4.4696914493759
725 => 4.4707487638276
726 => 4.4415833111892
727 => 4.4501738440951
728 => 4.4385958744218
729 => 4.4166700008722
730 => 4.4608385823824
731 => 4.4659285999426
801 => 4.4556191252429
802 => 4.4580473797431
803 => 4.3726893324637
804 => 4.3791789194105
805 => 4.3430440746343
806 => 4.3362692268508
807 => 4.2449234858776
808 => 4.0830912649666
809 => 4.1727620247851
810 => 4.0644523565412
811 => 4.023433844018
812 => 4.2176091026154
813 => 4.1981192922356
814 => 4.1647612088822
815 => 4.1154176511688
816 => 4.0971156456296
817 => 3.9859184536844
818 => 3.9793483303704
819 => 4.0344606612751
820 => 4.0090282168621
821 => 3.9733114328863
822 => 3.8439488618783
823 => 3.6985025015899
824 => 3.7028926129638
825 => 3.7491563940458
826 => 3.8836745770626
827 => 3.8311159957697
828 => 3.7929841420015
829 => 3.7858431920301
830 => 3.8752271315144
831 => 4.0017241323989
901 => 4.0610736950031
902 => 4.0022600809354
903 => 3.9346981678443
904 => 3.9388103484424
905 => 3.9661668436721
906 => 3.9690416245208
907 => 3.9250657645753
908 => 3.9374447115599
909 => 3.9186399591357
910 => 3.8032352282193
911 => 3.8011479225894
912 => 3.7728257404698
913 => 3.7719681560512
914 => 3.7237850589664
915 => 3.7170439106102
916 => 3.6213734468434
917 => 3.6843440358115
918 => 3.642106670836
919 => 3.5784449990307
920 => 3.5674697028159
921 => 3.5671397721587
922 => 3.6325060746134
923 => 3.6835801925092
924 => 3.6428414078831
925 => 3.6335659763119
926 => 3.7326033189846
927 => 3.719999914384
928 => 3.7090854472832
929 => 3.990397713401
930 => 3.7677171036989
1001 => 3.670615647704
1002 => 3.5504341568439
1003 => 3.5895658562756
1004 => 3.5978114803102
1005 => 3.3087966591336
1006 => 3.1915433821768
1007 => 3.1513064761217
1008 => 3.1281495678207
1009 => 3.1387024617196
1010 => 3.0331607600208
1011 => 3.104086529061
1012 => 3.0126963366078
1013 => 2.9973744734336
1014 => 3.1607914586123
1015 => 3.1835299774318
1016 => 3.086520391844
1017 => 3.1488162502166
1018 => 3.1262269059935
1019 => 3.0142629591517
1020 => 3.0099867599333
1021 => 2.9538071871311
1022 => 2.8658970342046
1023 => 2.8257197353728
1024 => 2.8047950493059
1025 => 2.8134289825911
1026 => 2.8090634017194
1027 => 2.7805750335388
1028 => 2.8106963216362
1029 => 2.7337488775228
1030 => 2.7031077852692
1031 => 2.6892679147662
1101 => 2.6209726291859
1102 => 2.7296607995955
1103 => 2.7510737383836
1104 => 2.772528867276
1105 => 2.9592811162456
1106 => 2.9499515016434
1107 => 3.0342866739402
1108 => 3.0310095642272
1109 => 3.006955806949
1110 => 2.905476961643
1111 => 2.9459246206955
1112 => 2.8214330130939
1113 => 2.9147105901155
1114 => 2.8721425993275
1115 => 2.9003183096105
1116 => 2.8496558420204
1117 => 2.8776945433868
1118 => 2.756151540538
1119 => 2.642656394634
1120 => 2.6883301544756
1121 => 2.7379827548514
1122 => 2.8456422437136
1123 => 2.7815211403188
1124 => 2.8045815137869
1125 => 2.7273331229286
1126 => 2.5679476276759
1127 => 2.5688497322698
1128 => 2.544331746227
1129 => 2.5231446266014
1130 => 2.7888862203824
1201 => 2.7558370524428
1202 => 2.7031775286992
1203 => 2.7736643938363
1204 => 2.7923022397555
1205 => 2.7928328330271
1206 => 2.8442582303018
1207 => 2.8717039740458
1208 => 2.8765414053374
1209 => 2.9574603790683
1210 => 2.9845833517159
1211 => 3.0962990374644
1212 => 2.8693753944419
1213 => 2.8647020513451
1214 => 2.7746562885793
1215 => 2.717547842266
1216 => 2.7785665527568
1217 => 2.8326208003669
1218 => 2.7763359047282
1219 => 2.7836855238596
1220 => 2.7081276501095
1221 => 2.7351360346468
1222 => 2.7583992938325
1223 => 2.7455546894613
1224 => 2.7263256950317
1225 => 2.8281889684894
1226 => 2.8224414433955
1227 => 2.9172988654659
1228 => 2.991247009289
1229 => 3.123775302832
1230 => 2.9854751196637
1231 => 2.9804349112956
]
'min_raw' => 2.5231446266014
'max_raw' => 7.2951531352976
'avg_raw' => 4.9091488809495
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$2.52'
'max' => '$7.29'
'avg' => '$4.90'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.443665017506
'max_diff' => -2.4643064551092
'year' => 2030
]
5 => [
'items' => [
101 => 3.0297037565686
102 => 2.9845758089124
103 => 3.0130951140673
104 => 3.1191804018648
105 => 3.1214218168289
106 => 3.0838752282793
107 => 3.0815905149538
108 => 3.0888017479994
109 => 3.1310381651865
110 => 3.1162794632273
111 => 3.1333586067791
112 => 3.1547163373156
113 => 3.2430609663051
114 => 3.2643605572651
115 => 3.212613593804
116 => 3.2172857652184
117 => 3.197930980398
118 => 3.1792345007763
119 => 3.2212614565643
120 => 3.2980665443089
121 => 3.2975887438443
122 => 3.3154060313234
123 => 3.3265060538166
124 => 3.2788566315629
125 => 3.2478386097936
126 => 3.2597328930679
127 => 3.2787521110474
128 => 3.2535652170118
129 => 3.0981000393196
130 => 3.1452582430774
131 => 3.1374088120538
201 => 3.1262302677527
202 => 3.1736482062948
203 => 3.1690746304455
204 => 3.0320782773224
205 => 3.0408483393657
206 => 3.0326116138426
207 => 3.0592261590834
208 => 2.9831385361279
209 => 3.006542576491
210 => 3.0212213712075
211 => 3.0298672940634
212 => 3.0611022959835
213 => 3.0574372290212
214 => 3.0608744702752
215 => 3.1071877323879
216 => 3.3414243193619
217 => 3.354173299977
218 => 3.2913926567076
219 => 3.3164722854003
220 => 3.2683248826223
221 => 3.3006465566667
222 => 3.3227602251664
223 => 3.2228328094302
224 => 3.2169157563938
225 => 3.1685696321575
226 => 3.1945481008577
227 => 3.1532144892378
228 => 3.1633563117409
301 => 3.1349988918739
302 => 3.1860366017286
303 => 3.2431046918045
304 => 3.2575223450448
305 => 3.2195957065595
306 => 3.1921343208088
307 => 3.1439211737735
308 => 3.2241007117933
309 => 3.2475476521375
310 => 3.2239775549973
311 => 3.2185158484732
312 => 3.208165924479
313 => 3.2207116337758
314 => 3.2474199550648
315 => 3.2348248039702
316 => 3.2431441231662
317 => 3.2114394572357
318 => 3.2788724055044
319 => 3.3859721559778
320 => 3.3863164991882
321 => 3.3737212802009
322 => 3.3685675879591
323 => 3.3814910469818
324 => 3.3885014933536
325 => 3.4302935900759
326 => 3.4751381749295
327 => 3.684408285216
328 => 3.6256460756554
329 => 3.8113229670361
330 => 3.9581692809915
331 => 4.0022020697356
401 => 3.9616939759938
402 => 3.8231179755073
403 => 3.8163187758117
404 => 4.0234098258168
405 => 3.9648971188194
406 => 3.957937218508
407 => 3.8838956381312
408 => 3.927663382362
409 => 3.9180907346647
410 => 3.9029798419645
411 => 3.9864856490693
412 => 4.1428010653547
413 => 4.1184378418099
414 => 4.1002518256111
415 => 4.0205659964979
416 => 4.0685546640984
417 => 4.0514668187282
418 => 4.1248870466529
419 => 4.0813945300875
420 => 3.9644538275151
421 => 3.9830770198413
422 => 3.9802621617859
423 => 4.0381917411041
424 => 4.0208027192933
425 => 3.9768666761935
426 => 4.1422667962555
427 => 4.1315266324624
428 => 4.1467537291777
429 => 4.1534571680653
430 => 4.25413330647
501 => 4.2953770990973
502 => 4.3047401620979
503 => 4.3439185751844
504 => 4.3037653674896
505 => 4.4644068270209
506 => 4.5712240239201
507 => 4.6952976948813
508 => 4.8766026760144
509 => 4.9447750260852
510 => 4.932460301232
511 => 5.0699236687219
512 => 5.3169422844624
513 => 4.9823898260056
514 => 5.3346743771174
515 => 5.2231451555561
516 => 4.9587113775594
517 => 4.9416849597259
518 => 5.1207625843245
519 => 5.5179395201018
520 => 5.4184512024331
521 => 5.5181022473488
522 => 5.4018540101777
523 => 5.3960813053851
524 => 5.5124563299403
525 => 5.7843729180858
526 => 5.6551955396988
527 => 5.4699880921883
528 => 5.606742389283
529 => 5.4882731611268
530 => 5.2213288326419
531 => 5.4183751255916
601 => 5.2866158810515
602 => 5.325070233315
603 => 5.6020085676298
604 => 5.5686866145571
605 => 5.6118083073629
606 => 5.5356996482518
607 => 5.464602159408
608 => 5.3318934167123
609 => 5.2926049004621
610 => 5.3034628329009
611 => 5.29259951981
612 => 5.218350197928
613 => 5.202316063937
614 => 5.1755918048137
615 => 5.1838747701822
616 => 5.1336253445726
617 => 5.228456392759
618 => 5.2460578709507
619 => 5.3150679995676
620 => 5.3222328600529
621 => 5.5144250859533
622 => 5.4085688375865
623 => 5.4795863481797
624 => 5.4732338735896
625 => 4.9644424593619
626 => 5.0345494271379
627 => 5.1436138682187
628 => 5.0944804853452
629 => 5.0250173774029
630 => 4.9689221933632
701 => 4.8839322535162
702 => 5.0035539617637
703 => 5.1608437877588
704 => 5.3262219896079
705 => 5.5249130631206
706 => 5.4805675285316
707 => 5.3225075981952
708 => 5.3295980512072
709 => 5.3734284417372
710 => 5.31666410359
711 => 5.2999231920988
712 => 5.3711284975725
713 => 5.3716188493776
714 => 5.3063046181397
715 => 5.233719802497
716 => 5.2334156694692
717 => 5.2204999026117
718 => 5.4041516964092
719 => 5.5051416137071
720 => 5.5167199449719
721 => 5.5043622997617
722 => 5.5091182669457
723 => 5.450354459231
724 => 5.5846710978009
725 => 5.7079333278915
726 => 5.6748964171138
727 => 5.6253693913844
728 => 5.5859187298461
729 => 5.6656030950154
730 => 5.6620548756693
731 => 5.7068567398433
801 => 5.7048242684962
802 => 5.6897590866579
803 => 5.6748969551389
804 => 5.7338236266725
805 => 5.7168536916042
806 => 5.6998573975395
807 => 5.6657687277904
808 => 5.6704019441621
809 => 5.620883469972
810 => 5.5979739580004
811 => 5.2534698655533
812 => 5.1614071150555
813 => 5.1903719304722
814 => 5.1999078997784
815 => 5.1598420727802
816 => 5.2172861766292
817 => 5.2083335738927
818 => 5.243162914043
819 => 5.2214030544313
820 => 5.2222960866599
821 => 5.2862871940869
822 => 5.3048640848106
823 => 5.2954157282546
824 => 5.3020330333157
825 => 5.4545260354586
826 => 5.4328464070055
827 => 5.4213295364809
828 => 5.4245197883239
829 => 5.4634850198583
830 => 5.4743931572651
831 => 5.4281746125711
901 => 5.449971545435
902 => 5.542780119127
903 => 5.5752578674088
904 => 5.6789112497209
905 => 5.6348774506227
906 => 5.7157033946055
907 => 5.9641347908138
908 => 6.16259898025
909 => 5.9800831097649
