Prédiction du prix de Mochimo jusqu'à $0.02764 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.009259 | $0.02764 |
| 2027 | $0.008914 | $0.023417 |
| 2028 | $0.016087 | $0.039403 |
| 2029 | $0.035339 | $0.11625 |
| 2030 | $0.030054 | $0.086896 |
| 2031 | $0.035533 | $0.079326 |
| 2032 | $0.054239 | $0.147147 |
| 2033 | $0.126041 | $0.391946 |
| 2034 | $0.101331 | $0.226994 |
| 2035 | $0.1198049 | $0.267456 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Mochimo aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.71, soit un rendement de 39.55% sur les 90 prochains jours.
$
≈ $3,954.71
(39.55% ROI)
Prévision du prix à long terme de Mochimo pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Mochimo'
'name_with_ticker' => 'Mochimo <small>MCM</small>'
'name_lang' => 'Mochimo'
'name_lang_with_ticker' => 'Mochimo <small>MCM</small>'
'name_with_lang' => 'Mochimo'
'name_with_lang_with_ticker' => 'Mochimo <small>MCM</small>'
'image' => '/uploads/coins/mochimo.png?1666205434'
'price_for_sd' => 0.0268
'ticker' => 'MCM'
'marketcap' => '$427.69K'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0.27'
'current_supply' => '15.56M'
'max_supply' => '17.55M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0268'
'change_24h_pct' => '0%'
'ath_price' => '$1.95'
'ath_days' => 2425
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '18 mai 2019'
'ath_pct' => '6.77%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.32'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0270303'
'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' => '$0.023687'
'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' => '$0.009259'
'current_year_max_price_prediction' => '$0.02764'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.030054'
'grand_prediction_max_price' => '$0.086896'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.027308905610653
107 => 0.02741086715107
108 => 0.027640591707916
109 => 0.025677620521754
110 => 0.026558936954535
111 => 0.027076627790611
112 => 0.024737681759465
113 => 0.02703039434786
114 => 0.02564344956062
115 => 0.025172699668619
116 => 0.025806502381616
117 => 0.025559508847968
118 => 0.025347158311684
119 => 0.025228663063792
120 => 0.025694057825964
121 => 0.025672346604042
122 => 0.024910870443897
123 => 0.023917555834728
124 => 0.024250944822006
125 => 0.024129821477389
126 => 0.023690854851277
127 => 0.023986665356244
128 => 0.022684065598639
129 => 0.020443010418923
130 => 0.02192352011602
131 => 0.021866522103166
201 => 0.021837781120431
202 => 0.022950343239517
203 => 0.022843396062942
204 => 0.022649285890229
205 => 0.023687289865732
206 => 0.02330840445155
207 => 0.024476040021428
208 => 0.025245120325684
209 => 0.025050056683383
210 => 0.025773380426824
211 => 0.024258625430921
212 => 0.024761766279138
213 => 0.024865462910632
214 => 0.023674481057799
215 => 0.022860893943668
216 => 0.022806636958728
217 => 0.021395989022034
218 => 0.022149545763464
219 => 0.022812644511625
220 => 0.022495071669797
221 => 0.022394537595293
222 => 0.022908144378753
223 => 0.022948056024572
224 => 0.022038066270243
225 => 0.022227281955795
226 => 0.023016342819041
227 => 0.022207399646563
228 => 0.020635755202556
301 => 0.020245965650757
302 => 0.020193960539301
303 => 0.019136820360224
304 => 0.02027201325246
305 => 0.019776471133721
306 => 0.021341882749311
307 => 0.020447728029957
308 => 0.02040918280713
309 => 0.020350916049472
310 => 0.01944099182743
311 => 0.019640207403356
312 => 0.020302430319124
313 => 0.020538718915945
314 => 0.020514072079441
315 => 0.020299185065562
316 => 0.020397559240116
317 => 0.020080661748043
318 => 0.019968758647941
319 => 0.019615561682646
320 => 0.019096459716815
321 => 0.019168644029001
322 => 0.018140167204272
323 => 0.017579798444763
324 => 0.017424695757672
325 => 0.017217285962307
326 => 0.017448123245955
327 => 0.018137253658649
328 => 0.017306016173767
329 => 0.015880917810468
330 => 0.015966568650352
331 => 0.016159000657608
401 => 0.015800404885152
402 => 0.015461024081183
403 => 0.015756088155399
404 => 0.015152255192129
405 => 0.016231970986373
406 => 0.016202767700008
407 => 0.016605218978925
408 => 0.016856880022764
409 => 0.016276882792946
410 => 0.016131015058126
411 => 0.016214107949198
412 => 0.014840767551475
413 => 0.016492987769095
414 => 0.016507276238147
415 => 0.016384929691344
416 => 0.01726468595065
417 => 0.019121246060645
418 => 0.018422733467307
419 => 0.018152248278512
420 => 0.017638055736889
421 => 0.01832318676887
422 => 0.018270579395323
423 => 0.018032668901389
424 => 0.017888779892332
425 => 0.018153899803397
426 => 0.017855928601399
427 => 0.017802404785819
428 => 0.017478108697889
429 => 0.017362349749031
430 => 0.017276646431792
501 => 0.017182295500546
502 => 0.017390410144087
503 => 0.016918794982062
504 => 0.016350073329665
505 => 0.016302790277922
506 => 0.016433342940953
507 => 0.016375583106065
508 => 0.016302513746054
509 => 0.016163004438538
510 => 0.016121615007143
511 => 0.01625611057988
512 => 0.016104272919839
513 => 0.016328317658255
514 => 0.016267389886367
515 => 0.015927052305393
516 => 0.015502865670389
517 => 0.015499089519576
518 => 0.01540769920487
519 => 0.015291299898466
520 => 0.01525892027428
521 => 0.015731238682069
522 => 0.016708923650893
523 => 0.016516980697494
524 => 0.01665567915243
525 => 0.017337938275807
526 => 0.01755480793488
527 => 0.017400878987709
528 => 0.017190171550897
529 => 0.017199441608759
530 => 0.017919492705824
531 => 0.017964401409515
601 => 0.018077871215646
602 => 0.018223711983088
603 => 0.017425716301038
604 => 0.017161856083897
605 => 0.017036824474608
606 => 0.01665177551132
607 => 0.017067017806623
608 => 0.016825073903598
609 => 0.016857720402096
610 => 0.016836459327121
611 => 0.016848069311725
612 => 0.016231669183804
613 => 0.016456252993382
614 => 0.016082838851213
615 => 0.015582879232553
616 => 0.015581203192603
617 => 0.015703567600978
618 => 0.015630780462757
619 => 0.015434912145333
620 => 0.01546273431535
621 => 0.015218982830132
622 => 0.015492330158919
623 => 0.015500168782225
624 => 0.015394915171312
625 => 0.015816044445971
626 => 0.015988581453407
627 => 0.015919301271954
628 => 0.01598372057119
629 => 0.016524956793778
630 => 0.016613201913852
701 => 0.016652394567044
702 => 0.016599881603799
703 => 0.015993613375777
704 => 0.016020503949742
705 => 0.015823198760168
706 => 0.015656496666486
707 => 0.015663163875996
708 => 0.015748870421904
709 => 0.016123155934504
710 => 0.016910817730436
711 => 0.016940708919818
712 => 0.016976937913337
713 => 0.016829576389463
714 => 0.016785130743802
715 => 0.016843766022823
716 => 0.017139570380085
717 => 0.017900459497063
718 => 0.017631510465048
719 => 0.017412850715578
720 => 0.017604674266108
721 => 0.017575144534067
722 => 0.017325883877965
723 => 0.017318887961537
724 => 0.016840477069026
725 => 0.016663619454953
726 => 0.016515823995071
727 => 0.016354435211178
728 => 0.016258758530286
729 => 0.016405761396411
730 => 0.01643938269118
731 => 0.016117958355228
801 => 0.016074149405941
802 => 0.016336631457106
803 => 0.016221122892706
804 => 0.016339926315666
805 => 0.01636748972887
806 => 0.016363051384505
807 => 0.016242447177197
808 => 0.016319316702466
809 => 0.016137497359296
810 => 0.015939796131981
811 => 0.015813675066176
812 => 0.015703617708729
813 => 0.015764683927212
814 => 0.015546994008572
815 => 0.015477350622367
816 => 0.016293275036924
817 => 0.016896007174622
818 => 0.016887243210632
819 => 0.01683389483375
820 => 0.016754629967026
821 => 0.017133771661374
822 => 0.017001686276241
823 => 0.017097789430028
824 => 0.017122251716104
825 => 0.017196291688486
826 => 0.017222754614662
827 => 0.017142765272074
828 => 0.016874311268476
829 => 0.016205349415349
830 => 0.015893945866891
831 => 0.015791177509064
901 => 0.015794912943686
902 => 0.015691872981093
903 => 0.015722222868004
904 => 0.015681318528996
905 => 0.015603855606737
906 => 0.015759900810047
907 => 0.015777883566067
908 => 0.015741460751013
909 => 0.015750039642483
910 => 0.015448474290225
911 => 0.015471401648992
912 => 0.015343739201911
913 => 0.015319804032077
914 => 0.014997084482698
915 => 0.014425340022027
916 => 0.014742141953817
917 => 0.014359489769307
918 => 0.014214573588907
919 => 0.014900584247833
920 => 0.01483172780465
921 => 0.014713875505099
922 => 0.01453954739149
923 => 0.014474887398398
924 => 0.014082033749236
925 => 0.014058821859851
926 => 0.014253530736316
927 => 0.014163679289351
928 => 0.014037493828407
929 => 0.013580462880085
930 => 0.013066608776424
1001 => 0.013082118801842
1002 => 0.013245566231621
1003 => 0.013720811677593
1004 => 0.013535125060022
1005 => 0.013400407288466
1006 => 0.013375178699454
1007 => 0.013690967310557
1008 => 0.014137874355027
1009 => 0.014347553141311
1010 => 0.014139767832143
1011 => 0.013901075256927
1012 => 0.013915603367985
1013 => 0.014012252382149
1014 => 0.014022408826994
1015 => 0.013867044498522
1016 => 0.013910778646935
1017 => 0.013844342476361
1018 => 0.013436623820179
1019 => 0.013429249482578
1020 => 0.013329188749
1021 => 0.013326158949754
1022 => 0.013155930680617
1023 => 0.013132114569032
1024 => 0.012794116008544
1025 => 0.013016587684611
1026 => 0.012867365364593
1027 => 0.012642452130338
1028 => 0.012603677003977
1029 => 0.012602511376856
1030 => 0.012833446978757
1031 => 0.013013889067646
1101 => 0.012869961150737
1102 => 0.012837191553982
1103 => 0.013187085115066
1104 => 0.013142557970068
1105 => 0.013103997749668
1106 => 0.014097858730914
1107 => 0.013311140212319
1108 => 0.012968086033888
1109 => 0.012543491343858
1110 => 0.012681741515924
1111 => 0.012710872858496
1112 => 0.01168979916792
1113 => 0.01127554969882
1114 => 0.011133394891687
1115 => 0.011051582790408
1116 => 0.011088865592293
1117 => 0.010715992483486
1118 => 0.010966569379356
1119 => 0.010643692785309
1120 => 0.010589561473586
1121 => 0.011166904820477
1122 => 0.011247238774406
1123 => 0.010904509169141
1124 => 0.011124597058604
1125 => 0.011044790130434
1126 => 0.010649227577802
1127 => 0.010634119997852
1128 => 0.010435640613637
1129 => 0.010125058810523
1130 => 0.0099831145924774
1201 => 0.009909188811303
1202 => 0.0099396920294003
1203 => 0.0099242686689165
1204 => 0.0098236208089962
1205 => 0.0099300376864329
1206 => 0.0096581865390717
1207 => 0.009549933221739
1208 => 0.0095010377097576
1209 => 0.0092597541693063
1210 => 0.0096437435814418
1211 => 0.0097193943330036
1212 => 0.0097951941399158
1213 => 0.01045497970836
1214 => 0.010422018685895
1215 => 0.010719970276308
1216 => 0.010708392425402
1217 => 0.010623411805321
1218 => 0.01026489254783
1219 => 0.010407791933875
1220 => 0.0099679698351254
1221 => 0.010297514456504
1222 => 0.010147124053419
1223 => 0.010246667309942
1224 => 0.010067679559261
1225 => 0.010166738770711
1226 => 0.0097373339326568
1227 => 0.0093363617367712
1228 => 0.0094977246535037
1229 => 0.0096731445980797
1230 => 0.010053499734091
1231 => 0.0098269633529445
]
'min_raw' => 0.0092597541693063
'max_raw' => 0.027640591707916
'avg_raw' => 0.018450172938611
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.009259'
'max' => '$0.02764'
'avg' => '$0.01845'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.017541285830694
'max_diff' => 0.00083955170791623
'year' => 2026
]
1 => [
'items' => [
101 => 0.0099084344018938
102 => 0.0096355200260025
103 => 0.0090724197144013
104 => 0.0090756068010125
105 => 0.0089889860858797
106 => 0.0089141331411736
107 => 0.0098529837814171
108 => 0.0097362228632706
109 => 0.0095501796214952
110 => 0.0097992058936761
111 => 0.0098650523926191
112 => 0.0098669269498747
113 => 0.01004861008976
114 => 0.010145574414085
115 => 0.010162664796514
116 => 0.010448547142647
117 => 0.010544371134191
118 => 0.010939056593844
119 => 0.010137347668618
120 => 0.010120837000882
121 => 0.0098027102040148
122 => 0.0096009491600561
123 => 0.0098165249553088
124 => 0.010007495680872
125 => 0.0098086441967869
126 => 0.0098346100026245
127 => 0.0095676681320034
128 => 0.009663087289968
129 => 0.0097452751231558
130 => 0.009699895832447
131 => 0.0096319608378735
201 => 0.0099918382591772
202 => 0.0099715325646963
203 => 0.01030665869296
204 => 0.010567913475042
205 => 0.01103612874941
206 => 0.010547521701992
207 => 0.010529714919147
208 => 0.010703779077755
209 => 0.010544344485876
210 => 0.010645101644448
211 => 0.011019895213464
212 => 0.011027814010985
213 => 0.010895163949709
214 => 0.010887092181425
215 => 0.010912569076726
216 => 0.011061788048259
217 => 0.011009646354569
218 => 0.011069986042573
219 => 0.011145441746376
220 => 0.01145755852986
221 => 0.011532808829691
222 => 0.011349989613908
223 => 0.011366496142153
224 => 0.01129811673695
225 => 0.011232063088316
226 => 0.011380542044086
227 => 0.011651890254115
228 => 0.011650202210984
301 => 0.011713149721455
302 => 0.011752365498994
303 => 0.011584022674095
304 => 0.011474437685224
305 => 0.011516459543031
306 => 0.011583653408782
307 => 0.011494669477984
308 => 0.010945419435734
309 => 0.011112026812324
310 => 0.011084295198175
311 => 0.011044802007347
312 => 0.011212327012845
313 => 0.011196168817385
314 => 0.010712168130813
315 => 0.010743152284431
316 => 0.010714052379818
317 => 0.010808080124905
318 => 0.010539266679068
319 => 0.010621951884521
320 => 0.010673811270256
321 => 0.010704356846856
322 => 0.010814708414834
323 => 0.010801759932005
324 => 0.010813903518961
325 => 0.010977525762538
326 => 0.01180507092218
327 => 0.011850112379344
328 => 0.01162831177113
329 => 0.011716916739288
330 => 0.011546814576202
331 => 0.011661005297867
401 => 0.011739131689501
402 => 0.011386093548549
403 => 0.011365188921041
404 => 0.011194384685819
405 => 0.011286165206981
406 => 0.011140135798559
407 => 0.011175966307494
408 => 0.011075781080864
409 => 0.011256094542118
410 => 0.011457713009678
411 => 0.011508649796738
412 => 0.011374657039648
413 => 0.011277637452962
414 => 0.01110730301898
415 => 0.011390572978843
416 => 0.011473409747602
417 => 0.011390137872561
418 => 0.011370841959588
419 => 0.01133427623937
420 => 0.011378599549989
421 => 0.01147295860077
422 => 0.01142846061496
423 => 0.011457852318541
424 => 0.011345841453083
425 => 0.011584078402575
426 => 0.011962456013213
427 => 0.011963672559102
428 => 0.011919174333431
429 => 0.011900966618214
430 => 0.011946624498131
501 => 0.011971392025001
502 => 0.012119041236427
503 => 0.012277474722891
504 => 0.013016814674273
505 => 0.012809210974442
506 => 0.013465197362838
507 => 0.013983997426889
508 => 0.01413956288172
509 => 0.013996449983195
510 => 0.01350686848815
511 => 0.013482847284331
512 => 0.014214488733905
513 => 0.014007766513099
514 => 0.013983177562719
515 => 0.01372159267436
516 => 0.013876221741299
517 => 0.013842402096088
518 => 0.013789016131609
519 => 0.014084037619773
520 => 0.014636291508866
521 => 0.014550217561247
522 => 0.014485967352205
523 => 0.014204441639136
524 => 0.014373982999448
525 => 0.014313612568391
526 => 0.014573002252231
527 => 0.014419345549709
528 => 0.014006200388959
529 => 0.014071995117553
530 => 0.014062050376687
531 => 0.014266712439024
601 => 0.014205277967935
602 => 0.014050054310219
603 => 0.014634403965111
604 => 0.014596459548846
605 => 0.014650256055809
606 => 0.014673938941886
607 => 0.015029622279423
608 => 0.015175334362215
609 => 0.015208413556058
610 => 0.015346828764933
611 => 0.015204969659567
612 => 0.015772507224857
613 => 0.016149886589039
614 => 0.016588232140301
615 => 0.017228772806872
616 => 0.017469622022835
617 => 0.017426114767729
618 => 0.017911765390734
619 => 0.018784468764866
620 => 0.017602513071186
621 => 0.018847115286644
622 => 0.018453088594853
623 => 0.017518858396856
624 => 0.017458704985955
625 => 0.018091376522675
626 => 0.01949458109874
627 => 0.01914309426745
628 => 0.019495156005279
629 => 0.019084457287242
630 => 0.01906406263425
701 => 0.019475209285241
702 => 0.020435875845718
703 => 0.019979499172883
704 => 0.019325171304223
705 => 0.019808316819972
706 => 0.019389771461223
707 => 0.018446671624493
708 => 0.019142825492095
709 => 0.01867732722615
710 => 0.018813184367401
711 => 0.019791592484776
712 => 0.019673867831547
713 => 0.019826214433835
714 => 0.019557326668401
715 => 0.019306143095777
716 => 0.018837290304338
717 => 0.018698486106956
718 => 0.018736846593461
719 => 0.018698467097404
720 => 0.018436148269573
721 => 0.018379500543679
722 => 0.018285085185394
723 => 0.018314348452874
724 => 0.018136819957112
725 => 0.018471852907874
726 => 0.018534037975836
727 => 0.018777847017971
728 => 0.018803160081531
729 => 0.019482164793474
730 => 0.019108180408346
731 => 0.019359081422148
801 => 0.019336638473902
802 => 0.01753910599808
803 => 0.017786790113485
804 => 0.018172108869498
805 => 0.017998523292201
806 => 0.017753113898673
807 => 0.017554932655381
808 => 0.017254667806719
809 => 0.017677284815134
810 => 0.018232981240892
811 => 0.018817253459927
812 => 0.019519218248066
813 => 0.019362547879124
814 => 0.018804130716489
815 => 0.018829180902481
816 => 0.018984031295398
817 => 0.018783485966929
818 => 0.018724341234454
819 => 0.018975905717385
820 => 0.018977638103721
821 => 0.018746886466606
822 => 0.018490448249055
823 => 0.018489373763561
824 => 0.018443743059647
825 => 0.019092574888099
826 => 0.01944936678945
827 => 0.019490272405941
828 => 0.019446613515541
829 => 0.019463416089697
830 => 0.019255806743674
831 => 0.019730340144044
901 => 0.020165818918713
902 => 0.020049101304455
903 => 0.019874125008295
904 => 0.019734747960403
905 => 0.020016268501438
906 => 0.0200037328349
907 => 0.02016201539152
908 => 0.020154834780467
909 => 0.020101610309984
910 => 0.020049103205268
911 => 0.020257287940332
912 => 0.020197334079978
913 => 0.020137287094719
914 => 0.02001685367305
915 => 0.020033222575242
916 => 0.019858276491207
917 => 0.019777338427744
918 => 0.018560224150831
919 => 0.018234971445683
920 => 0.018337302567852
921 => 0.018370992630296
922 => 0.018229442236193
923 => 0.018432389140024
924 => 0.018400760080036
925 => 0.018523810250068
926 => 0.01844693384605