910 => 6.3445373194024
911 => 6.6283171994564
912 => 6.6174252549998
913 => 6.5679416689655
914 => 6.2448658202024
915 => 5.9475666073811
916 => 6.1962700228975
917 => 6.19690401905
918 => 6.175540175093
919 => 6.0428511750934
920 => 6.1709228855131
921 => 6.1810887527981
922 => 6.1753985704408
923 => 6.0736662252469
924 => 5.918339737416
925 => 5.9486901613391
926 => 5.998404774857
927 => 5.9042846399128
928 => 5.8742075538581
929 => 5.9301265792336
930 => 6.1103093301851
1001 => 6.0762468248453
1002 => 6.0753573151735
1003 => 6.2210911577674
1004 => 6.1167771778018
1005 => 5.9490729773803
1006 => 5.9067254550272
1007 => 5.756420279383
1008 => 5.8602365995691
1009 => 5.863972764112
1010 => 5.8071136265231
1011 => 5.953686783027
1012 => 5.9523360855862
1013 => 6.0914854831513
1014 => 6.3574868691689
1015 => 6.2788171701903
1016 => 6.187332869517
1017 => 6.1972797495847
1018 => 6.3063724729353
1019 => 6.2404125220529
1020 => 6.2641321802793
1021 => 6.3063365703917
1022 => 6.3317995268226
1023 => 6.193616022007
1024 => 6.1613988369533
1025 => 6.0954937830291
1026 => 6.0783003846363
1027 => 6.1319786759036
1028 => 6.1178363426367
1029 => 5.8636587539493
1030 => 5.8370957817007
1031 => 5.8379104301364
1101 => 5.7711165734169
1102 => 5.6692399095571
1103 => 5.936965699441
1104 => 5.9154635716933
1105 => 5.8917268867923
1106 => 5.894634495253
1107 => 6.0108451865727
1108 => 5.9434371168267
1109 => 6.1226525182118
1110 => 6.0858112193951
1111 => 6.0480250802787
1112 => 6.0428018848589
1113 => 6.028257445061
1114 => 5.9783791492462
1115 => 5.9181481098291
1116 => 5.8783783604826
1117 => 5.4224933076407
1118 => 5.5071029216868
1119 => 5.6044385702379
1120 => 5.6380384460695
1121 => 5.5805635334188
1122 => 5.9806486091114
1123 => 6.0537480077562
1124 => 5.8323251611054
1125 => 5.7909059871323
1126 => 5.9833640432616
1127 => 5.8672883083751
1128 => 5.9195572046871
1129 => 5.8065804404183
1130 => 6.0361405032229
1201 => 6.0343916401626
1202 => 5.9450875908825
1203 => 6.0205667618063
1204 => 6.0074503984071
1205 => 5.906626346716
1206 => 6.0393368054981
1207 => 6.03940262823
1208 => 5.9534494224353
1209 => 5.8530748956433
1210 => 5.8351303009934
1211 => 5.8216114594418
1212 => 5.9162323983854
1213 => 6.0010692363703
1214 => 6.1589295590243
1215 => 6.1986193948083
1216 => 6.3535314661752
1217 => 6.2612888702081
1218 => 6.3021788182587
1219 => 6.346570641104
1220 => 6.3678537134312
1221 => 6.3331740891866
1222 => 6.5738163003718
1223 => 6.5941338760826
1224 => 6.6009461834721
1225 => 6.5198029838186
1226 => 6.5918771369133
1227 => 6.5581560275254
1228 => 6.6458889861588
1229 => 6.6596466343031
1230 => 6.6479943957674
1231 => 6.6523612904381
]
'min_raw' => 2.9831385361279
'max_raw' => 6.6596466343031
'avg_raw' => 4.8213925852155
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$2.98'
'max' => '$6.65'
'avg' => '$4.82'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.45999390952651
'max_diff' => -0.63550650099445
'year' => 2031
]
6 => [
'items' => [
101 => 6.4470156153866
102 => 6.4363673588504
103 => 6.2911776254142
104 => 6.3503435149778
105 => 6.2397357203335
106 => 6.2748105914018
107 => 6.290271260363
108 => 6.2821954842829
109 => 6.3536886656019
110 => 6.2929048563887
111 => 6.1324863900917
112 => 5.9720242178908
113 => 5.9700097460284
114 => 5.9277628884805
115 => 5.8972261483713
116 => 5.9031086078654
117 => 5.9238391623838
118 => 5.8960212508566
119 => 5.9019576126848
120 => 6.0005407728057
121 => 6.020310922505
122 => 5.9531242291306
123 => 5.6833599602389
124 => 5.6171591320005
125 => 5.6647429745188
126 => 5.642000962587
127 => 4.5535351169284
128 => 4.8092540219238
129 => 4.657314531969
130 => 4.72733523934
131 => 4.5722443646363
201 => 4.6462618590541
202 => 4.6325935305213
203 => 5.0437819624813
204 => 5.0373618206875
205 => 5.0404348028178
206 => 4.8937533591226
207 => 5.1274208817643
208 => 5.24253390583
209 => 5.2212295487094
210 => 5.2265913964123
211 => 5.134457088225
212 => 5.0413268643167
213 => 4.9380311133637
214 => 5.1299418508937
215 => 5.1086046529059
216 => 5.1575445082084
217 => 5.2820123395595
218 => 5.3003407005333
219 => 5.3249742035499
220 => 5.3161448462506
221 => 5.5264959580746
222 => 5.5010210504914
223 => 5.5624082481358
224 => 5.4361301251233
225 => 5.2932344425053
226 => 5.3203942401591
227 => 5.3177785332398
228 => 5.2844775819876
229 => 5.2544149721832
301 => 5.2043691969468
302 => 5.362721435176
303 => 5.3562926234891
304 => 5.4603676120249
305 => 5.4419713468707
306 => 5.3191165858412
307 => 5.3235043676658
308 => 5.3530143091322
309 => 5.455148553486
310 => 5.4854689510399
311 => 5.471423334834
312 => 5.504668266573
313 => 5.5309437051145
314 => 5.5079680571101
315 => 5.8332547814994
316 => 5.6981730546217
317 => 5.7640109484093
318 => 5.7797128981383
319 => 5.739492684084
320 => 5.7482150083345
321 => 5.7614269528829
322 => 5.8416472930167
323 => 6.0521686774705
324 => 6.1454071655775
325 => 6.4259197573535
326 => 6.1376650070826
327 => 6.1205611631183
328 => 6.1710899515659
329 => 6.3357805382118
330 => 6.4692467900881
331 => 6.5135252456883
401 => 6.5193773745535
402 => 6.6024467008354
403 => 6.650060489509
404 => 6.5923598996846
405 => 6.543464691312
406 => 6.3683281240179
407 => 6.3886006585633
408 => 6.5282583182754
409 => 6.7255329884138
410 => 6.8948151783237
411 => 6.8355384554972
412 => 7.2877780078188
413 => 7.3326157121985
414 => 7.3264205912298
415 => 7.428567554552
416 => 7.2258266342248
417 => 7.1391509628646
418 => 6.5540363903463
419 => 6.7184297187107
420 => 6.95738507597
421 => 6.9257584384001
422 => 6.7522226706634
423 => 6.8946835358826
424 => 6.847581518678
425 => 6.8104302034442
426 => 6.9806275806669
427 => 6.7934885730877
428 => 6.9555182212155
429 => 6.7477135215095
430 => 6.835809226574
501 => 6.7858018436696
502 => 6.8181627490831
503 => 6.6289815572776
504 => 6.731059136262
505 => 6.624734794392
506 => 6.6246843828101
507 => 6.6223372670703
508 => 6.7474273837661
509 => 6.7515065679806
510 => 6.6590647827418
511 => 6.6457424772767
512 => 6.6950020230838
513 => 6.6373319960392
514 => 6.6643154387226
515 => 6.6381492970296
516 => 6.6322587473913
517 => 6.5853218456785
518 => 6.5651001378637
519 => 6.5730295905471
520 => 6.5459622806255
521 => 6.5296532473304
522 => 6.6190929898555
523 => 6.5713089434132
524 => 6.6117693994185
525 => 6.5656596032839
526 => 6.4058229607995
527 => 6.3138992174649
528 => 6.0119826166765
529 => 6.0976057901337
530 => 6.1543740427194
531 => 6.1356121355785
601 => 6.1759199720115
602 => 6.1783945458018
603 => 6.1652900572877
604 => 6.1501167383773
605 => 6.1427312058689
606 => 6.1977769143333
607 => 6.2297328008502
608 => 6.1600714963277
609 => 6.1437508273432
610 => 6.2141822523216
611 => 6.2571453808715
612 => 6.5743609831872
613 => 6.5508606267748
614 => 6.609841909658
615 => 6.6032015223469
616 => 6.6650233032637
617 => 6.7660757872287
618 => 6.560607832609
619 => 6.5962699649836
620 => 6.5875264336843
621 => 6.6829860157337
622 => 6.6832840301291
623 => 6.6260512421307
624 => 6.6570780650006
625 => 6.639759743651
626 => 6.6710562910412
627 => 6.5505467651874
628 => 6.6973143594779
629 => 6.7805221279458
630 => 6.7816774678917
701 => 6.8211172897678
702 => 6.8611904329943
703 => 6.9381073417825
704 => 6.8590452621549
705 => 6.7168202774434
706 => 6.7270884619556
707 => 6.6437020054573
708 => 6.6451037468561
709 => 6.6376211414132
710 => 6.6600770036115
711 => 6.5554745641372
712 => 6.5800245476055
713 => 6.5456544269854
714 => 6.5961952510538
715 => 6.5418216790537
716 => 6.5875222172887
717 => 6.6072450545941
718 => 6.6800227488533
719 => 6.5310723544379
720 => 6.2273524171698
721 => 6.2911980302319
722 => 6.1967653535484
723 => 6.205505457306
724 => 6.2231618578736
725 => 6.1659316868193
726 => 6.1768493999265
727 => 6.1764593423875
728 => 6.173098037243
729 => 6.1582102594177
730 => 6.1366200361139
731 => 6.2226288406358
801 => 6.2372434125156
802 => 6.269729795442
803 => 6.3663872353069
804 => 6.356728877725
805 => 6.3724820596625
806 => 6.3380929519433
807 => 6.2071006693828
808 => 6.2142141805487
809 => 6.1255085823233
810 => 6.267461393858
811 => 6.233845094401
812 => 6.2121724474541
813 => 6.206258864939
814 => 6.3031558999017
815 => 6.3321490114375
816 => 6.3140824499838
817 => 6.2770274053563
818 => 6.3481840453816
819 => 6.3672225603947
820 => 6.3714845817927
821 => 6.497560504985
822 => 6.3785308253703
823 => 6.4071824523069
824 => 6.6307142666979
825 => 6.4280017563271
826 => 6.535383094099
827 => 6.5301273364005
828 => 6.5850599952183
829 => 6.5256212550133
830 => 6.5263580694348
831 => 6.5751345490044
901 => 6.5066367803334
902 => 6.4896757695242
903 => 6.4662442545683
904 => 6.5174061102496
905 => 6.5480753288789
906 => 6.7952467069716
907 => 6.9549306896038
908 => 6.9479983867812
909 => 7.0113466578527
910 => 6.9828076815313
911 => 6.8906477987881
912 => 7.0479534809304
913 => 6.9981753811513
914 => 7.0022790272167
915 => 7.0021262893052
916 => 7.0352243739813
917 => 7.0117713475934
918 => 6.965543025179
919 => 6.9962315429831
920 => 7.0873654695156
921 => 7.3702479738027
922 => 7.5285527708965
923 => 7.3607178262443
924 => 7.4764881236659
925 => 7.4070671983877
926 => 7.394451351171
927 => 7.4671636533096
928 => 7.5400032287075
929 => 7.5353636626488
930 => 7.4824858712635
1001 => 7.4526165486342
1002 => 7.6787970665403
1003 => 7.8454430192489
1004 => 7.8340788824828
1005 => 7.884236486353
1006 => 8.0315007626323
1007 => 8.0449647624793
1008 => 8.0432686079651
1009 => 8.0098966795212
1010 => 8.154897484201
1011 => 8.2758597065112
1012 => 8.0021720422942
1013 => 8.1063887219934
1014 => 8.1531749471622
1015 => 8.2218710065573
1016 => 8.3377727735533
1017 => 8.4636728339364
1018 => 8.4814764828985
1019 => 8.4688439419768
1020 => 8.3858094677789
1021 => 8.5235708161502
1022 => 8.6042681831249
1023 => 8.6523216184319
1024 => 8.7741771350414
1025 => 8.1534638829609
1026 => 7.7140921916879
1027 => 7.6454779574915
1028 => 7.7850077008514
1029 => 7.8218005814466
1030 => 7.806969417413
1031 => 7.3124166329588
1101 => 7.6428742394314
1102 => 7.9984188383312
1103 => 8.0120767543759
1104 => 8.1900698146721
1105 => 8.2480316512867
1106 => 8.3913393949088
1107 => 8.3823754565268
1108 => 8.4172686115745
1109 => 8.4092472794943
1110 => 8.6746946975487
1111 => 8.9675226189857
1112 => 8.9573829192021
1113 => 8.9152854409128
1114 => 8.9778073748591
1115 => 9.2800371711293
1116 => 9.2522126946225
1117 => 9.2792418034656
1118 => 9.635587766193
1119 => 10.098888207361
1120 => 9.8836386378346
1121 => 10.350668267311
1122 => 10.64463866289
1123 => 11.153030064937
1124 => 11.089376957521
1125 => 11.287289999589
1126 => 10.97542461044
1127 => 10.25931863856
1128 => 10.145992127367
1129 => 10.37287467266
1130 => 10.93064327139
1201 => 10.355308554557
1202 => 10.471698018454
1203 => 10.438177845022
1204 => 10.436391697431
1205 => 10.504561686179
1206 => 10.405677561993
1207 => 10.002805851143
1208 => 10.187439582087
1209 => 10.11614363173
1210 => 10.195251804117
1211 => 10.622165983798
1212 => 10.433417048598
1213 => 10.234585378083
1214 => 10.483964417189
1215 => 10.801509629905
1216 => 10.781638221177
1217 => 10.74307938264
1218 => 10.960433536599
1219 => 11.319438920147
1220 => 11.416476632719
1221 => 11.488107888292
1222 => 11.497984628215
1223 => 11.599721187787
1224 => 11.052658066058
1225 => 11.920861289819
1226 => 12.070776002932
1227 => 12.042598250195
1228 => 12.209222144445
1229 => 12.160197167917
1230 => 12.08916766871
1231 => 12.353301983015
]
'min_raw' => 4.5535351169284
'max_raw' => 12.353301983015
'avg_raw' => 8.4534185499717
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$4.55'
'max' => '$12.35'
'avg' => '$8.45'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 1.5703965808005
'max_diff' => 5.6936553487119
'year' => 2032
]
7 => [
'items' => [
101 => 12.050493306204
102 => 11.620694512024
103 => 11.38489839308
104 => 11.695413743635
105 => 11.885034632727
106 => 12.010361978263
107 => 12.048285957298
108 => 11.095125018909
109 => 10.581424137846
110 => 10.910700513015
111 => 11.312440416162
112 => 11.050426380611
113 => 11.060696834747
114 => 10.687133676129
115 => 11.345492466629
116 => 11.249575128522
117 => 11.747194448295
118 => 11.628433603987
119 => 12.034222841791
120 => 11.927364935999
121 => 12.370926128597
122 => 12.547874697265
123 => 12.844998883902
124 => 13.063564645106
125 => 13.191910640582
126 => 13.184205228427
127 => 13.692776004223
128 => 13.392889585846
129 => 13.016161566562
130 => 13.009347745255
131 => 13.204460524719
201 => 13.6133633839
202 => 13.719385945991
203 => 13.778638094336
204 => 13.687891366563
205 => 13.362386152468
206 => 13.221834651371
207 => 13.341588602475
208 => 13.195139810849
209 => 13.447951511469
210 => 13.795115974085
211 => 13.723427885392
212 => 13.963070417814
213 => 14.211075227742
214 => 14.565733244531
215 => 14.658453983069
216 => 14.811717838017
217 => 14.969476689312
218 => 15.020144580627
219 => 15.116885306472
220 => 15.116375435095
221 => 15.407910123831
222 => 15.729481913584
223 => 15.850867819812
224 => 16.129988017925
225 => 15.652004460195
226 => 16.014560479413
227 => 16.341595084113
228 => 15.951690946335
301 => 16.489082964249
302 => 16.509948678549
303 => 16.824996191548
304 => 16.505635181323
305 => 16.315999632887
306 => 16.863470355669
307 => 17.128374193257
308 => 17.048583001517
309 => 16.441368092595
310 => 16.08794297093
311 => 15.162961256918
312 => 16.258642053401
313 => 16.792316207922
314 => 16.439986005461
315 => 16.617680865758
316 => 17.587126405788
317 => 17.956228500481
318 => 17.879457845003
319 => 17.892430822026
320 => 18.091591612646
321 => 18.974780238103
322 => 18.445553141577
323 => 18.85012742711
324 => 19.064712169356
325 => 19.264030436891
326 => 18.77456776701
327 => 18.137784025128
328 => 17.936087883711
329 => 16.404953710495
330 => 16.325251527401
331 => 16.280512276807
401 => 15.998437630302
402 => 15.776804224898
403 => 15.6005531122
404 => 15.138017559442
405 => 15.294109730624
406 => 14.556924598201
407 => 15.028549521689
408 => 13.851984250384
409 => 14.831862770152
410 => 14.298559441451
411 => 14.656658283527
412 => 14.655408910402
413 => 13.9960354068
414 => 13.615722530696
415 => 13.858072697348
416 => 14.117891313779
417 => 14.16004601016
418 => 14.496907628323
419 => 14.590918465135
420 => 14.306061240646
421 => 13.827602550302
422 => 13.938737591588
423 => 13.613470382631
424 => 13.043452110157
425 => 13.452849185012
426 => 13.592635346287
427 => 13.654372878547
428 => 13.09382537461
429 => 12.917689178794
430 => 12.823915746068
501 => 13.755242906598
502 => 13.806263110804
503 => 13.545236532556
504 => 14.725101417792
505 => 14.45806165646
506 => 14.756410496198
507 => 13.928653251454
508 => 13.960274692926
509 => 13.568401147866
510 => 13.7878241481
511 => 13.632743043868
512 => 13.770096938061
513 => 13.852426295909
514 => 14.244235538377
515 => 14.836336602329
516 => 14.185712303239
517 => 13.902225979014
518 => 14.078099300176
519 => 14.546473130744
520 => 15.256083459672
521 => 14.835979862708
522 => 15.022414705219
523 => 15.063142424398
524 => 14.753373585078
525 => 15.267505078627
526 => 15.543032322817
527 => 15.825666263026
528 => 16.071069394086
529 => 15.712776052053
530 => 16.096201287361
531 => 15.787228231368
601 => 15.510047459094
602 => 15.51046782791
603 => 15.336588280498
604 => 14.999674747154
605 => 14.937542722425
606 => 15.260761361478
607 => 15.519952101079
608 => 15.541300291833
609 => 15.684801602977
610 => 15.769724200732
611 => 16.602081105397
612 => 16.93686193807
613 => 17.346225603187
614 => 17.505695821222
615 => 17.985644004269
616 => 17.598046866973
617 => 17.514187788218
618 => 16.349990485999
619 => 16.540627729018
620 => 16.845856348849
621 => 16.355023593517
622 => 16.666344002649
623 => 16.727805246079
624 => 16.338345284311
625 => 16.546372677463
626 => 15.993913597074
627 => 14.848378700585
628 => 15.268780386435
629 => 15.578337532898
630 => 15.136561316775
701 => 15.928428085075
702 => 15.465835866482
703 => 15.319216341531
704 => 14.74720130106
705 => 15.017170381284
706 => 15.382307427872
707 => 15.156695184818
708 => 15.624874465003
709 => 16.287941184599
710 => 16.760482015288
711 => 16.796757832705
712 => 16.492945736349
713 => 16.979806559663
714 => 16.983352809243
715 => 16.43417181166
716 => 16.097801508493
717 => 16.021377467884
718 => 16.21229970514
719 => 16.444114547359
720 => 16.809621943099
721 => 17.030490407326
722 => 17.606398222447
723 => 17.762222364647
724 => 17.933425853998
725 => 18.162206512971
726 => 18.436916352225
727 => 17.835866863177
728 => 17.859747679873
729 => 17.300058717768
730 => 16.701950794242
731 => 17.155840152993
801 => 17.749240111189
802 => 17.61311350513
803 => 17.597796481134
804 => 17.623555466907
805 => 17.520920451418
806 => 17.056706080193
807 => 16.823580529099
808 => 17.124371966681
809 => 17.284229229069
810 => 17.532153902015
811 => 17.501591953019
812 => 18.140219285361
813 => 18.388370555621
814 => 18.324882841697
815 => 18.336566108976
816 => 18.785832130532
817 => 19.285508345107
818 => 19.75352105814
819 => 20.229603691451
820 => 19.655667495173
821 => 19.364258090167
822 => 19.664918211617
823 => 19.505383719078
824 => 20.422116234211
825 => 20.485588804552
826 => 21.40225502949
827 => 22.27228043154
828 => 21.725833064636
829 => 22.241108319096
830 => 22.798420517802
831 => 23.873566169752
901 => 23.511494938255
902 => 23.234154049309
903 => 22.972068249355
904 => 23.517427194109
905 => 24.219022764213
906 => 24.370139730214
907 => 24.615006946261
908 => 24.357559009527
909 => 24.667626692363
910 => 25.76230186342
911 => 25.466510969235
912 => 25.046440348734
913 => 25.910581262562
914 => 26.223310500014
915 => 28.418208066023
916 => 31.189356909805
917 => 30.042083092135
918 => 29.329933211212
919 => 29.49730532565
920 => 30.509235074091
921 => 30.834234792245
922 => 29.950773524181
923 => 30.262826979535
924 => 31.982272198954
925 => 32.904699392766
926 => 31.65191936507
927 => 28.195548954632
928 => 25.00861758545
929 => 25.853935293947
930 => 25.758102499066
1001 => 27.605431882173
1002 => 25.459456454233
1003 => 25.495589176779
1004 => 27.381119375173
1005 => 26.878092244413
1006 => 26.063252715428
1007 => 25.014566815767
1008 => 23.075973938539
1009 => 21.358908165516
1010 => 24.726469563045
1011 => 24.581254192071
1012 => 24.370960815187
1013 => 24.838945969321
1014 => 27.111349037891
1015 => 27.05896279211
1016 => 26.725708224145
1017 => 26.978478876775
1018 => 26.018940797894
1019 => 26.266235609098
1020 => 25.008112759239
1021 => 25.576836831226
1022 => 26.061504435762
1023 => 26.158808632999
1024 => 26.37803995785
1025 => 24.504732290204
1026 => 25.345792435554
1027 => 25.839836474268
1028 => 23.607727533881
1029 => 25.795714857294
1030 => 24.472122171444
1031 => 24.022874934172
1101 => 24.627727155336
1102 => 24.39201565651
1103 => 24.189364751264
1104 => 24.076282064151
1105 => 24.520418780271
1106 => 24.499699271606
1107 => 23.773005400812
1108 => 22.825062870194
1109 => 23.143223498622
1110 => 23.027632759542
1111 => 22.608717009615
1112 => 22.891015644986
1113 => 21.647915322884
1114 => 19.50922582944
1115 => 20.92210961864
1116 => 20.867715129677
1117 => 20.840286961749
1118 => 21.902030080093
1119 => 21.799967977845
1120 => 21.614724262872
1121 => 22.60531486352
1122 => 22.243735968959
1123 => 23.358036923292
1124 => 24.091987600283
1125 => 23.905833967781
1126 => 24.596118126983
1127 => 23.150553276907
1128 => 23.630711934107
1129 => 23.729671967885
1130 => 22.593091129273
1201 => 21.816666599996
1202 => 21.764887935781
1203 => 20.418674799907
1204 => 21.137810990838
1205 => 21.77062107898
1206 => 21.467554154807
1207 => 21.37161222048
1208 => 21.861758755688
1209 => 21.899847339295