927 => 0.018450088880486
928 => 0.018676165992928
929 => 0.018741797140471
930 => 0.018708416609122
1001 => 0.018731795189061
1002 => 0.01927054469627
1003 => 0.019193951744584
1004 => 0.019153263265555
1005 => 0.019164534252317
1006 => 0.019302196302328
1007 => 0.019340734160262
1008 => 0.019177446548189
1009 => 0.019254453929997
1010 => 0.019582341588045
1011 => 0.019697083711527
1012 => 0.02006328549034
1013 => 0.019907716465983
1014 => 0.02019327014306
1015 => 0.021070964793973
1016 => 0.021772128012973
1017 => 0.021127309339985
1018 => 0.02241490629908
1019 => 0.02341748522655
1020 => 0.023379004577431
1021 => 0.023204181751358
1022 => 0.022062772297374
1023 => 0.021012430300362
1024 => 0.021891085980739
1025 => 0.021893325854766
1026 => 0.02181784855258
1027 => 0.021349065511016
1028 => 0.02180153591888
1029 => 0.021837451376725
1030 => 0.021817348271023
1031 => 0.021457933412175
1101 => 0.020909173353684
1102 => 0.021016399755567
1103 => 0.021192038789211
1104 => 0.020859517456383
1105 => 0.020753256742366
1106 => 0.020950815626651
1107 => 0.021587391514847
1108 => 0.021467050530616
1109 => 0.021463907941182
1110 => 0.021978777704239
1111 => 0.021610242069739
1112 => 0.021017752223882
1113 => 0.020868140723822
1114 => 0.020337120688991
1115 => 0.020703898118477
1116 => 0.020717097785203
1117 => 0.020516217535448
1118 => 0.021034052549035
1119 => 0.021029280608222
1120 => 0.021520887884052
1121 => 0.02246065635618
1122 => 0.022182720575774
1123 => 0.021859511502488
1124 => 0.02189465329037
1125 => 0.022280071966108
1126 => 0.022047039036504
1127 => 0.022130839302753
1128 => 0.022279945124369
1129 => 0.022369904368638
1130 => 0.021881709539514
1201 => 0.021767887971787
1202 => 0.021535048990159
1203 => 0.021474305645998
1204 => 0.021663948138189
1205 => 0.021613984041665
1206 => 0.020715988404326
1207 => 0.020622142863824
1208 => 0.020625020972571
1209 => 0.020389041898865
1210 => 0.020029117169997
1211 => 0.020974977867473
1212 => 0.020899012016154
1213 => 0.020815151595587
1214 => 0.020825424018606
1215 => 0.021235990089187
1216 => 0.020997841034166
1217 => 0.021630999328801
1218 => 0.021500841017904
1219 => 0.021367344637466
1220 => 0.02134889137129
1221 => 0.021297506654197
1222 => 0.021121289339874
1223 => 0.020908496343811
1224 => 0.020767991975996
1225 => 0.019157374805954
1226 => 0.019456295984185
1227 => 0.019800177552217
1228 => 0.019918884091482
1229 => 0.019715828341826
1230 => 0.02112930721851
1231 => 0.021387563429902
]
'min_raw' => 0.0089141331411736
'max_raw' => 0.02341748522655
'avg_raw' => 0.016165809183862
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.008914'
'max' => '$0.023417'
'avg' => '$0.016165'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00034562102813275
'max_diff' => -0.0042231064813666
'year' => 2027
]
2 => [
'items' => [
101 => 0.020605288519961
102 => 0.020458956824385
103 => 0.021138900700111
104 => 0.02072881142329
105 => 0.020913474599532
106 => 0.020514333817853
107 => 0.021325357071202
108 => 0.021319178432847
109 => 0.021003672069504
110 => 0.021270335887307
111 => 0.02122399648669
112 => 0.020867790579533
113 => 0.021336649433812
114 => 0.021336881981954
115 => 0.021033213966936
116 => 0.020678596206871
117 => 0.020615198927069
118 => 0.020567437592964
119 => 0.020901728239165
120 => 0.02120145218725
121 => 0.021759164146767
122 => 0.021899386184299
123 => 0.022446682131896
124 => 0.022120794042458
125 => 0.022265256011548
126 => 0.022422089914389
127 => 0.022497281854787
128 => 0.022374760622931
129 => 0.023224936505548
130 => 0.023296717398757
131 => 0.023320784911347
201 => 0.02303411038719
202 => 0.02328874446165
203 => 0.023169609610804
204 => 0.023479565396089
205 => 0.023528170420936
206 => 0.023487003694065
207 => 0.023502431696129
208 => 0.022776956561619
209 => 0.022739336848708
210 => 0.022226389393799
211 => 0.022435419273191
212 => 0.022044647932731
213 => 0.022168565550182
214 => 0.022223187255224
215 => 0.022194655976264
216 => 0.022447237508946
217 => 0.022232491607168
218 => 0.021665741864883
219 => 0.02109883771201
220 => 0.02109172069216
221 => 0.020942464835398
222 => 0.020834580188533
223 => 0.020855362598933
224 => 0.020928602523874
225 => 0.020830323350952
226 => 0.020851296195376
227 => 0.021199585154134
228 => 0.021269432020929
229 => 0.021032065076625
301 => 0.020079002543356
302 => 0.019845118607116
303 => 0.020013229742366
304 => 0.01993288344746
305 => 0.016087392639868
306 => 0.01699083366414
307 => 0.016454039685476
308 => 0.016701419047548
309 => 0.016153491397459
310 => 0.01641499119143
311 => 0.016366701727927
312 => 0.017819408160193
313 => 0.017796726147386
314 => 0.017807582826611
315 => 0.017289365240249
316 => 0.018114899926465
317 => 0.018521587998162
318 => 0.018446320859743
319 => 0.018465263976916
320 => 0.018139758462332
321 => 0.017810734431512
322 => 0.017445796144898
323 => 0.018123806373692
324 => 0.018048423210271
325 => 0.018221325065153
326 => 0.018661063163699
327 => 0.018725816269112
328 => 0.018812845099449
329 => 0.018781651458907
330 => 0.019524810530101
331 => 0.019434809063058
401 => 0.019651686703443
402 => 0.019205552942626
403 => 0.018700710244856
404 => 0.018796664337151
405 => 0.018787423186449
406 => 0.018669772731512
407 => 0.018563563161303
408 => 0.018386754151266
409 => 0.018946204021834
410 => 0.018923491378765
411 => 0.019291182669503
412 => 0.019226189662302
413 => 0.01879215045373
414 => 0.018807652248976
415 => 0.018911909271918
416 => 0.019272744018703
417 => 0.019379864339052
418 => 0.01933024193866
419 => 0.019447694479694
420 => 0.019540524179202
421 => 0.019459352460721
422 => 0.020608572818402
423 => 0.020131336402529
424 => 0.020363938111036
425 => 0.020419412247946
426 => 0.020277316412746
427 => 0.020308131911331
428 => 0.020354808994965
429 => 0.020638223106485
430 => 0.021381983741646
501 => 0.021711390264009
502 => 0.02270242603917
503 => 0.021684037637887
504 => 0.021623610684665
505 => 0.021802126154185
506 => 0.022383969065995
507 => 0.022855498096291
508 => 0.023011931478803
509 => 0.023032606732736
510 => 0.023326086157822
511 => 0.023494303091214
512 => 0.023290450036341
513 => 0.023117705916641
514 => 0.022498957921664
515 => 0.022570579686877
516 => 0.023063982625311
517 => 0.023760943337137
518 => 0.024359008134286
519 => 0.024149586686987
520 => 0.025747324501378
521 => 0.025905733679501
522 => 0.025883846653066
523 => 0.026244726335277
524 => 0.025528453657958
525 => 0.025222233211274
526 => 0.023155055156049
527 => 0.02373584787047
528 => 0.024580064189641
529 => 0.02446832899415
530 => 0.023855236537201
531 => 0.02435854304868
601 => 0.024192134176135
602 => 0.024060880594049
603 => 0.024662178698345
604 => 0.024001026732707
605 => 0.024573468693029
606 => 0.023839305957762
607 => 0.024150543306518
608 => 0.023973869934507
609 => 0.024088199258472
610 => 0.023419832366705
611 => 0.023780466917813
612 => 0.023404828783723
613 => 0.023404650682338
614 => 0.023396358449708
615 => 0.023838295048631
616 => 0.023852706585256
617 => 0.023526114770923
618 => 0.023479047788154
619 => 0.023653079092253
620 => 0.023449334014024
621 => 0.023544665053771
622 => 0.023452221494103
623 => 0.023431410501662
624 => 0.023265584973196
625 => 0.023194142776065
626 => 0.023222157102399
627 => 0.023126529764247
628 => 0.023068910834019
629 => 0.023384896594238
630 => 0.023216078149382
701 => 0.023359022746366
702 => 0.023196119337056
703 => 0.02263142514675
704 => 0.022306663546372
705 => 0.021240008568063
706 => 0.02154251059673
707 => 0.021743069754698
708 => 0.021676784954186
709 => 0.021819190354498
710 => 0.021827932889508
711 => 0.021781635442215
712 => 0.021728028929321
713 => 0.02170193624347
714 => 0.021896409746467
715 => 0.022009308160633
716 => 0.021763198549335
717 => 0.021705538510847
718 => 0.021954368915954
719 => 0.022106155319324
720 => 0.023226860840398
721 => 0.023143835355566
722 => 0.023352213029566
723 => 0.02332875290129
724 => 0.023547165900809
725 => 0.023904178846802
726 => 0.023178271705208
727 => 0.023304264085009
728 => 0.02327337366307
729 => 0.023610627189887
730 => 0.023611680058585
731 => 0.023409479722196
801 => 0.023519095804878
802 => 0.023457911114685
803 => 0.023568480119471
804 => 0.023142726499597
805 => 0.023661248451341
806 => 0.023955216985162
807 => 0.02395929873854
808 => 0.024098637490493
809 => 0.024240213732433
810 => 0.024511957000146
811 => 0.024232634960186
812 => 0.023730161801749
813 => 0.02376643874081
814 => 0.023471838911866
815 => 0.023476791188215
816 => 0.02345035554895
817 => 0.023529690892365
818 => 0.023160136146063
819 => 0.023246869906365
820 => 0.023125442134031
821 => 0.023304000124746
822 => 0.02311190124343
823 => 0.023273358766774
824 => 0.023343038481447
825 => 0.02360015812869
826 => 0.023073924462474
827 => 0.022000898394173
828 => 0.022226461482914
829 => 0.021892835957068
830 => 0.021923714269687
831 => 0.021986093375424
901 => 0.021783902284557
902 => 0.021822473972921
903 => 0.021821095920787
904 => 0.021809220611988
905 => 0.021756622900263