1210 => 21.031423596612
1211 => 21.211996392119
1212 => 21.965014967113
1213 => 21.193022256076
1214 => 19.693166522825
1215 => 19.321181563851
1216 => 19.271551913281
1217 => 18.262699202044
1218 => 19.346039377525
1219 => 18.873132359216
1220 => 20.367039963758
1221 => 19.513727952031
1222 => 19.476943376699
1223 => 19.421338095959
1224 => 18.552976892217
1225 => 18.743092808603
1226 => 19.375067070142
1227 => 19.600562606359
1228 => 19.577041574501
1229 => 19.371970051489
1230 => 19.465850744588
1231 => 19.163428321914
]
'min_raw' => 10.581424137846
'max_raw' => 32.904699392766
'avg_raw' => 21.743061765306
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$10.58'
'max' => '$32.90'
'avg' => '$21.74'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 6.0278890209176
'max_diff' => 20.551397409751
'year' => 2033
]
8 => [
'items' => [
101 => 19.056636670089
102 => 18.719572841572
103 => 18.224182129912
104 => 18.293069246776
105 => 17.311570620947
106 => 16.77679807752
107 => 16.628780085689
108 => 16.430844240914
109 => 16.651137466043
110 => 17.308790158659
111 => 16.515521482562
112 => 15.155517978723
113 => 15.237256506637
114 => 15.420898710473
115 => 15.078682678539
116 => 14.754803924329
117 => 15.036390224001
118 => 14.460138810815
119 => 15.490535940683
120 => 15.462666585974
121 => 15.846734916658
122 => 16.08690072571
123 => 15.533396290449
124 => 15.394191421816
125 => 15.473488841498
126 => 14.162879131341
127 => 15.739630142321
128 => 15.75326595054
129 => 15.63650788203
130 => 16.476079118651
131 => 18.247836296757
201 => 17.581229977586
202 => 17.323099862521
203 => 16.832394325089
204 => 17.486230318505
205 => 17.436025915641
206 => 17.208982566436
207 => 17.071666040418
208 => 17.32467594996
209 => 17.040315312689
210 => 16.989236328528
211 => 16.679753258991
212 => 16.569281883749
213 => 16.487493275512
214 => 16.397452054226
215 => 16.596060551509
216 => 16.145987567541
217 => 15.603243670075
218 => 15.558120387571
219 => 15.682709737844
220 => 15.627588224935
221 => 15.557856486974
222 => 15.424719608899
223 => 15.385220741193
224 => 15.51357289911
225 => 15.368670796217
226 => 15.582481742261
227 => 15.524336995637
228 => 15.199545167555
301 => 14.794734296429
302 => 14.791130630556
303 => 14.703914792395
304 => 14.592832309508
305 => 14.561931703991
306 => 15.01267581125
307 => 15.945702623641
308 => 15.762527134929
309 => 15.894890198103
310 => 16.545985464377
311 => 16.752949070408
312 => 16.606051205049
313 => 16.404968346679
314 => 16.413814971935
315 => 17.100975970903
316 => 17.14383335952
317 => 17.252120154237
318 => 17.391299287293
319 => 16.629754013236
320 => 16.377946258011
321 => 16.258625773824
322 => 15.891164865365
323 => 16.287439951421
324 => 16.056547428967
325 => 16.087702718658
326 => 16.067412795375
327 => 16.078492465486
328 => 15.490247923685
329 => 15.704573317495
330 => 15.348215781193
331 => 14.871093043096
401 => 14.869493560377
402 => 14.986268674587
403 => 14.916806267244
404 => 14.729884715126
405 => 14.75643603936
406 => 14.523818500458
407 => 14.784680020259
408 => 14.792160595239
409 => 14.691714700893
410 => 15.093607864099
411 => 15.258263820978
412 => 15.192148181559
413 => 15.253624971465
414 => 15.770138903473
415 => 15.854353211473
416 => 15.891755644202
417 => 15.841641339218
418 => 15.263065897964
419 => 15.288728179077
420 => 15.100435387465
421 => 14.941347820359
422 => 14.947710488739
423 => 15.029502178168
424 => 15.386691282922
425 => 16.138374696429
426 => 16.166900532498
427 => 16.201474677971
428 => 16.060844252758
429 => 16.018428770862
430 => 16.074385739848
501 => 16.356678508325
502 => 17.082812150587
503 => 16.826148024576
504 => 16.617476094914
505 => 16.800537634776
506 => 16.772356745598
507 => 16.534481680692
508 => 16.527805319888
509 => 16.071247017074
510 => 15.902467807853
511 => 15.761423267724
512 => 15.607406311963
513 => 15.516099897893
514 => 15.656388047928
515 => 15.688473607681
516 => 15.381731115813
517 => 15.339923247624
518 => 15.59041578798
519 => 15.480183360273
520 => 15.593560145802
521 => 15.619864532573
522 => 15.615628920462
523 => 15.500533605822
524 => 15.573891927182
525 => 15.400377627997
526 => 15.211706888639
527 => 15.091346711531
528 => 14.986316493543
529 => 15.044593362875
530 => 14.836846964644
531 => 14.770384710741
601 => 15.549039778519
602 => 16.12424064904
603 => 16.115877000578
604 => 16.064965441522
605 => 15.989321191797
606 => 16.351144660299
607 => 16.225092598761
608 => 16.316806005532
609 => 16.340150916755
610 => 16.410808931988
611 => 16.436063099173
612 => 16.359727465795
613 => 16.103535756565
614 => 15.465130375142
615 => 15.167950946748
616 => 15.069876785462
617 => 15.073441594956
618 => 14.975108235118
619 => 15.004071816583
620 => 14.965035883481
621 => 14.891111269993
622 => 15.040028726306
623 => 15.057190075884
624 => 15.02243096215
625 => 15.030617991732
626 => 14.742827375822
627 => 14.764707471301
628 => 14.642876319284
629 => 14.620034446977
630 => 14.31205590373
701 => 13.766427272164
702 => 14.068758499504
703 => 13.70358489108
704 => 13.565288112287
705 => 14.219963553532
706 => 14.154252297101
707 => 14.041783190088
708 => 13.8754179402
709 => 13.81371145072
710 => 13.438802354537
711 => 13.416650725072
712 => 13.602465796537
713 => 13.516718534562
714 => 13.396296903722
715 => 12.960141963762
716 => 12.469759405309
717 => 12.484560972314
718 => 12.640542540266
719 => 13.094079986067
720 => 12.916875059715
721 => 12.788310852454
722 => 12.76423464106
723 => 13.065598833619
724 => 13.49209230384
725 => 13.692193497814
726 => 13.493899291749
727 => 13.26610958474
728 => 13.27997408873
729 => 13.372208422367
730 => 13.381900946709
731 => 13.233633264606
801 => 13.275369748635
802 => 13.211968212931
803 => 12.822873105345
804 => 12.815835608683
805 => 12.720345394275
806 => 12.717453988533
807 => 12.555001312676
808 => 12.532273060341
809 => 12.209713412252
810 => 12.422023149425
811 => 12.279616924491
812 => 12.064977153283
813 => 12.027973175825
814 => 12.026860791579
815 => 12.247247844034
816 => 12.419447798401
817 => 12.282094141743
818 => 12.250821376611
819 => 12.584732691998
820 => 12.542239433446
821 => 12.505440545592
822 => 13.453904491403
823 => 12.703121268729
824 => 12.375736930435
825 => 11.970536643196
826 => 12.102471899918
827 => 12.130272597042
828 => 11.155838949074
829 => 10.760511339452
830 => 10.624849801436
831 => 10.546774668336
901 => 10.582354486896
902 => 10.226513270932
903 => 10.46564445313
904 => 10.157516038614
905 => 10.105857307184
906 => 10.656829082124
907 => 10.733493585876
908 => 10.406418995074
909 => 10.616453830936
910 => 10.54029227975
911 => 10.162798015899
912 => 10.14838051168
913 => 9.9589671596448
914 => 9.662571941362
915 => 9.5271113732613
916 => 9.4565623332719
917 => 9.4856722421449
918 => 9.4709533814408
919 => 9.3749028591255
920 => 9.4764588849472
921 => 9.2170252048199
922 => 9.113716622994
923 => 9.0670545333241
924 => 8.8367922097656
925 => 9.2032419646672
926 => 9.2754371827952
927 => 9.3477746478051
928 => 9.9774228938317
929 => 9.9459674468277
930 => 10.23030936832
1001 => 10.219260364122
1002 => 10.138161442079
1003 => 9.796018430103
1004 => 9.9323905365637
1005 => 9.5126583898084
1006 => 9.8271502531692
1007 => 9.6836293002255
1008 => 9.7786256746098
1009 => 9.6078136279891
1010 => 9.7023480672455
1011 => 9.2925573472794
1012 => 8.9099005388859
1013 => 9.0638928090321
1014 => 9.2313000178331
1015 => 9.5942815010772
1016 => 9.3780927241892
1017 => 9.4558423833608
1018 => 9.1953940402716
1019 => 8.6580147150873
1020 => 8.6610562237087
1021 => 8.578392121974
1022 => 8.5069582689188
1023 => 9.4029246058372
1024 => 9.2914970287096
1025 => 9.1139517678376
1026 => 9.351603154883
1027 => 9.4144419536525
1028 => 9.4162308859125
1029 => 9.5896152032307
1030 => 9.6821504444643
1031 => 9.6984601818024
1101 => 9.9712841513187
1102 => 10.062731147265
1103 => 10.439388381507
1104 => 9.6742994757534
1105 => 9.6585429732201
1106 => 9.3549473972609
1107 => 9.1624022833314
1108 => 9.3681311259412
1109 => 9.5503787957059
1110 => 9.3606103403739
1111 => 9.3853900944095
1112 => 9.1306414477788
1113 => 9.2217021019113
1114 => 9.3001358044451
1115 => 9.2568293240259
1116 => 9.191997426781
1117 => 9.5354365651102
1118 => 9.5160583829768
1119 => 9.8358768042207
1120 => 10.085198134015
1121 => 10.532026528525
1122 => 10.065737805163
1123 => 10.048744390754
1124 => 10.214857742432
1125 => 10.062705716177
1126 => 10.158860544661
1127 => 10.516534499108
1128 => 10.524091586151
1129 => 10.397500641436
1130 => 10.389797570946
1201 => 10.414110746631
1202 => 10.55651377603
1203 => 10.506753781955
1204 => 10.564337306868
1205 => 10.636346386521
1206 => 10.934206471184
1207 => 11.006019529195
1208 => 10.831551029029
1209 => 10.847303581153
1210 => 10.782047572823
1211 => 10.719011086432
1212 => 10.8607079021
1213 => 11.11966161779
1214 => 11.118050680165
1215 => 11.178122908864
1216 => 11.215547409679
1217 => 11.054894055774
1218 => 10.95031462977
1219 => 10.990417036261
1220 => 11.054541657559
1221 => 10.969622285825
1222 => 10.445460585003
1223 => 10.604457761454
1224 => 10.577992856728
1225 => 10.540303614155
1226 => 10.700176504565
1227 => 10.684756374272
1228 => 10.222863604938
1229 => 10.252432481423
1230 => 10.224661786252
1231 => 10.314394583699
]
'min_raw' => 8.5069582689188
'max_raw' => 19.056636670089
'avg_raw' => 13.781797469504
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$8.50'
'max' => '$19.05'
'avg' => '$13.78'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -2.0744658689271
'max_diff' => -13.848062722677
'year' => 2034
]
9 => [
'items' => [
101 => 10.057859850637
102 => 10.136768206739
103 => 10.186258787966
104 => 10.215409120514
105 => 10.320720110246
106 => 10.308363081096
107 => 10.319951979964
108 => 10.476100376666
109 => 11.265845383525
110 => 11.308829461774
111 => 11.097160139787