906 => 0.021680345812121
907 => 0.021984210254428
908 => 0.022035842744363
909 => 0.022150615373576
910 => 0.022492100867098
911 => 0.022457978413513
912 => 0.022513633551037
913 => 0.022392138698311
914 => 0.021929350067449
915 => 0.021954481716649
916 => 0.021641089648429
917 => 0.022142601233791
918 => 0.022023836670747
919 => 0.021947268384344
920 => 0.021926376017999
921 => 0.022268707988008
922 => 0.022371139078831
923 => 0.022307310896925
924 => 0.02217639743367
925 => 0.022427789984211
926 => 0.022495052025335
927 => 0.022510109515814
928 => 0.022955528915631
929 => 0.022535003512272
930 => 0.022636228156523
1001 => 0.023425953935126
1002 => 0.022709781628642
1003 => 0.023089154071935
1004 => 0.023070585764994
1005 => 0.02326465986972
1006 => 0.023054666023808
1007 => 0.023057269149204
1008 => 0.023229593806481
1009 => 0.022987594904251
1010 => 0.02292767257282
1011 => 0.022844890301121
1012 => 0.023025642362848
1013 => 0.02313399504914
1014 => 0.024007238124379
1015 => 0.024571392975706
1016 => 0.024546901525757
1017 => 0.024770707532215
1018 => 0.024669880876477
1019 => 0.024344285008374
1020 => 0.02490003745304
1021 => 0.024724174125878
1022 => 0.024738672084895
1023 => 0.024738132470137
1024 => 0.024855066208461
1025 => 0.024772207938038
1026 => 0.024608885781809
1027 => 0.02471730665104
1028 => 0.025039277871486
1029 => 0.026038686419033
1030 => 0.026597968682643
1031 => 0.026005016924509
1101 => 0.026414027107329
1102 => 0.026168766742866
1103 => 0.02612419563878
1104 => 0.026381084259206
1105 => 0.026638422529156
1106 => 0.026622031193864
1107 => 0.026435216824347
1108 => 0.026329690127246
1109 => 0.027128773631733
1110 => 0.027717524745808
1111 => 0.027677375866865
1112 => 0.027854579961402
1113 => 0.028374856663677
1114 => 0.028422424245014
1115 => 0.028416431823094
1116 => 0.028298530609588
1117 => 0.028810810589445
1118 => 0.029238163561351
1119 => 0.028271239885155
1120 => 0.02863943176309
1121 => 0.028804724959497
1122 => 0.029047424412103
1123 => 0.029456899069801
1124 => 0.029901697155849
1125 => 0.02996459648218
1126 => 0.029919966400138
1127 => 0.029626610105575
1128 => 0.030113313478874
1129 => 0.030398412900354
1130 => 0.030568183081462
1201 => 0.030998692013685
1202 => 0.028805745754005
1203 => 0.027253469394903
1204 => 0.027011059026287
1205 => 0.027504010043185
1206 => 0.02763399729513
1207 => 0.027581599596861
1208 => 0.025834371427899
1209 => 0.027001860231574
1210 => 0.028257980019082
1211 => 0.028306232695829
1212 => 0.028935072525682
1213 => 0.029139848551297
1214 => 0.029646147038249
1215 => 0.02961447793004
1216 => 0.029737753554644
1217 => 0.029709414623384
1218 => 0.030647225956738
1219 => 0.031681771123758
1220 => 0.031645948114276
1221 => 0.031497220006334
1222 => 0.031718106608539
1223 => 0.032785868089501
1224 => 0.032687565722863
1225 => 0.032783058098676
1226 => 0.034042009061131
1227 => 0.035678824396008
1228 => 0.034918359339385
1229 => 0.036568349694332
1230 => 0.037606931160541
1231 => 0.039403050415021
]
'min_raw' => 0.016087392639868
'max_raw' => 0.039403050415021
'avg_raw' => 0.027745221527445
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.016087'
'max' => '$0.039403'
'avg' => '$0.027745'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0071732594986944
'max_diff' => 0.015985565188472
'year' => 2028
]
3 => [
'items' => [
101 => 0.039178167438286
102 => 0.039877383483524
103 => 0.038775579975438
104 => 0.036245616409645
105 => 0.035845239991046
106 => 0.036646803720226
107 => 0.038617369932968
108 => 0.036584743577537
109 => 0.036995941241942
110 => 0.036877516286931
111 => 0.036871205924352
112 => 0.037112046797889
113 => 0.036762694549408
114 => 0.035339370641825
115 => 0.03599167160097
116 => 0.035739786874579
117 => 0.03601927175776
118 => 0.037527536403953
119 => 0.036860696651333
120 => 0.03615823514161
121 => 0.03703927776349
122 => 0.038161147780236
123 => 0.038090943170782
124 => 0.037954716885192
125 => 0.038722617324488
126 => 0.039990963876488
127 => 0.040333792852864
128 => 0.040586862194396
129 => 0.040621756180951
130 => 0.040981185928966
131 => 0.039048441585933
201 => 0.042115756494721
202 => 0.042645397046604
203 => 0.042545846574202
204 => 0.043134519756938
205 => 0.04296131717338
206 => 0.042710373804457
207 => 0.043643546013471
208 => 0.04257373937895
209 => 0.041055283546158
210 => 0.040222228644637
211 => 0.041319262539582
212 => 0.041989182858017
213 => 0.042431957573569
214 => 0.042565940934963
215 => 0.039198475027465
216 => 0.037383597671545
217 => 0.038546913249079
218 => 0.039966238541422
219 => 0.039040557162271
220 => 0.039076842119787
221 => 0.037757063737904
222 => 0.040083009643384
223 => 0.03974413888924
224 => 0.041502200961192
225 => 0.041082625338391
226 => 0.042516256710491
227 => 0.042138733523998
228 => 0.043705811164094
301 => 0.044330960861662
302 => 0.04538068450066
303 => 0.046152865482651
304 => 0.046606304924744
305 => 0.046579082121449
306 => 0.048375835093656
307 => 0.047316352639713
308 => 0.045985392976719
309 => 0.04596132011554
310 => 0.046650642984849
311 => 0.048095274612426
312 => 0.048469846574922
313 => 0.04867918120191
314 => 0.048358577933687
315 => 0.047208585663724
316 => 0.046712024832146
317 => 0.047135109047402
318 => 0.046617713408185
319 => 0.04751088343705
320 => 0.048737396657505
321 => 0.04848412652764
322 => 0.049330770599399
323 => 0.050206958144116
324 => 0.051459945685105
325 => 0.051787523026314
326 => 0.052328995914682
327 => 0.052886349381391
328 => 0.0530653562938
329 => 0.053407136032173
330 => 0.053405334684245
331 => 0.054435310930261
401 => 0.055571406625326
402 => 0.056000256449538
403 => 0.056986372973394
404 => 0.055297682983934
405 => 0.056578573739212
406 => 0.057733969263248
407 => 0.056356459088126
408 => 0.058255035945824
409 => 0.058328753382941
410 => 0.059441799162032
411 => 0.058313514031154
412 => 0.057643541922052
413 => 0.059577726297501
414 => 0.060513617190544
415 => 0.060231719237027
416 => 0.058086461891742
417 => 0.05683783010237
418 => 0.053569919866499
419 => 0.057440900704105
420 => 0.059326342552043
421 => 0.058081579052845
422 => 0.058709365358272
423 => 0.062134363880288
424 => 0.06343838156524
425 => 0.063167155002541
426 => 0.063212987826868
427 => 0.063916612100073
428 => 0.067036869620428
429 => 0.065167138987228
430 => 0.066596477998839
501 => 0.067354594256732
502 => 0.068058774887341
503 => 0.066329529817139
504 => 0.06407980738846
505 => 0.063367225858375
506 => 0.057957811854457
507 => 0.057676228363659
508 => 0.057518167017421
509 => 0.056521612587611
510 => 0.055738593785012
511 => 0.055115908161562
512 => 0.053481795135959
513 => 0.054033260312209
514 => 0.051428825215294
515 => 0.053095050494788
516 => 0.048938309193826
517 => 0.052400166867502
518 => 0.050516035127074
519 => 0.05178117891721
520 => 0.05177676494971
521 => 0.049447234117865
522 => 0.048103609350125
523 => 0.048959819346787
524 => 0.049877744429243
525 => 0.050026674685601
526 => 0.051216788515302
527 => 0.05154892370376
528 => 0.050542538576822
529 => 0.048852169969604
530 => 0.049244804043858
531 => 0.048095652633142
601 => 0.046081808987333
602 => 0.04752818665209
603 => 0.048022043579575
604 => 0.04824015893316
605 => 0.046259774999013
606 => 0.045637495370677
607 => 0.045306198917983
608 => 0.048596527272302
609 => 0.048776778887048
610 => 0.047854586140998
611 => 0.052022984799049
612 => 0.051079547803245
613 => 0.052133598075234
614 => 0.049209176617015
615 => 0.049320893454975
616 => 0.047936425470721
617 => 0.048711635031719
618 => 0.048163741900176
619 => 0.04864900575996
620 => 0.048939870916697
621 => 0.050324111723378
622 => 0.052415972673977
623 => 0.050117352307223
624 => 0.049115810496578
625 => 0.049737161403017
626 => 0.051391900747529
627 => 0.053898915559014
628 => 0.05241471233224
629 => 0.053073376520877
630 => 0.053217265344164
701 => 0.052122868832931
702 => 0.053939267519414
703 => 0.054912690331897
704 => 0.055911220716036
705 => 0.056778216670397
706 => 0.055512385722457
707 => 0.056867006286491
708 => 0.055775421234599
709 => 0.054796156597063
710 => 0.054797641737295
711 => 0.054183334725395
712 => 0.052993037482175
713 => 0.052773528408089
714 => 0.053915442332424
715 => 0.05483114916009
716 => 0.054906571160356
717 => 0.055413553510868
718 => 0.055713580443567
719 => 0.058654252250855
720 => 0.05983701477826
721 => 0.061283274408221
722 => 0.061846674040818
723 => 0.063542304944986
724 => 0.062172945277461
725 => 0.061876675699716
726 => 0.057763629762846
727 => 0.058437140804591
728 => 0.059515496966575
729 => 0.057781411458774
730 => 0.05888128958201
731 => 0.059098428822141
801 => 0.057722487896775
802 => 0.058457437395911
803 => 0.056505629423545
804 => 0.052458516754099
805 => 0.053943773112744
806 => 0.055037421724591
807 => 0.053476650309584
808 => 0.056274272660789
809 => 0.054639959437863
810 => 0.054121960607065
811 => 0.052101062488204
812 => 0.053054848608804
813 => 0.054344857993817
814 => 0.053547782173567
815 => 0.055201834182123
816 => 0.057544412945796
817 => 0.059213874075767
818 => 0.059342034571545
819 => 0.058268682910183
820 => 0.059988735797554
821 => 0.060001264505014
822 => 0.058061037821437
823 => 0.056872659780973
824 => 0.05660265778981
825 => 0.057277175700742
826 => 0.058096164967489
827 => 0.059387482775974
828 => 0.060167799082873
829 => 0.062202450163475
830 => 0.062752968407868
831 => 0.063357821051753
901 => 0.064166090713631
902 => 0.065136625678803
903 => 0.063013150427593
904 => 0.063097520057977
905 => 0.061120169305566
906 => 0.059007086445833
907 => 0.060610652936874
908 => 0.062707102810398
909 => 0.06222617489304
910 => 0.062172060677872
911 => 0.062263065777754
912 => 0.061900461833703
913 => 0.060260417633493
914 => 0.059436797703367
915 => 0.060499477541083
916 => 0.061064244580391
917 => 0.061940149005496
918 => 0.061832175297002
919 => 0.064088411030804
920 => 0.064965116011932
921 => 0.064740817361438
922 => 0.064782093711178
923 => 0.066369326202623
924 => 0.068134655172368
925 => 0.069788118708209
926 => 0.071470092834778
927 => 0.069442407376632
928 => 0.068412873751238
929 => 0.06947508965618
930 => 0.068911462945246
1001 => 0.072150229208814
1002 => 0.072374474357852
1003 => 0.075613006421755
1004 => 0.078686758987623
1005 => 0.076756190072999
1006 => 0.078576629604756
1007 => 0.080545583380965
1008 => 0.084344014666508
1009 => 0.083064836639961
1010 => 0.082085006318901
1011 => 0.081159071400005
1012 => 0.083085794978198
1013 => 0.085564494081384
1014 => 0.086098382127525
1015 => 0.086963484723204
1016 => 0.08605393512356
1017 => 0.08714938743273
1018 => 0.091016815450234
1019 => 0.089971802261173
1020 => 0.088487715538453
1021 => 0.091540678526538
1022 => 0.092645533963833
1023 => 0.10039998804005
1024 => 0.1101903066318
1025 => 0.10613705044812
1026 => 0.10362106353715
1027 => 0.10421238014123
1028 => 0.10778747306774
1029 => 0.10893567944796
1030 => 0.10581445869605
1031 => 0.10691692663184
1101 => 0.1129916333503
1102 => 0.11625051860483
1103 => 0.1118245147025
1104 => 0.099613345473826
1105 => 0.088354089766817
1106 => 0.091340551391208
1107 => 0.091001979323696
1108 => 0.097528493857585
1109 => 0.089946879042223
1110 => 0.090074533991578
1111 => 0.096736009934329
1112 => 0.094958842359413
1113 => 0.092080058490475
1114 => 0.088375108074913
1115 => 0.081526164565313
1116 => 0.075459864301941
1117 => 0.087357276103928
1118 => 0.086844238072987
1119 => 0.086101282976208
1120 => 0.087754649147952
1121 => 0.095782925961767
1122 => 0.095597848196212
1123 => 0.09442047787926
1124 => 0.095313502887803
1125 => 0.091923506888764
1126 => 0.092797186046491
1127 => 0.088352306243187
1128 => 0.090361577548858
1129 => 0.092073881913219
1130 => 0.092417652365464
1201 => 0.093192184747726
1202 => 0.08657389034331
1203 => 0.089545310227978
1204 => 0.091290741025829
1205 => 0.083404821181822
1206 => 0.091134861745678
1207 => 0.086458680562105
1208 => 0.084871514434516
1209 => 0.087008424532077
1210 => 0.086175668588844
1211 => 0.085459713929922
1212 => 0.085060198928581
1213 => 0.08662930986207
1214 => 0.086556108961529
1215 => 0.083988738923034
1216 => 0.080639709367208
1217 => 0.081763753614291
1218 => 0.081355377801354
1219 => 0.079875371173745
1220 => 0.080872716944072
1221 => 0.076480910916695
1222 => 0.068925036912806
1223 => 0.073916678722455
1224 => 0.073724505942645
1225 => 0.073627603712723
1226 => 0.077378684573828
1227 => 0.077018104701192
1228 => 0.07636364870155
1229 => 0.079863351576081
1230 => 0.078585912949231
1231 => 0.082522677794789
]
'min_raw' => 0.035339370641825
'max_raw' => 0.11625051860483
'avg_raw' => 0.075794944623329
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.035339'
'max' => '$0.11625'
'avg' => '$0.075794'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.019251978001957
'max_diff' => 0.076847468189812
'year' => 2029
]
4 => [
'items' => [
101 => 0.085115685736059
102 => 0.084458015047134
103 => 0.086896751548994
104 => 0.081789649323493
105 => 0.083486023821427
106 => 0.083835644254378
107 => 0.079820165785854
108 => 0.077077100027722
109 => 0.076894168814894
110 => 0.072138070808039
111 => 0.074678739973419
112 => 0.07691442369892
113 => 0.075843704690471
114 => 0.075504747039216
115 => 0.07723640816853
116 => 0.077370973068953
117 => 0.074302879078775
118 => 0.074940832973233
119 => 0.077601206764137
120 => 0.074873798379519
121 => 0.069574889407836
122 => 0.068260686719711
123 => 0.068085347855553
124 => 0.064521125934627
125 => 0.068348508027436
126 => 0.066677753176462
127 => 0.071955647731972
128 => 0.068940942667781
129 => 0.068810984757878
130 => 0.06861453431638
131 => 0.065546661272886
201 => 0.066218330495908
202 => 0.068451061291345
203 => 0.069247724792669
204 => 0.069164626262609
205 => 0.068440119692385
206 => 0.06877179509016
207 => 0.067703353070558
208 => 0.067326063955739
209 => 0.066135235727824
210 => 0.064385047207482
211 => 0.064628421655766
212 => 0.061160840235232
213 => 0.05927151783885
214 => 0.0587485783004
215 => 0.058049281694437
216 => 0.058827565712801
217 => 0.061151017012746
218 => 0.058348441797321
219 => 0.053543623168268
220 => 0.053832400954887
221 => 0.054481198902525
222 => 0.05327216821933
223 => 0.05212792214394
224 => 0.053122751270873
225 => 0.051086886276939
226 => 0.054727223460582
227 => 0.054628762541691
228 => 0.055985655126812
301 => 0.056834147906527
302 => 0.054878646752084
303 => 0.054386843499978
304 => 0.054666996983589
305 => 0.050036683949101
306 => 0.055607259767139
307 => 0.055655434338136
308 => 0.055242934413625
309 => 0.058209094064496
310 => 0.064468616096232
311 => 0.062113532119202
312 => 0.061201572420507
313 => 0.059467936366648
314 => 0.061777903475292
315 => 0.061600534042448
316 => 0.06079840220177
317 => 0.060313270361724
318 => 0.061207140651963
319 => 0.060202509940739
320 => 0.060022050659598
321 => 0.058928663757515
322 => 0.058538374379405
323 => 0.058249419661721
324 => 0.057931308909655
325 => 0.058632981960453
326 => 0.057042898514567
327 => 0.055125413756632
328 => 0.054965995646482
329 => 0.055406163064789
330 => 0.055211421748799
331 => 0.054965063299984
401 => 0.054494697929464
402 => 0.054355150571797
403 => 0.054808611785462
404 => 0.054296680513666
405 => 0.05505206299154
406 => 0.054846640754777
407 => 0.053699168838914
408 => 0.052268993983233
409 => 0.052256262427124
410 => 0.051948133600424
411 => 0.051555685212143
412 => 0.051446515048526
413 => 0.053038969536607
414 => 0.056335302668781
415 => 0.055688153600369
416 => 0.056155785124801
417 => 0.058456069393076
418 => 0.05918726059
419 => 0.058668278397636
420 => 0.057957863563301
421 => 0.057989118210596
422 => 0.060416820756713
423 => 0.060568233586634
424 => 0.060950804960213
425 => 0.06144251728992
426 => 0.058752019133609
427 => 0.057862395989386
428 => 0.05744084318924
429 => 0.056142623726255
430 => 0.057542642116159
501 => 0.056726911355127
502 => 0.056836981304121
503 => 0.056765298105441
504 => 0.056804441979117
505 => 0.054726205912149
506 => 0.05548340590608
507 => 0.054224414054815
508 => 0.052538765294439
509 => 0.052533114408729
510 => 0.052945674554775
511 => 0.052700267636427
512 => 0.052039883929142
513 => 0.052133688317838
514 => 0.05131186316724
515 => 0.052233472770746
516 => 0.052259901236497
517 => 0.051905031338732
518 => 0.053324898090551
519 => 0.053906618657272
520 => 0.053673035688514
521 => 0.0538902298535
522 => 0.055715045565864
523 => 0.056012570149271
524 => 0.056144710915849
525 => 0.055967659793931
526 => 0.05392358413486
527 => 0.054014247582421
528 => 0.053349019360364
529 => 0.052786971612748
530 => 0.052809450575101
531 => 0.053098416178468
601 => 0.054360345915981
602 => 0.057016002653755
603 => 0.057116782885694
604 => 0.057238931466771
605 => 0.056742091800574
606 => 0.056592240203134
607 => 0.056789933140137
608 => 0.057787258183047
609 => 0.06035264896452
610 => 0.059445868525658
611 => 0.058708641913985
612 => 0.05935538840729
613 => 0.059255826854012
614 => 0.058415427149143
615 => 0.058391839928465
616 => 0.056778844202782
617 => 0.056182556409133
618 => 0.055684253697391
619 => 0.055140120144691
620 => 0.054817539535129
621 => 0.055313169961682
622 => 0.055426526504361
623 => 0.054342821914566
624 => 0.054195116983403
625 => 0.055080093544818
626 => 0.054690648355391
627 => 0.055091202390493
628 => 0.055184134362525
629 => 0.055169170174623
630 => 0.054762544669366
701 => 0.05502171564067
702 => 0.054408699030952
703 => 0.053742135540001
704 => 0.053316909561147
705 => 0.052945843496556
706 => 0.053151732515677
707 => 0.052417775756359
708 => 0.052182968217422
709 => 0.054933914347124
710 => 0.056966067830789
711 => 0.056936519514316
712 => 0.056756651736993
713 => 0.056489404704737
714 => 0.057767707398059
715 => 0.057322372300174
716 => 0.057646390792878
717 => 0.057728867098284
718 => 0.057978498034475
719 => 0.058067719637659
720 => 0.057798029984449
721 => 0.056892918568457
722 => 0.054637466975216
723 => 0.053587548170087
724 => 0.053241057476614
725 => 0.053253651755242
726 => 0.05290624532734