112 => 11.181717858928
113 => 11.019385528917
114 => 11.128360309585
115 => 11.202918086859
116 => 10.866005827995
117 => 10.846056070568
118 => 10.683053737286
119 => 10.770641958268
120 => 10.63128280087
121 => 10.665476663519
122 => 10.569867642586
123 => 10.7419448447
124 => 10.934353894758
125 => 10.982964019266
126 => 10.855091709659
127 => 10.762503730308
128 => 10.599949738944
129 => 10.870280649335
130 => 10.949333645718
131 => 10.869865417598
201 => 10.851450892728
202 => 10.816555401373
203 => 10.858854136181
204 => 10.948903106122
205 => 10.906437674841
206 => 10.934486840347
207 => 10.827592345613
208 => 11.054947238719
209 => 11.416041524906
210 => 11.417202502081
211 => 11.374736841895
212 => 11.357360808683
213 => 11.400933153065
214 => 11.424569362461
215 => 11.565474334391
216 => 11.716670983174
217 => 12.422239770777
218 => 12.224118878598
219 => 12.850141481434
220 => 13.345244081417
221 => 13.493703702939
222 => 13.357127836704
223 => 12.889909175996
224 => 12.866985199517
225 => 13.565207133245
226 => 13.367927456377
227 => 13.344461666552
228 => 13.094825308894
301 => 13.242391314334
302 => 13.210116464281
303 => 13.159169034534
304 => 13.440714693377
305 => 13.967743032977
306 => 13.88560072381
307 => 13.824285300489
308 => 13.555618964147
309 => 13.717416107423
310 => 13.659803243723
311 => 13.907344668207
312 => 13.760706612056
313 => 13.366432868794
314 => 13.429222261952
315 => 13.419731771491
316 => 13.615045392676
317 => 13.556417091579
318 => 13.408283654751
319 => 13.965941707408
320 => 13.929730495325
321 => 13.981069715022
322 => 14.003670827251
323 => 14.343107456866
324 => 14.482163783259
325 => 14.513732003874
326 => 14.645824758944
327 => 14.510445415794
328 => 15.052059312232
329 => 15.412200949316
330 => 15.830523993509
331 => 16.441806395709
401 => 16.671654233614
402 => 16.630134278985
403 => 17.093601619863
404 => 17.926442129121
405 => 16.798475157727
406 => 17.986227117522
407 => 17.610198560307
408 => 16.718641615614
409 => 16.661235859142
410 => 17.265008573277
411 => 18.604118342258
412 => 18.268686533185
413 => 18.604666988532
414 => 18.212727940718
415 => 18.193264863472
416 => 18.585631383804
417 => 19.502417145347
418 => 19.066886595238
419 => 18.442446755186
420 => 18.903523415721
421 => 18.504096141735
422 => 17.60407470079
423 => 18.268430034803
424 => 17.824194542699
425 => 17.953846076153
426 => 18.887563005512
427 => 18.775215714263
428 => 18.920603512218
429 => 18.663997854288
430 => 18.424287706783
501 => 17.976850915356
502 => 17.844386939782
503 => 17.880995217076
504 => 17.844368798538
505 => 17.594032025891
506 => 17.539971823672
507 => 17.44986911821
508 => 17.477795714248
509 => 17.308376267502
510 => 17.628105767355
511 => 17.687450379974
512 => 17.92012284674
513 => 17.9442796741
514 => 18.592269182156
515 => 18.235367450141
516 => 18.47480794539
517 => 18.453390133793
518 => 16.737964358043
519 => 16.974334894611
520 => 17.342053272352
521 => 17.17639664161
522 => 16.942196923423
523 => 16.753068093993
524 => 16.466518577991
525 => 16.869831519068
526 => 17.400145149036
527 => 17.957729302907
528 => 18.627630129423
529 => 18.47811606345
530 => 17.945205972929
531 => 17.969111930298
601 => 18.116889152111
602 => 17.925504222888
603 => 17.869061070982
604 => 18.109134729782
605 => 18.110787985128
606 => 17.890576494416
607 => 17.645851720766
608 => 17.644826315029
609 => 17.601279905319
610 => 18.220474750266
611 => 18.560969307327
612 => 18.60000645956
613 => 18.55834179595
614 => 18.574376871362
615 => 18.376250590894
616 => 18.829108515521
617 => 19.244695730165
618 => 19.133309478914
619 => 18.966325653801
620 => 18.833314994068
621 => 19.101976394621
622 => 19.090013325366
623 => 19.241065938395
624 => 19.234213319346
625 => 19.183420006961
626 => 19.133311292904
627 => 19.331986680108
628 => 19.274771359222
629 => 19.21746716714
630 => 19.102534837086
701 => 19.118156049564
702 => 18.951201056562
703 => 18.873960037459
704 => 17.712440437266
705 => 17.402044446347
706 => 17.499701343783
707 => 17.531852530079
708 => 17.396767797048
709 => 17.590444603794
710 => 17.560260278617
711 => 17.677689830641
712 => 17.604324944735
713 => 17.607335865243
714 => 17.82308635165
715 => 17.885719635722
716 => 17.85386384193
717 => 17.876174547949
718 => 18.390315351395
719 => 18.317220970443
720 => 18.278391037386
721 => 18.289147194211
722 => 18.420521192795
723 => 18.457298739644
724 => 18.301469689332
725 => 18.374959570296
726 => 18.687870156187
727 => 18.797371152043
728 => 19.146845767356
729 => 18.998382739355
730 => 19.27089305258
731 => 20.108496849822
801 => 20.777632720834
802 => 20.162267720642
803 => 21.391050533815
804 => 22.347834212296
805 => 22.311111261109
806 => 22.144273895961
807 => 21.055001115421
808 => 20.052636062626
809 => 20.891156991957
810 => 20.893294554249
811 => 20.821264862772
812 => 20.373894635224
813 => 20.805697348585
814 => 20.839972279894
815 => 20.820787432801
816 => 20.477789728254
817 => 19.954095629983
818 => 20.056424203239
819 => 20.224040493678
820 => 19.906707887456
821 => 19.805300891907
822 => 19.993835790102
823 => 20.601334514893
824 => 20.486490399972
825 => 20.48349135601
826 => 20.974843181127
827 => 20.623141314704
828 => 20.057714894249
829 => 19.914937266026
830 => 19.408172872369
831 => 19.758196844101
901 => 19.770793583708
902 => 19.579089031549
903 => 20.073270662113
904 => 20.068716691388
905 => 20.53786860038
906 => 21.434710844962
907 => 21.169470462312
908 => 20.861024755363
909 => 20.89456135598
910 => 21.262375089367
911 => 21.03998650979
912 => 21.119958993554
913 => 21.262254041435
914 => 21.348104176808
915 => 20.882208842658
916 => 20.773586353918
917 => 20.551382863268
918 => 20.493414120182
919 => 20.674394226888
920 => 20.626712362893
921 => 19.769734876521
922 => 19.680175961017
923 => 19.682922605095
924 => 19.457722453767
925 => 19.114238168763
926 => 20.016894361374
927 => 19.944398436442
928 => 19.864368546056
929 => 19.874171750984
930 => 20.265984210339
1001 => 20.03871319691
1002 => 20.642950435099
1003 => 20.518737423961
1004 => 20.391338817786
1005 => 20.373728449757
1006 => 20.324690855517
1007 => 20.156522698787
1008 => 19.953449544195
1009 => 19.819363057638
1010 => 18.282314773104
1011 => 18.567581994115
1012 => 18.895755928962
1013 => 19.009040256197
1014 => 18.815259575425
1015 => 20.164174341171
1016 => 20.410634067339
1017 => 19.664091480606
1018 => 19.524443843761
1019 => 20.173329616994
1020 => 19.781972172675
1021 => 19.958200405888
1022 => 19.577291357371
1023 => 20.351269136488
1024 => 20.345372722579
1025 => 20.044277885421
1026 => 20.298761179978
1027 => 20.254538445022
1028 => 19.914603115435
1029 => 20.362045692768
1030 => 20.362267618704
1031 => 20.072470384306
1101 => 19.734050659301
1102 => 19.673549205587
1103 => 19.627969487441
1104 => 19.946990589312
1105 => 20.233023911697
1106 => 20.765261010981
1107 => 20.899078063382
1108 => 21.421374927611
1109 => 21.110372575136
1110 => 21.248235889833
1111 => 21.397906019894
1112 => 21.469663384182
1113 => 21.352738609787
1114 => 22.164080625901
1115 => 22.232582750938
1116 => 22.255550920922
1117 => 21.981970958053
1118 => 22.224973997268
1119 => 22.111280922634
1120 => 22.407078717986
1121 => 22.453463589233
1122 => 22.414177253476
1123 => 22.428900543746
1124 => 21.736563263532
1125 => 21.700661923183
1126 => 21.211144600079
1127 => 21.410626527573
1128 => 21.037704625541
1129 => 21.155962002196
1130 => 21.208088727029
1201 => 21.180860684142
1202 => 21.421904936454
1203 => 21.216968079901
1204 => 20.676106020721
1205 => 20.135096604035
1206 => 20.128304671505
1207 => 19.985866441701
1208 => 19.882909690415
1209 => 19.9027428133
1210 => 19.97263732522
1211 => 19.878847294321
1212 => 19.898862152689
1213 => 20.231242159893
1214 => 20.297898599912
1215 => 20.071373972375
1216 => 19.161844905467
1217 => 18.938644191066
1218 => 19.099076438315
1219 => 19.02240015729
1220 => 15.352561564394
1221 => 16.214735706309
1222 => 15.70246110785
1223 => 15.938540811441
1224 => 15.415641099279
1225 => 15.665196249445
1226 => 15.619112525504
1227 => 17.005463032117
1228 => 16.983817075819
1229 => 16.99417784962
1230 => 16.49963112123
1231 => 17.287457487963
]
'min_raw' => 10.057859850637
'max_raw' => 22.453463589233
'avg_raw' => 16.255661719935
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$10.05'
'max' => '$22.45'
'avg' => '$16.25'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 1.5509015817178
'max_diff' => 3.396826919144
'year' => 2035
]
10 => [
'items' => [
101 => 17.675569085535
102 => 17.60373995808
103 => 17.621817801962
104 => 17.311180549297
105 => 16.997185497246
106 => 16.648916661028
107 => 17.295957111391
108 => 17.224017258659
109 => 17.389021397683
110 => 17.80867338115
111 => 17.870468729818
112 => 17.953522305095
113 => 17.923753510514
114 => 18.632966970275
115 => 18.547076540757
116 => 18.754047763532
117 => 18.328292255339
118 => 17.846509484734
119 => 17.93808063876
120 => 17.929261600259
121 => 17.816985118114
122 => 17.715626930254
123 => 17.54689410496
124 => 18.08078973195
125 => 18.059114544502
126 => 18.410010634634
127 => 18.347986342281
128 => 17.933772938024
129 => 17.948566650791
130 => 18.048061478763
131 => 18.392414214388
201 => 18.494641551643
202 => 18.447285775971
203 => 18.559373384416
204 => 18.647962859952
205 => 18.570498858596
206 => 19.667225760669
207 => 19.211788287395
208 => 19.433765342955
209 => 19.486705562741
210 => 19.351100302972
211 => 19.380508228156
212 => 19.425053221629
213 => 19.695521699196
214 => 20.405309245015
215 => 20.719669317371
216 => 21.665437105308
217 => 20.693566089466
218 => 20.635899285388
219 => 20.806260623446
220 => 21.361526434652
221 => 21.811517221169
222 => 21.960805125648
223 => 21.9805359867
224 => 22.260610019975
225 => 22.421143232776
226 => 22.226601665657
227 => 22.061748056874