727 => 0.053008572090021
728 => 0.052870660255206
729 => 0.052609488604523
730 => 0.05313560590221
731 => 0.053196236019647
801 => 0.053073433955733
802 => 0.053102358287284
803 => 0.052085609647526
804 => 0.052162910838345
805 => 0.051732487984905
806 => 0.05165178888871
807 => 0.05056371739642
808 => 0.048636041029342
809 => 0.049704160860776
810 => 0.04841402230478
811 => 0.047925427284836
812 => 0.050238360117138
813 => 0.050006205811545
814 => 0.049608858555422
815 => 0.049021099149191
816 => 0.048803093468064
817 => 0.047478559961749
818 => 0.047400299456084
819 => 0.048056774027227
820 => 0.047753833600555
821 => 0.047328390508997
822 => 0.045787478757846
823 => 0.044054983771205
824 => 0.044107276904777
825 => 0.044658351325812
826 => 0.046260674527483
827 => 0.045634619132117
828 => 0.045180408759622
829 => 0.045095348810367
830 => 0.046160052160356
831 => 0.047666830462839
901 => 0.0483737771301
902 => 0.047673214453134
903 => 0.046868445770809
904 => 0.046917428311563
905 => 0.047243287210636
906 => 0.047277530373531
907 => 0.046753708692895
908 => 0.046901161427691
909 => 0.046677167240175
910 => 0.045302515324851
911 => 0.045277652230771
912 => 0.044940290481494
913 => 0.044930075301802
914 => 0.044356138807449
915 => 0.044275841124453
916 => 0.043136255379461
917 => 0.043886334167798
918 => 0.043383220697485
919 => 0.042624910025254
920 => 0.042494176979537
921 => 0.042490246986318
922 => 0.043268862491536
923 => 0.043877235592288
924 => 0.043391972571703
925 => 0.043281487588344
926 => 0.044461178158328
927 => 0.044311051780179
928 => 0.044181043304914
929 => 0.047531914992341
930 => 0.044879438579964
1001 => 0.043722807466107
1002 => 0.042291256824417
1003 => 0.042757376931856
1004 => 0.042855595287223
1005 => 0.039412974050358
1006 => 0.038016303043313
1007 => 0.037537018186132
1008 => 0.037261182974731
1009 => 0.037386884544287
1010 => 0.036129716824777
1011 => 0.036974554323922
1012 => 0.035885953344568
1013 => 0.035703445847766
1014 => 0.037649999250634
1015 => 0.037920850785043
1016 => 0.036765313992278
1017 => 0.037507355677647
1018 => 0.037238281047381
1019 => 0.035904614283885
1020 => 0.035853678023308
1021 => 0.03518449092204
1022 => 0.03413734268871
1023 => 0.03365876784734
1024 => 0.033409521914778
1025 => 0.03351236564426
1026 => 0.033460364707564
1027 => 0.033121023420833
1028 => 0.0334798153529
1029 => 0.032563250229531
1030 => 0.032198266612138
1031 => 0.032033411979718
1101 => 0.031219907677207
1102 => 0.032514554789507
1103 => 0.032769616580164
1104 => 0.033025180921342
1105 => 0.035249694030108
1106 => 0.035138563641603
1107 => 0.036143128230995
1108 => 0.036104092698327
1109 => 0.035817574604565
1110 => 0.034608801896921
1111 => 0.035090597153886
1112 => 0.033607706240555
1113 => 0.034718788939603
1114 => 0.034211737195681
1115 => 0.034547354234935
1116 => 0.033943884536987
1117 => 0.034277869584485
1118 => 0.032830101192898
1119 => 0.031478195439485
1120 => 0.032022241779247
1121 => 0.032613682369815
1122 => 0.033896076266425
1123 => 0.033132293041124
1124 => 0.033406978370783
1125 => 0.032486828498193
1126 => 0.030588296483221
1127 => 0.030599041968246
1128 => 0.03030699417951
1129 => 0.030054622250368
1130 => 0.033220022732408
1201 => 0.03282635514489
1202 => 0.032199097366119
1203 => 0.033038706829236
1204 => 0.033260712897679
1205 => 0.033267033098343
1206 => 0.033879590489177
1207 => 0.034206512478471
1208 => 0.034264133896045
1209 => 0.0352280061857
1210 => 0.035551083463409
1211 => 0.036881793046686
1212 => 0.034178775431756
1213 => 0.034123108562747
1214 => 0.033050521856207
1215 => 0.032370270409994
1216 => 0.033097099254709
1217 => 0.033740970389096
1218 => 0.033070528727136
1219 => 0.033158074254392
1220 => 0.032258061100307
1221 => 0.032579773453337
1222 => 0.032856875471101
1223 => 0.032703876024196
1224 => 0.032474828446921
1225 => 0.033688180298686
1226 => 0.033619718232045
1227 => 0.034749619371247
1228 => 0.03563045810926
1229 => 0.037209078596538
1230 => 0.035561705822716
1231 => 0.035501669011124
]
'min_raw' => 0.030054622250368
'max_raw' => 0.086896751548994
'avg_raw' => 0.058475686899681
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.030054'
'max' => '$0.086896'
'avg' => '$0.058475'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0052847483914574
'max_diff' => -0.02935376705584
'year' => 2030
]
5 => [
'items' => [
101 => 0.036088538474642
102 => 0.035550993616752
103 => 0.035890703411521
104 => 0.037154346096708
105 => 0.037181044875424
106 => 0.036733805932499
107 => 0.036706591402177
108 => 0.036792488533423
109 => 0.037295590714084
110 => 0.037119791353393
111 => 0.03732323082428
112 => 0.0375776349978
113 => 0.038629958524614
114 => 0.038883670164304
115 => 0.03826728241426
116 => 0.038322935326688
117 => 0.038092389387949
118 => 0.03786968489986
119 => 0.038370292065706
120 => 0.039285161500749
121 => 0.039279470145475
122 => 0.039491702071884
123 => 0.039623920803813
124 => 0.039056341216348
125 => 0.038686867775387
126 => 0.038828547402858
127 => 0.039055096212563
128 => 0.038755080677219
129 => 0.036903245812358
130 => 0.037464974214688
131 => 0.037371475141425
201 => 0.037238321091222
202 => 0.037803143343482
203 => 0.037748664859358
204 => 0.036116822752732
205 => 0.0362212879899
206 => 0.036123175629804
207 => 0.036440196737173
208 => 0.03553387343658
209 => 0.035812652379662
210 => 0.035987499919372
211 => 0.036090486463504
212 => 0.036462544479443
213 => 0.03641888776555
214 => 0.03645983071681
215 => 0.037011494534772
216 => 0.039801620817862
217 => 0.039953481235384
218 => 0.039205664999168
219 => 0.039504402835513
220 => 0.038930891516513
221 => 0.03931589350715
222 => 0.039579302091153
223 => 0.0383890093506
224 => 0.03831852793944
225 => 0.037742649535217
226 => 0.038052093970227
227 => 0.037559745624285
228 => 0.037680550686765
301 => 0.037342769200474
302 => 0.037950708624174
303 => 0.038630479364106
304 => 0.038802216297973
305 => 0.038350450362368
306 => 0.038023342052164
307 => 0.037449047615622
308 => 0.038404112062578
309 => 0.03868340201193
310 => 0.038402645071371
311 => 0.038337587553584
312 => 0.038214303674933
313 => 0.03836374281124
314 => 0.038681880938885
315 => 0.038531852872976
316 => 0.038630949053663
317 => 0.038253296600423
318 => 0.039056529108808
319 => 0.040332255640554
320 => 0.040336357309956
321 => 0.040186328435341
322 => 0.040124939852265
323 => 0.040278878582134
324 => 0.040362384028191
325 => 0.040860193653052
326 => 0.041394363214138
327 => 0.043887099479291
328 => 0.043187149110881
329 => 0.045398853018868
330 => 0.047148023656277
331 => 0.047672523448474
401 => 0.047190008319275
402 => 0.04553935012724
403 => 0.045458360961458
404 => 0.047925141190271
405 => 0.047228162789939
406 => 0.047145259426987
407 => 0.046263307712614
408 => 0.046784650407653
409 => 0.046670625112612
410 => 0.046490630606081
411 => 0.047485316151169
412 => 0.049347278695383
413 => 0.049057074371493
414 => 0.048840450305901
415 => 0.047891266708791
416 => 0.048462887242083
417 => 0.048259344118848
418 => 0.049133894547923
419 => 0.048615830247403
420 => 0.047222882493059
421 => 0.047444714014155
422 => 0.047411184626004
423 => 0.048101217058222
424 => 0.047894086449728
425 => 0.047370739050368
426 => 0.049340914709828
427 => 0.049212982461196
428 => 0.049394361140373
429 => 0.049474209644269
430 => 0.050673420849793
501 => 0.051164699310218
502 => 0.051276228121774
503 => 0.051742904662338
504 => 0.051264616784312
505 => 0.053178109309893
506 => 0.054450470184019
507 => 0.055928382814409
508 => 0.058088010392874
509 => 0.058900050340049
510 => 0.05875336259188
511 => 0.060390767574383
512 => 0.063333147930474
513 => 0.05934810178772
514 => 0.063544365052488
515 => 0.062215876551051
516 => 0.059066054212633
517 => 0.058863242788005
518 => 0.060996339045771
519 => 0.06572734124259
520 => 0.06454227885087
521 => 0.065729279580126
522 => 0.064344580178193
523 => 0.064275818181724
524 => 0.065662027820881
525 => 0.068900982201126
526 => 0.067362276385461
527 => 0.06515616429256
528 => 0.066785123131052
529 => 0.065373968232127
530 => 0.062194241287462
531 => 0.064541372655993
601 => 0.062971912752309
602 => 0.063429964589281
603 => 0.066728735867283
604 => 0.066331818979648
605 => 0.066845466185762
606 => 0.065938892311458
607 => 0.06509200935928
608 => 0.063511239438686
609 => 0.063043251396213
610 => 0.063172586454706
611 => 0.063043187304181
612 => 0.062158761061634
613 => 0.061967769298763
614 => 0.061649441326437
615 => 0.061748104475841
616 => 0.061149554757735
617 => 0.062279141742483
618 => 0.062488803040739
619 => 0.063310822248502
620 => 0.063396167009596
621 => 0.065685478802506
622 => 0.064424564337293
623 => 0.065270494622675
624 => 0.065194826655746
625 => 0.059134320413803
626 => 0.059969404701644
627 => 0.061268533789637
628 => 0.060683277896424
629 => 0.059855862992208
630 => 0.059187681093874
701 => 0.05817531719279
702 => 0.059600199942839
703 => 0.061473769239766
704 => 0.063443683818827
705 => 0.065810407111652
706 => 0.065282182024389
707 => 0.063399439573126
708 => 0.063483898024145
709 => 0.064005986935172
710 => 0.063329834358613
711 => 0.063130423763719
712 => 0.063978590981592
713 => 0.063984431843077
714 => 0.063206436587977
715 => 0.062341837233562
716 => 0.062338214530697
717 => 0.062184367426618
718 => 0.064371949236235
719 => 0.065574898042057
720 => 0.065712814183995
721 => 0.065565615186846
722 => 0.06562226623873
723 => 0.06492229683379
724 => 0.066522219324003
725 => 0.067990466416957
726 => 0.067596944831521
727 => 0.067007000032563
728 => 0.066537080584602
729 => 0.067486246743836
730 => 0.067443981868892
731 => 0.06797764255947
801 => 0.067953432627972
802 => 0.067773982609724
803 => 0.067596951240246
804 => 0.068298860609509
805 => 0.068096721983481
806 => 0.067894269380334
807 => 0.067488219690781
808 => 0.067543408587363
809 => 0.066953565650692
810 => 0.066680677318812
811 => 0.062577091557995
812 => 0.061480479354171
813 => 0.061825495877094
814 => 0.06193908427479
815 => 0.061461837238339
816 => 0.062146086893905
817 => 0.062039447309885
818 => 0.062454319549237
819 => 0.062195125385748
820 => 0.062205762804629
821 => 0.062967997573427
822 => 0.063189277569587
823 => 0.063076732777591
824 => 0.063155555292096
825 => 0.06497198686994
826 => 0.064713748385783
827 => 0.064576564337958
828 => 0.064614565256738
829 => 0.06507870246961
830 => 0.065208635548261
831 => 0.064658099963779
901 => 0.064917735728029
902 => 0.066023231859523
903 => 0.066410092939883
904 => 0.067644767804541
905 => 0.067120255977439
906 => 0.068083020136426
907 => 0.071042228930663
908 => 0.073406249677172
909 => 0.071232198501393
910 => 0.075573421546131
911 => 0.07895368639792
912 => 0.078823946202782
913 => 0.078234518838938
914 => 0.074386177174168
915 => 0.070844875798704
916 => 0.073807324770879
917 => 0.073814876662542
918 => 0.073560399668566
919 => 0.071979864914544
920 => 0.073505400485134
921 => 0.073626491958796
922 => 0.073558712934367
923 => 0.072346920644218
924 => 0.070496737793812
925 => 0.070858259094069
926 => 0.071450438358726
927 => 0.070329319469195
928 => 0.069971054053001
929 => 0.07063713762449
930 => 0.072783397675851
1001 => 0.072377659645579
1002 => 0.072367064185892
1003 => 0.074102983539097
1004 => 0.072860439917046
1005 => 0.070862819035417
1006 => 0.070358393417423
1007 => 0.068568022295357
1008 => 0.069804638006451
1009 => 0.069849141604389
1010 => 0.069171859817329
1011 => 0.070917776719724
1012 => 0.070901687788106
1013 => 0.072559176041492
1014 => 0.075727671057809
1015 => 0.074790591169314
1016 => 0.073700869212996
1017 => 0.07381935220436
1018 => 0.075118818178683
1019 => 0.074333131386684
1020 => 0.07461566983509
1021 => 0.075118390522903
1022 => 0.075421694395712
1023 => 0.073775711444644
1024 => 0.073391954082284
1025 => 0.072606921199428
1026 => 0.072402120773623
1027 => 0.073041513676461
1028 => 0.072873056236648
1029 => 0.069845401249309
1030 => 0.069528994457419
1031 => 0.069538698202001
1101 => 0.06874307827947
1102 => 0.06752956692695
1103 => 0.070718602306375
1104 => 0.070462478134886
1105 => 0.070179736871998
1106 => 0.070214371063403
1107 => 0.071598623235174
1108 => 0.070795687069136
1109 => 0.072930424465197
1110 => 0.072491586632647
1111 => 0.072041494265579
1112 => 0.071979277790301
1113 => 0.071806030629056
1114 => 0.071211901650717
1115 => 0.070494455207757
1116 => 0.070020734921968
1117 => 0.064590426683471
1118 => 0.065598260305886
1119 => 0.06675768102155
1120 => 0.06715790840651
1121 => 0.066473291769644
1122 => 0.071238934488328
1123 => 0.072109663335908
1124 => 0.069472168860352
1125 => 0.068978801332165
1126 => 0.07127127958134
1127 => 0.069888634953019
1128 => 0.070511239744491
1129 => 0.069165508731942
1130 => 0.071899930254443
1201 => 0.07187909854385
1202 => 0.070815346811886
1203 => 0.071714422491485
1204 => 0.071558185966989
1205 => 0.070357212881506
1206 => 0.07193800324339
1207 => 0.071938787295687
1208 => 0.070914949381629
1209 => 0.069719330844947
1210 => 0.069505582489838
1211 => 0.069344551817315
1212 => 0.07047163607041
1213 => 0.071482176287435
1214 => 0.073362541097152
1215 => 0.073835309486681
1216 => 0.075680555984986
1217 => 0.074581801538667
1218 => 0.075068865153468
1219 => 0.07559764160669
1220 => 0.075851156483474
1221 => 0.075438067596112
1222 => 0.07830449494174
1223 => 0.078546509234776
1224 => 0.078627654533815
1225 => 0.077661111360641
1226 => 0.078519627920666
1227 => 0.07811795645331
1228 => 0.079162994023822
1229 => 0.079326869258588
1230 => 0.079188072764772
1231 => 0.079240089350881
]
'min_raw' => 0.03553387343658
'max_raw' => 0.079326869258588
'avg_raw' => 0.057430371347584
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.035533'
'max' => '$0.079326'
'avg' => '$0.05743'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0054792511862117
'max_diff' => -0.0075698822904056
'year' => 2031
]
6 => [
'items' => [
101 => 0.076794099283822
102 => 0.07666726179522
103 => 0.074937823638147
104 => 0.075642582470515
105 => 0.074325069613372
106 => 0.074742866512259
107 => 0.074927027404373
108 => 0.074830832205371
109 => 0.075682428477486
110 => 0.074958397676564
111 => 0.073047561351245
112 => 0.071136204419848
113 => 0.071112208890532
114 => 0.070608982348747
115 => 0.070245241729575
116 => 0.07031531107722
117 => 0.070562244597606
118 => 0.07023088950447
119 => 0.07030160091372
120 => 0.071475881454931
121 => 0.071711375042886
122 => 0.070911075817733
123 => 0.067697758946116
124 => 0.066909202925826
125 => 0.067476001355465
126 => 0.067205108212592
127 => 0.054239767471201
128 => 0.057285781960773
129 => 0.055475943583948
130 => 0.056310000374649
131 => 0.054462624047286
201 => 0.055344288859993
202 => 0.055181477562329
203 => 0.06007937872344
204 => 0.060002904733652
205 => 0.06003950878565
206 => 0.058292302012434
207 => 0.061075649844
208 => 0.062446827071781
209 => 0.062193058659619
210 => 0.062256926701734
211 => 0.061159462133246
212 => 0.060050134641612
213 => 0.058819719729113
214 => 0.061105678552656
215 => 0.060851518954097
216 => 0.061434469629455
217 => 0.062917077330235
218 => 0.063135396946053
219 => 0.063428820723693
220 => 0.063323649186736
221 => 0.065829261880976
222 => 0.065525815651138
223 => 0.066257033757608
224 => 0.064752862634949
225 => 0.063050750232427
226 => 0.0633742661539
227 => 0.063343108969111
228 => 0.062946442246201
229 => 0.062588349264925
301 => 0.061992225343173
302 => 0.063878449641338
303 => 0.063801872379482
304 => 0.065041569237592
305 => 0.064822440776149
306 => 0.063359047280796
307 => 0.063411312665771
308 => 0.06376282249761
309 => 0.064979402039076
310 => 0.065340565678034
311 => 0.065173260290586
312 => 0.065569259732957
313 => 0.06588224154601
314 => 0.065608565429924
315 => 0.069483242101848
316 => 0.06787420620615
317 => 0.068658439106113
318 => 0.068845474031786
319 => 0.068366388002596
320 => 0.068470284607543
321 => 0.068627659653907
322 => 0.069583210118237
323 => 0.072090851027392
324 => 0.073201468115968
325 => 0.076542814423831
326 => 0.073109246827298
327 => 0.072905513135635
328 => 0.073507390504673
329 => 0.075469114504816
330 => 0.077058907551565
331 => 0.077586333622533
401 => 0.077656041684667
402 => 0.078645528056426
403 => 0.079212683191889
404 => 0.078525378384819
405 => 0.07794295952464
406 => 0.075856807459969
407 => 0.076098285241858
408 => 0.07776182769708
409 => 0.080111679397243
410 => 0.082128096616383
411 => 0.081422017585475
412 => 0.086808902177187
413 => 0.087342989781005
414 => 0.087269196143277
415 => 0.088485927187666
416 => 0.086070963847521
417 => 0.085038520231899
418 => 0.078068885092946
419 => 0.080027068279268
420 => 0.082873402540655
421 => 0.082496679527955
422 => 0.080429595504603
423 => 0.082126528547791
424 => 0.08156546941571
425 => 0.081122938799874
426 => 0.083150257339802
427 => 0.080921137327495
428 => 0.082851165363344
429 => 0.080375884443785
430 => 0.081425242895013
501 => 0.080829576286338
502 => 0.081215045584304
503 => 0.078961599944826
504 => 0.080177504512588
505 => 0.078911014317284
506 => 0.07891041383603
507 => 0.078882455994773
508 => 0.080372476093071
509 => 0.080421065594983
510 => 0.079319938491045
511 => 0.07916124887253
512 => 0.079748007564778
513 => 0.079061066808501
514 => 0.079382482064809
515 => 0.079070802149183
516 => 0.079000636435192
517 => 0.078441544088402
518 => 0.07820067173284
519 => 0.078295123989971
520 => 0.077972709742905
521 => 0.077778443496814
522 => 0.078843811548815
523 => 0.078274628375456
524 => 0.078756576064262
525 => 0.07820733584622
526 => 0.076303429957913
527 => 0.075208473548109
528 => 0.071612171817267
529 => 0.072632078526936
530 => 0.073308277730615
531 => 0.073084793897833
601 => 0.073564923647412
602 => 0.073594399714584
603 => 0.073438304638653
604 => 0.073257566537741
605 => 0.073169593225662
606 => 0.073825274218721
607 => 0.074205919104399
608 => 0.073376143367083
609 => 0.073181738521626
610 => 0.074020687605227
611 => 0.074532446061578
612 => 0.07831098297104
613 => 0.078031056752273
614 => 0.078733616628631