228 => 21.471262892598
229 => 21.5396131582
301 => 22.010478708506
302 => 22.675604032155
303 => 23.246350754342
304 => 23.046495144764
305 => 24.571252369773
306 => 24.722425820558
307 => 24.701538537682
308 => 25.045934156196
309 => 24.362378988394
310 => 24.070145910901
311 => 22.097391278261
312 => 22.651654862417
313 => 23.457309532747
314 => 23.350678116079
315 => 22.765590159274
316 => 23.24590691266
317 => 23.087099173097
318 => 22.961840919965
319 => 23.535673260072
320 => 22.904721030391
321 => 23.451015301603
322 => 22.750387248083
323 => 23.047408068354
324 => 22.878804685487
325 => 22.987911737455
326 => 22.350074141074
327 => 22.694235825449
328 => 22.335755883506
329 => 22.335585917338
330 => 22.32767245275
331 => 22.749422514704
401 => 22.763175769082
402 => 22.45150183607
403 => 22.406584753061
404 => 22.572666750942
405 => 22.378228228368
406 => 22.469204789299
407 => 22.380983815719
408 => 22.361123416348
409 => 22.202872375194
410 => 22.134693475462
411 => 22.161428178801
412 => 22.070168853621
413 => 22.015181809206
414 => 22.316734145613
415 => 22.155626896857
416 => 22.292042149138
417 => 22.136579752187
418 => 21.597679352613
419 => 21.287752034049
420 => 20.269819135347
421 => 20.558503642677
422 => 20.749901769703
423 => 20.686644689863
424 => 20.8225453746
425 => 20.830888572903
426 => 20.786705874951
427 => 20.735547970878
428 => 20.710647132384
429 => 20.89623758164
430 => 21.003979084121
501 => 20.769111132326
502 => 20.714084857373
503 => 20.951549324052
504 => 21.096402511548
505 => 22.165917062042
506 => 22.086683969655
507 => 22.285543482837
508 => 22.263154953401
509 => 22.471591404021
510 => 22.812296908968
511 => 22.119547354653
512 => 22.239784723805
513 => 22.210305297575
514 => 22.53215394323
515 => 22.533158719571
516 => 22.340194378968
517 => 22.444803478498
518 => 22.386413548941
519 => 22.491932043522
520 => 22.0856257634
521 => 22.580462954536
522 => 22.861003755307
523 => 22.864899064598
524 => 22.997873177653
525 => 23.132982577859
526 => 23.392313306005
527 => 23.125749984603
528 => 22.646228518817
529 => 22.680848419801
530 => 22.399705159861
531 => 22.404431228853
601 => 22.379203102184
602 => 22.454914609404
603 => 22.102240181607
604 => 22.185012164895
605 => 22.06913090358
606 => 22.239532820574
607 => 22.056208526334
608 => 22.210291081703
609 => 22.276788004683
610 => 22.522163082054
611 => 22.019966427898
612 => 20.995953454349
613 => 21.211213396347
614 => 20.892827033829
615 => 20.922294903863
616 => 20.981824691107
617 => 20.788869173714
618 => 20.825679005706
619 => 20.82436389948
620 => 20.813031024506
621 => 20.762835842137
622 => 20.690042896887
623 => 20.980027586275
624 => 21.029301635725
625 => 21.138831743888
626 => 21.4647190508
627 => 21.432155223887
628 => 21.485268176642
629 => 21.369322898996
630 => 20.927673272754
701 => 20.951656972299
702 => 20.652579854655
703 => 21.131183669573
704 => 21.017843968939
705 => 20.944773126622
706 => 20.924835070299
707 => 21.25153018881
708 => 21.349282488588
709 => 21.288369815279
710 => 21.163436145217
711 => 21.40334572506
712 => 21.467535407654
713 => 21.481905110362
714 => 21.906978887745
715 => 21.505662012537
716 => 21.602262973146
717 => 22.355916091859
718 => 21.672456710208
719 => 22.034500387631
720 => 22.016780233606
721 => 22.201989528085
722 => 22.001587665604
723 => 22.004071886869
724 => 22.168525193203
725 => 21.937580183767
726 => 21.880394951644
727 => 21.801393963034
728 => 21.97388973147
729 => 22.077293143335
730 => 22.91064870153
731 => 23.449034397754
801 => 23.425661654789
802 => 23.639244773542
803 => 23.543023622347
804 => 23.23230014328
805 => 23.762667233355
806 => 23.594836894554
807 => 23.608672623771
808 => 23.608157657238
809 => 23.719750160558
810 => 23.640676644653
811 => 23.484814628075
812 => 23.588283108455
813 => 23.895547504527
814 => 24.849305617957
815 => 25.383041293847
816 => 24.81717406009
817 => 25.207501700671
818 => 24.973444204282
819 => 24.93090899458
820 => 25.176063597851
821 => 25.421647311802
822 => 25.406004690911
823 => 25.227723525446
824 => 25.127017018792
825 => 25.889600426331
826 => 26.451458890737
827 => 26.413143910212
828 => 26.582253773552
829 => 27.078765562691
830 => 27.124160378202
831 => 27.118441674836
901 => 27.005925888133
902 => 27.494806224744
903 => 27.902638802576
904 => 26.979881734406
905 => 27.331255546188
906 => 27.488998570854
907 => 27.72061213131
908 => 28.11138303074
909 => 28.535863874384
910 => 28.59589011987
911 => 28.553298626177
912 => 28.273342099137
913 => 28.737814103361
914 => 29.009890910226
915 => 29.171906422348
916 => 29.582750804277
917 => 27.489972738072
918 => 26.008600404994
919 => 25.777262723908
920 => 26.247696995301
921 => 26.371746761025
922 => 26.321742456007
923 => 24.654323214647
924 => 25.768484106682
925 => 26.967227545204
926 => 27.013276162714
927 => 27.613392192581
928 => 27.808814571493
929 => 28.291986634543
930 => 28.261764090445
1001 => 28.379408798851
1002 => 28.352364317711
1003 => 29.247338820628
1004 => 30.234628602346
1005 => 30.200441896594
1006 => 30.05850730939
1007 => 30.269304374832
1008 => 31.288293233967
1009 => 31.194481068782
1010 => 31.285611596358
1011 => 32.487056888975
1012 => 34.049106672976
1013 => 33.323377721073
1014 => 34.898000723821
1015 => 35.889142436873
1016 => 37.603219543629
1017 => 37.388608647855
1018 => 38.055886287037
1019 => 37.004410353775
1020 => 34.590009072659
1021 => 34.207920827966
1022 => 34.972871169857
1023 => 36.853426942635
1024 => 34.913645776243
1025 => 35.306060979828
1026 => 35.193045374796
1027 => 35.187023253489
1028 => 35.41686313003
1029 => 35.083468401466
1030 => 33.72515830073
1031 => 34.347663815326
1101 => 34.10728454097
1102 => 34.37400326733
1103 => 35.813374230321
1104 => 35.176994017265
1105 => 34.50661915814
1106 => 35.347417999573
1107 => 36.418043854545
1108 => 36.35104601264
1109 => 36.22104219642
1110 => 36.953866901675
1111 => 38.164278617263
1112 => 38.491448040158
1113 => 38.732957819455
1114 => 38.766257937679
1115 => 39.109269851293
1116 => 37.264808341657
1117 => 40.192016126581
1118 => 40.697464048554
1119 => 40.602460787893
1120 => 41.164244880666
1121 => 40.998953749485
1122 => 40.759472833788
1123 => 41.650020115737
1124 => 40.629079520443
1125 => 39.179982878269
1126 => 38.384979800491
1127 => 39.431903984378
1128 => 40.071224050859
1129 => 40.49377394641
1130 => 40.621637289492
1201 => 37.407988638142
1202 => 35.676010252189
1203 => 36.786188540412
1204 => 38.140682672457
1205 => 37.257284058364
1206 => 37.291911611541
1207 => 36.032417340916
1208 => 38.252119968229
1209 => 37.928727966067
1210 => 39.606486245353
1211 => 39.20607576715
1212 => 40.574222513707
1213 => 40.213943623748
1214 => 41.709441153046
1215 => 42.306035606462
1216 => 43.307810546261
1217 => 44.044720269934
1218 => 44.477447754511
1219 => 44.451468419457
1220 => 46.166150297331
1221 => 45.15506230037
1222 => 43.884897481044
1223 => 43.861924206782
1224 => 44.519760565085
1225 => 45.898405103498
1226 => 46.255867573846
1227 => 46.455640328844
1228 => 46.149681400426
1229 => 45.052217845055
1230 => 44.578338646113
1231 => 44.982097453214
]
'min_raw' => 16.648916661028
'max_raw' => 46.455640328844
'avg_raw' => 31.552278494936
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$16.64'
'max' => '$46.45'
'avg' => '$31.55'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 6.5910568103917
'max_diff' => 24.002176739611
'year' => 2036
]
11 => [
'items' => [
101 => 44.488335127519
102 => 45.340707426908
103 => 46.511196650868
104 => 46.269495254736
105 => 47.077466784106
106 => 47.91363231592
107 => 49.109386580958
108 => 49.422001024491
109 => 49.938740811989
110 => 50.470635793501
111 => 50.641466126591
112 => 50.967634238
113 => 50.965915171052
114 => 51.948844728427
115 => 53.033046469007
116 => 53.442307526747
117 => 54.383380762236
118 => 52.771825825601
119 => 53.994208757248
120 => 55.096828759822
121 => 53.782239737066
122 => 55.594094444976
123 => 55.664444657533
124 => 56.726649343526
125 => 55.649901400477
126 => 55.010531908996
127 => 56.85636767404
128 => 57.749509457463
129 => 57.480487883667
130 => 55.433220423847
131 => 54.241622950799
201 => 51.122982521847
202 => 54.817146825182
203 => 56.616466497086
204 => 55.42856062058
205 => 56.027671248331
206 => 59.296224571068
207 => 60.54067805321
208 => 60.281840428311
209 => 60.325579726089
210 => 60.997064236625
211 => 63.974796349615
212 => 62.190470244221
213 => 63.554520694371
214 => 64.278008134681
215 => 64.950023589633
216 => 63.299766024935
217 => 61.152805180361
218 => 60.4727725576
219 => 55.310446792228
220 => 55.041725317296
221 => 54.890883810322
222 => 53.93984944581
223 => 53.192596945539
224 => 52.598354013617
225 => 51.038883104294
226 => 51.565158757442
227 => 49.079687614855
228 => 50.669803972193
301 => 46.702932014825
302 => 50.006660857158
303 => 48.208591450394
304 => 49.415946698115
305 => 49.411734349395
306 => 47.188610546012
307 => 45.906359131631
308 => 46.723459638846
309 => 47.5994562441
310 => 47.741583746096
311 => 48.877336210658
312 => 49.1943003106
313 => 48.233884290138
314 => 46.620727410724
315 => 46.995426961621
316 => 45.898765857191
317 => 43.976909454139
318 => 45.357220275205
319 => 45.828519077499
320 => 46.036671477893
321 => 44.146746432191
322 => 43.552890950562
323 => 43.236727275073
324 => 46.376761819986
325 => 46.548780000584
326 => 45.668710667727
327 => 49.646707503838
328 => 48.746364304386
329 => 49.752268247613
330 => 46.961426904792
331 => 47.068040802454
401 => 45.746811785546
402 => 46.486611750459
403 => 45.963744980124
404 => 46.42684322414
405 => 46.704422402177
406 => 48.025434618405
407 => 50.021744694696
408 => 47.828119445176
409 => 46.872325510667
410 => 47.465294692047
411 => 49.044449762627
412 => 51.436950530015
413 => 50.020541922156
414 => 50.649120010146