615 => 0.078654519168213
616 => 0.079390913845201
617 => 0.080594607918465
618 => 0.078147161309362
619 => 0.078571953414366
620 => 0.078467804200102
621 => 0.079604878012053
622 => 0.079608427832378
623 => 0.078926695281064
624 => 0.079296273556979
625 => 0.079089985102213
626 => 0.079462776221532
627 => 0.078027318166959
628 => 0.079775551129307
629 => 0.080766686565315
630 => 0.080780448481806
701 => 0.081250238812336
702 => 0.081727572996577
703 => 0.08264377439618
704 => 0.081702020636811
705 => 0.080007897301587
706 => 0.080130207534405
707 => 0.079136943642819
708 => 0.079153640588284
709 => 0.079064510984827
710 => 0.079331995634165
711 => 0.078086016005522
712 => 0.078378444933936
713 => 0.077969042721695
714 => 0.078571063453912
715 => 0.077923388663638
716 => 0.078467753976197
717 => 0.078702683999101
718 => 0.079569580841301
719 => 0.077795347295193
720 => 0.074177564989628
721 => 0.074938066691629
722 => 0.073813224938251
723 => 0.0739173333251
724 => 0.074127648835264
725 => 0.073445947455871
726 => 0.07357599459618
727 => 0.073571348397201
728 => 0.073531309964475
729 => 0.073353973107139
730 => 0.073096799578973
731 => 0.074121299761348
801 => 0.074295382306029
802 => 0.074682346238592
803 => 0.075833688421755
804 => 0.075718642187139
805 => 0.075906287369021
806 => 0.075496658990556
807 => 0.073936334810735
808 => 0.074021067920645
809 => 0.072964444682307
810 => 0.074655326006775
811 => 0.074254902990598
812 => 0.073996747667163
813 => 0.073926307595371
814 => 0.075080503733112
815 => 0.075425857307332
816 => 0.075210656135694
817 => 0.074769272254244
818 => 0.075616859790059
819 => 0.075843638457795
820 => 0.075894405838226
821 => 0.077396168442899
822 => 0.075978337685326
823 => 0.076319623640699
824 => 0.078982239240152
825 => 0.076567614307285
826 => 0.077846694986786
827 => 0.077784090643539
828 => 0.078438425037442
829 => 0.077730416124649
830 => 0.077739192743664
831 => 0.078320197356999
901 => 0.077504281162305
902 => 0.077302248838243
903 => 0.077023142629536
904 => 0.077632560825353
905 => 0.077997879472131
906 => 0.080942079468184
907 => 0.082844166937466
908 => 0.082761592304026
909 => 0.083516169880434
910 => 0.083176225771123
911 => 0.082078456569436
912 => 0.083952214738024
913 => 0.083359279252111
914 => 0.083408160133153
915 => 0.08340634078432
916 => 0.083800591047132
917 => 0.083521228603424
918 => 0.082970576550907
919 => 0.083336125081223
920 => 0.084421673530269
921 => 0.087791249224802
922 => 0.089676908424403
923 => 0.087677730173282
924 => 0.089056736560842
925 => 0.088229824118523
926 => 0.088079549529239
927 => 0.088945667448398
928 => 0.089813301392319
929 => 0.089758036860976
930 => 0.089128179171185
1001 => 0.08877238854427
1002 => 0.091466554369879
1003 => 0.093451569856271
1004 => 0.093316205107811
1005 => 0.093913661084536
1006 => 0.095667810310817
1007 => 0.095828187732354
1008 => 0.095807983863473
1009 => 0.09541047169054
1010 => 0.097137659408875
1011 => 0.098578509790487
1012 => 0.095318459107737
1013 => 0.096559843730531
1014 => 0.097117141282618
1015 => 0.097935419431814
1016 => 0.09931599182885
1017 => 0.10081565963077
1018 => 0.10102772910099
1019 => 0.10087725566341
1020 => 0.099888184434809
1021 => 0.10152913883843
1022 => 0.10249037144296
1023 => 0.10306276346154
1024 => 0.1045142543837
1025 => 0.097120582962573
1026 => 0.091886974841385
1027 => 0.091069671359044
1028 => 0.092731690129256
1029 => 0.09316995122461
1030 => 0.092993288726605
1031 => 0.087102386967375
1101 => 0.091038656980432
1102 => 0.095273752543497
1103 => 0.095436439812044
1104 => 0.097556617202587
1105 => 0.098247033869955
1106 => 0.099954054567345
1107 => 0.099847279957952
1108 => 0.10026291233313
1109 => 0.10016736564783
1110 => 0.10332926203413
1111 => 0.10681730329437
1112 => 0.10669652351682
1113 => 0.10619507631703
1114 => 0.10693981091817
1115 => 0.11053984329997
1116 => 0.11020841000759
1117 => 0.11053036921971
1118 => 0.11477501028678
1119 => 0.12029364746711
1120 => 0.11772968643473
1121 => 0.12329274411509
1122 => 0.12679439403985
1123 => 0.13285013550737
1124 => 0.13209192685048
1125 => 0.13444938256471
1126 => 0.13073457511173
1127 => 0.12220462631324
1128 => 0.12085472926455
1129 => 0.12355725734087
1130 => 0.13020115890767
1201 => 0.12334801723689
1202 => 0.12473439887134
1203 => 0.12433512086735
1204 => 0.12431384503934
1205 => 0.12512585685945
1206 => 0.1239479913627
1207 => 0.11914915543498
1208 => 0.12134843366094
1209 => 0.12049918671988
1210 => 0.12144148951653
1211 => 0.12652670907485
1212 => 0.12427841229162
1213 => 0.1219100142673
1214 => 0.1248805109794
1215 => 0.12866297406732
1216 => 0.12842627432502
1217 => 0.12796697789213
1218 => 0.13055600783632
1219 => 0.13483232678951
1220 => 0.13598819861892
1221 => 0.13684143957263
1222 => 0.13695908708452
1223 => 0.13817092957454
1224 => 0.1316545470821
1225 => 0.14199621345017
1226 => 0.14378193354917
1227 => 0.14344629218107
1228 => 0.14543104491652
1229 => 0.14484708031343
1230 => 0.1440010072248
1231 => 0.14714726247949
]
'min_raw' => 0.054239767471201
'max_raw' => 0.14714726247949
'avg_raw' => 0.10069351497535
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.054239'
'max' => '$0.147147'
'avg' => '$0.100693'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.018705894034622
'max_diff' => 0.067820393220906
'year' => 2032
]
7 => [
'items' => [
101 => 0.14354033471969
102 => 0.13842075486423
103 => 0.13561205210172
104 => 0.13931077847099
105 => 0.14156946159694
106 => 0.14306230746396
107 => 0.14351404172132
108 => 0.13216039530523
109 => 0.12604140958906
110 => 0.12996360927881
111 => 0.13474896359607
112 => 0.13162796419725
113 => 0.13175030146485
114 => 0.12730057650635
115 => 0.13514266551903
116 => 0.13400013911224
117 => 0.1399275681318
118 => 0.13851293962569
119 => 0.14334652788967
120 => 0.14207368210858
121 => 0.14735719378203
122 => 0.14946492963394
123 => 0.15300414617219
124 => 0.15560760826492
125 => 0.15713641100207
126 => 0.15704462742013
127 => 0.16310250551121
128 => 0.15953038644704
129 => 0.15504296301862
130 => 0.15496179968644
131 => 0.1572858998673
201 => 0.16215657626064
202 => 0.16341947178397
203 => 0.16412525809414
204 => 0.16304432179152
205 => 0.15916704256344
206 => 0.15749285305101
207 => 0.15891931102154
208 => 0.15717487550051
209 => 0.16018626061197
210 => 0.16432153556715
211 => 0.16346761764155
212 => 0.16632213724029
213 => 0.16927626472076
214 => 0.17350079969601
215 => 0.17460524957261
216 => 0.17643086322017
217 => 0.17831001934636
218 => 0.17891355364941
219 => 0.18006588789963
220 => 0.18005981452933
221 => 0.18353245135342
222 => 0.187362877309
223 => 0.18880877443266
224 => 0.1921335351413
225 => 0.18643999894127
226 => 0.19075861155163
227 => 0.19465410822805
228 => 0.19000973649794
301 => 0.19641092092807
302 => 0.1966594644141
303 => 0.20041217596868
304 => 0.19660808387557
305 => 0.19434922613377
306 => 0.20087046379604
307 => 0.20402588528375
308 => 0.20307544665198
309 => 0.19584256173527
310 => 0.19163271248071
311 => 0.18061472496227
312 => 0.19366600711951
313 => 0.20002290594718
314 => 0.19582609890302
315 => 0.19794272426241
316 => 0.20949034590514
317 => 0.21388693257357
318 => 0.21297247328099
319 => 0.21312700184816
320 => 0.21549932021075
321 => 0.22601948629005
322 => 0.21971555891979
323 => 0.2245346751907
324 => 0.22709071708417
325 => 0.22946491124459
326 => 0.22363464075837
327 => 0.21604954451948
328 => 0.21364702613994
329 => 0.1954088091525
330 => 0.19445943075375
331 => 0.19392651588941
401 => 0.1905665630521
402 => 0.18792656049051
403 => 0.18582713243653
404 => 0.18031760628058
405 => 0.18217690962438
406 => 0.17339587485928
407 => 0.17901366972122
408 => 0.16499892621062
409 => 0.1766708210566
410 => 0.17031833934787
411 => 0.17458385996584
412 => 0.17456897796624
413 => 0.16671480212402
414 => 0.1621846774107
415 => 0.16507144919312
416 => 0.1681662976961
417 => 0.16866842645339
418 => 0.17268097832132
419 => 0.17380079529815
420 => 0.17040769757911
421 => 0.16470850180211
422 => 0.16603229499629
423 => 0.16215785078387
424 => 0.15536803632996
425 => 0.16024459960955
426 => 0.16190967272055
427 => 0.16264506386349
428 => 0.15596806116352
429 => 0.15387000195041
430 => 0.15275301282977
501 => 0.16384658459975
502 => 0.16445431550363
503 => 0.16134507827488
504 => 0.1753991253788
505 => 0.17221826167878
506 => 0.17577206576223
507 => 0.16591217463926
508 => 0.16628883575826
509 => 0.16162100528888
510 => 0.16423467844719
511 => 0.16238741850152
512 => 0.16402351948482
513 => 0.16500419166832
514 => 0.16967125619265
515 => 0.17672411143666
516 => 0.1689741523856
517 => 0.16559738424559
518 => 0.16769231220799
519 => 0.17327138143822
520 => 0.18172395690933
521 => 0.1767198621065
522 => 0.17894059440496
523 => 0.17942572561866
524 => 0.17573589137272
525 => 0.1818600063611
526 => 0.1851419693356
527 => 0.18850858424089
528 => 0.19143172163274
529 => 0.18716388421427
530 => 0.1917310820225
531 => 0.18805072680801
601 => 0.18474906771248
602 => 0.18475