415 => 50.786436358879
416 => 49.74202908974
417 => 51.475459315755
418 => 52.404418656239
419 => 53.357338718525
420 => 54.184732508394
421 => 52.976721490487
422 => 54.269466441225
423 => 53.227742211133
424 => 52.293207885269
425 => 52.294625188082
426 => 51.7083781541
427 => 50.572450653879
428 => 50.362968194584
429 => 51.452722402556
430 => 52.326602077243
501 => 52.398578992851
502 => 52.882403682316
503 => 53.168726149751
504 => 55.975075567132
505 => 57.103812518143
506 => 58.484010695941
507 => 59.021675669901
508 => 60.639854477958
509 => 59.333043668395
510 => 59.05030692952
511 => 55.125134443428
512 => 55.767881218133
513 => 56.796980820276
514 => 55.142103916826
515 => 56.191742411909
516 => 56.398963285222
517 => 55.085871832893
518 => 55.787250712914
519 => 53.924596351924
520 => 50.062345469719
521 => 51.47975910507
522 => 52.52345263696
523 => 51.033973280469
524 => 53.703807376167
525 => 52.144145414023
526 => 51.649807449
527 => 49.721218803238
528 => 50.631438405853
529 => 51.862523451479
530 => 51.10185602228
531 => 52.680355152657
601 => 54.915930891613
602 => 56.509135294029
603 => 56.631441745149
604 => 55.6071180508
605 => 57.24860330814
606 => 57.26055973619
607 => 55.408957660246
608 => 54.274861698493
609 => 54.017192709825
610 => 54.6609003625
611 => 55.442480287835
612 => 56.674813991485
613 => 57.419487439169
614 => 59.361200846448
615 => 59.886572821172
616 => 60.463797338564
617 => 61.235147303247
618 => 62.161350705921
619 => 60.134870389659
620 => 60.215386230456
621 => 58.328355818483
622 => 56.311793195755
623 => 57.842112858326
624 => 59.842802247244
625 => 59.383841890861
626 => 59.332199475059
627 => 59.419047694027
628 => 59.073006573558
629 => 57.507875410559
630 => 56.72187633874
701 => 57.736015671135
702 => 58.274985592155
703 => 59.110880936539
704 => 59.007839191733
705 => 61.16101583026
706 => 61.99767516331
707 => 61.783621903245
708 => 61.823012854576
709 => 63.337744613005
710 => 65.022437856722
711 => 66.600375394318
712 => 68.205521231554
713 => 66.270455274857
714 => 65.287948120323
715 => 66.301644711211
716 => 65.763763031273
717 => 68.854590710264
718 => 69.068592912684
719 => 72.159197089654
720 => 75.092548475898
721 => 73.250163026647
722 => 74.987449522428
723 => 76.866466510661
724 => 80.491395140481
725 => 79.270646704484
726 => 78.335572534078
727 => 77.451931961289
728 => 79.290647719272
729 => 81.656126167715
730 => 82.165627569239
731 => 82.991214484223
801 => 82.123210791083
802 => 83.168625632
803 => 86.859399398997
804 => 85.862119747793
805 => 84.44582232238
806 => 87.359333745743
807 => 88.41372220387
808 => 95.813972590523
809 => 105.15709439277
810 => 101.28898061639
811 => 98.887917572146
812 => 99.452224341521
813 => 102.86401613907
814 => 103.95977537958
815 => 100.98112403301
816 => 102.03323404461
817 => 107.83046364971
818 => 110.94049133546
819 => 106.71665600577
820 => 95.063261850907
821 => 84.318300235267
822 => 87.168347907662
823 => 86.845240948889
824 => 93.073640940453
825 => 85.838334957934
826 => 85.960158954703
827 => 92.317355662103
828 => 90.621364570511
829 => 87.874076208261
830 => 84.338358480643
831 => 77.802257246835
901 => 72.013050111385
902 => 83.367018478782
903 => 82.877414716928
904 => 82.168395914551
905 => 83.746240535393
906 => 91.407806135193
907 => 91.23118225005
908 => 90.107591207067
909 => 90.959825110293
910 => 87.724675484535
911 => 88.558447206081
912 => 84.31659817845
913 => 86.234091094202
914 => 87.868181761306
915 => 88.196249655852
916 => 88.935403373828
917 => 82.619415782198
918 => 85.455108783187
919 => 87.120812752765
920 => 79.59510161938
921 => 86.972053640664
922 => 82.509468490032
923 => 80.994800064128
924 => 83.034101557217
925 => 82.239383782074
926 => 81.5561321064
927 => 81.17486593162
928 => 82.672303878652
929 => 82.602446608598
930 => 80.152347487072
1001 => 76.956293061859
1002 => 78.02899383387
1003 => 77.639271586775
1004 => 76.226867888131
1005 => 77.178657446744
1006 => 72.987457920285
1007 => 65.776716974606
1008 => 70.54035331429
1009 => 70.356958497052
1010 => 70.264482513907
1011 => 73.844223565941
1012 => 73.500114062466
1013 => 72.875551944128
1014 => 76.215397315041
1015 => 74.996308827398
1016 => 78.75325229294
1017 => 81.227818243215
1018 => 80.600188274403
1019 => 82.927529511252
1020 => 78.053706693107
1021 => 79.672595129463
1022 => 80.006245792513
1023 => 76.174184141594
1024 => 73.556414632909
1025 => 73.381839251436
1026 => 68.842987674235
1027 => 71.267605550446
1028 => 73.401168944007
1029 => 72.379357649699
1030 => 72.055882719665
1031 => 73.708445984055
1101 => 73.836864302946
1102 => 70.908913023083
1103 => 71.517726810325
1104 => 74.056581509993
1105 => 71.453754185923
1106 => 66.396885864685
1107 => 65.142712604343
1108 => 64.975382772414
1109 => 61.573965420632
1110 => 65.226522458662
1111 => 63.632083429119
1112 => 68.668897219132
1113 => 65.791896195251
1114 => 65.667874431301
1115 => 65.480397345052
1116 => 62.552656919592
1117 => 63.193646005157
1118 => 65.32439135097
1119 => 66.084665294921
1120 => 66.005362493826
1121 => 65.313949536352
1122 => 65.630474847676
1123 => 64.610836535171
1124 => 64.250781025089
1125 => 63.114346794201
1126 => 61.444102422764
1127 => 61.676360146816
1128 => 58.367169003786
1129 => 56.564146036997
1130 => 56.06509304325
1201 => 55.397738523152
1202 => 56.140472512058
1203 => 58.357794481056
1204 => 55.683233755347
1205 => 51.097886989739
1206 => 51.373474143403
1207 => 51.992636655125
1208 => 50.838831410701
1209 => 49.746851578387
1210 => 50.69623944746
1211 => 48.753367575313
1212 => 52.227423438694
1213 => 52.133459963518
1214 => 53.428373155213
1215 => 54.238108948273
1216 => 52.371930100345
1217 => 51.902591166775
1218 => 52.169947953602
1219 => 47.751135811961
1220 => 53.067261930721
1221 => 53.113236010153
1222 => 52.719578030383
1223 => 55.550251071643
1224 => 61.523854097762
1225 => 59.276344351711
1226 => 58.406040646698
1227 => 56.751592667281
1228 => 58.956046368454
1229 => 58.786778719039
1230 => 58.021286215533
1231 => 57.558313960931
]
'min_raw' => 43.236727275073
'max_raw' => 110.94049133546
'avg_raw' => 77.088609305266
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$43.23'
'max' => '$110.94'
'avg' => '$77.08'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 26.587810614045
'max_diff' => 64.484851006615
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 1.3571514636629
]
1 => [
'year' => 2028
'avg' => 2.3292658955306
]
2 => [
'year' => 2029
'avg' => 6.3631346172571
]
3 => [
'year' => 2030
'avg' => 4.9091488809495
]
4 => [
'year' => 2031
'avg' => 4.8213925852155
]
5 => [
'year' => 2032
'avg' => 8.4534185499717
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 1.3571514636629
'min' => '$1.35'
'max_raw' => 8.4534185499717
'max' => '$8.45'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 8.4534185499717
]
1 => [
'year' => 2033
'avg' => 21.743061765306
]
2 => [
'year' => 2034
'avg' => 13.781797469504
]
3 => [
'year' => 2035
'avg' => 16.255661719935
]
4 => [
'year' => 2036
'avg' => 31.552278494936
]
5 => [
'year' => 2037
'avg' => 77.088609305266
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 8.4534185499717
'min' => '$8.45'
'max_raw' => 77.088609305266
'max' => '$77.08'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 77.088609305266
]
]
]
]
'prediction_2025_max_price' => '$2.32'
'last_price' => 2.25
'sma_50day_nextmonth' => '$1.92'
'sma_200day_nextmonth' => '$1.31'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$2.16'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$2.07'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$1.86'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$1.72'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$1.71'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$1.36'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$1.21'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$2.16'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$2.08'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$1.94'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$1.82'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$1.67'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$1.50'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$1.33'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$1.29'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$2.07'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$1.95'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$1.75'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$1.54'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.856785'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.428392'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.214196'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '76.59'
'rsi_14_action' => 'SELL'
'stoch_rsi_14' => 106.69
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.71
'momentum_10_action' => 'BUY'
'vwma_10' => '1.84'
'vwma_10_action' => 'BUY'
'hma_9' => '2.26'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 197.13
'cci_20_action' => 'SELL'
'adx_14' => 25.04
'adx_14_action' => 'SELL'
'ao_5_34' => '0.237080'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0.07
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 91.64
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '0.263865'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 2
'buy_signals' => 30
'sell_pct' => 6.25
'buy_pct' => 93.75
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767693773
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Bitads pour 2026
La prévision du prix de Bitads pour 2026 suggère que le prix moyen pourrait varier entre $0.777374 à la baisse et $2.32 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Bitads pourrait potentiellement gagner 3.13% d'ici 2026 si SN16 atteint l'objectif de prix prévu.
Prévision du prix de Bitads de 2027 à 2032
La prévision du prix de SN16 pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $1.35 à la baisse et $8.45 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Bitads atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Bitads | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.748359 | $1.35 | $1.96 |
| 2028 | $1.35 | $2.32 | $3.30 |
| 2029 | $2.96 | $6.36 | $9.75 |
| 2030 | $2.52 | $4.90 | $7.29 |
| 2031 | $2.98 | $4.82 | $6.65 |
| 2032 | $4.55 | $8.45 | $12.35 |
Prévision du prix de Bitads de 2032 à 2037
La prévision du prix de Bitads pour 2032-2037 est actuellement estimée entre $8.45 à la baisse et $77.08 à la hausse. Par rapport au prix actuel, Bitads pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Bitads | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $4.55 | $8.45 | $12.35 |
| 2033 | $10.58 | $21.74 | $32.90 |
| 2034 | $8.50 | $13.78 | $19.05 |
| 2035 | $10.05 | $16.25 | $22.45 |
| 2036 | $16.64 | $31.55 | $46.45 |
| 2037 | $43.23 | $77.08 | $110.94 |
Bitads Histogramme des prix potentiels
Prévision du prix de Bitads basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 93.75%
Baissier 6.25%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Bitads est Haussier, avec 30 indicateurs techniques montrant des signaux haussiers et 2 indiquant des signaux baissiers. La prévision du prix de SN16 a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Bitads et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Bitads devrait augmenter au cours du prochain mois, atteignant $1.31 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Bitads devrait atteindre $1.92 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 76.59, ce qui suggère que le marché de SN16 est dans un état SELL.
Moyennes Mobiles et Oscillateurs Populaires de SN16 pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $2.16 | BUY |
| SMA 5 | $2.07 | BUY |
| SMA 10 | $1.86 | BUY |
| SMA 21 | $1.72 | BUY |
| SMA 50 | $1.71 | BUY |
| SMA 100 | $1.36 | BUY |
| SMA 200 | $1.21 | BUY |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $2.16 | BUY |
| EMA 5 | $2.08 | BUY |
| EMA 10 | $1.94 | BUY |
| EMA 21 | $1.82 | BUY |
| EMA 50 | $1.67 | BUY |
| EMA 100 | $1.50 | BUY |
| EMA 200 | $1.33 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $1.29 | BUY |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $1.54 | BUY |
| EMA 50 | $0.856785 | BUY |
| EMA 100 | $0.428392 | BUY |
| EMA 200 | $0.214196 | BUY |
Oscillateurs de Bitads
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 76.59 | SELL |
| Stoch RSI (14) | 106.69 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 197.13 | SELL |
| Indice Directionnel Moyen (14) | 25.04 | SELL |
| Oscillateur Impressionnant (5, 34) | 0.237080 | NEUTRAL |
| Momentum (10) | 0.71 | BUY |
| MACD (12, 26) | 0.07 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 91.64 | SELL |
| VWMA (10) | 1.84 | BUY |
| Moyenne Mobile de Hull (9) | 2.26 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | 0.263865 | BUY |
Prévision du cours de Bitads basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Bitads
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Bitads par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $3.16 | $4.44 | $6.24 | $8.77 | $12.32 | $17.32 |
| Action Amazon.com | $4.69 | $9.79 | $20.43 | $42.64 | $88.98 | $185.68 |
| Action Apple | $3.19 | $4.52 | $6.42 | $9.10 | $12.91 | $18.32 |
| Action Netflix | $3.55 | $5.60 | $8.83 | $13.94 | $22.00 | $34.71 |
| Action Google | $2.91 | $3.77 | $4.88 | $6.32 | $8.19 | $10.61 |
| Action Tesla | $5.10 | $11.56 | $26.21 | $59.41 | $134.70 | $305.35 |
| Action Kodak | $1.68 | $1.26 | $0.948815 | $0.71151 | $0.533557 | $0.400111 |
| Action Nokia | $1.49 | $0.987414 | $0.654121 | $0.433327 | $0.287061 | $0.190166 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Bitads
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Bitads maintenant ?", "Devrais-je acheter SN16 aujourd'hui ?", " Bitads sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Bitads avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Bitads en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Bitads afin de prendre une décision responsable concernant cet investissement.
Le cours de Bitads est de $2.25 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de Bitads basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Bitads présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $2.30 | $2.36 | $2.43 | $2.49 |
| Si Bitads présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $2.36 | $2.49 | $2.61 | $2.75 |
| Si Bitads présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $2.54 | $2.87 | $3.24 | $3.66 |
| Si Bitads présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $2.83 | $3.57 | $4.50 | $5.66 |
| Si Bitads présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $3.41 | $5.19 | $7.89 | $12.00 |
| Si Bitads présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $5.17 | $11.89 | $27.36 | $62.92 |
| Si Bitads présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $8.09 | $29.14 | $104.91 | $377.62 |
Boîte à questions
Est-ce que SN16 est un bon investissement ?
La décision d'acquérir Bitads dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Bitads a connu une hausse de 6.9241% au cours des 24 heures précédentes, et Bitads a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Bitads dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Bitads peut monter ?
Il semble que la valeur moyenne de Bitads pourrait potentiellement s'envoler jusqu'à $2.32 pour la fin de cette année. En regardant les perspectives de Bitads sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $7.29. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Bitads la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Bitads, le prix de Bitads va augmenter de 0.86% durant la prochaine semaine et atteindre $2.26 d'ici 13 janvier 2026.
Quel sera le prix de Bitads le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Bitads, le prix de Bitads va diminuer de -11.62% durant le prochain mois et atteindre $1.98 d'ici 5 février 2026.
Jusqu'où le prix de Bitads peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Bitads en 2026, SN16 devrait fluctuer dans la fourchette de $0.777374 et $2.32. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Bitads ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Bitads dans 5 ans ?
L'avenir de Bitads semble suivre une tendance haussière, avec un prix maximum de $7.29 prévue après une période de cinq ans. Selon la prévision de Bitads pour 2030, la valeur de Bitads pourrait potentiellement atteindre son point le plus élevé d'environ $7.29, tandis que son point le plus bas devrait être autour de $2.52.
Combien vaudra Bitads en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Bitads, il est attendu que la valeur de SN16 en 2026 augmente de 3.13% jusqu'à $2.32 si le meilleur scénario se produit. Le prix sera entre $2.32 et $0.777374 durant 2026.
Combien vaudra Bitads en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Bitads, le valeur de SN16 pourrait diminuer de -12.62% jusqu'à $1.96 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $1.96 et $0.748359 tout au long de l'année.
Combien vaudra Bitads en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Bitads suggère que la valeur de SN16 en 2028 pourrait augmenter de 47.02%, atteignant $3.30 dans le meilleur scénario. Il est prévu que le prix oscille entre $3.30 et $1.35 durant l'année.
Combien vaudra Bitads en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Bitads pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $9.75 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $9.75 et $2.96.
Combien vaudra Bitads en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Bitads, il est prévu que la valeur de SN16 en 2030 augmente de 224.23%, atteignant $7.29 dans le meilleur scénario. Il est prévu que le prix oscille entre $7.29 et $2.52 au cours de 2030.
Combien vaudra Bitads en 2031 ?
Notre simulation expérimentale indique que le prix de Bitads pourrait augmenter de 195.98% en 2031, atteignant potentiellement $6.65 dans des conditions idéales. Il est probable que le prix fluctue entre $6.65 et $2.98 durant l'année.
Combien vaudra Bitads en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Bitads, SN16 pourrait connaître une 449.04% hausse en valeur, atteignant $12.35 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $12.35 et $4.55 tout au long de l'année.
Combien vaudra Bitads en 2033 ?
Selon notre prédiction expérimentale de prix de Bitads, la valeur de SN16 est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $32.90. Tout au long de l'année, le prix de SN16 pourrait osciller entre $32.90 et $10.58.
Combien vaudra Bitads en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Bitads suggèrent que SN16 pourrait augmenter de 746.96% en 2034, atteignant potentiellement $19.05 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $19.05 et $8.50.
Combien vaudra Bitads en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Bitads, SN16 pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $22.45 en 2035. La fourchette de prix attendue pour l'année se situe entre $22.45 et $10.05.
Combien vaudra Bitads en 2036 ?
Notre récente simulation de prédiction de prix de Bitads suggère que la valeur de SN16 pourrait augmenter de 1964.7% en 2036, pouvant atteindre $46.45 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $46.45 et $16.64.
Combien vaudra Bitads en 2037 ?
Selon la simulation expérimentale, la valeur de Bitads pourrait augmenter de 4830.69% en 2037, avec un maximum de $110.94 sous des conditions favorables. Il est prévu que le prix chute entre $110.94 et $43.23 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de Bitads ?
Les traders de Bitads utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Bitads
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Bitads. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de SN16 sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de SN16 au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de SN16.
Comment lire les graphiques de Bitads et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Bitads dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de SN16 au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Bitads ?
L'action du prix de Bitads est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de SN16. La capitalisation boursière de Bitads peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de SN16, de grands détenteurs de Bitads, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Bitads.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu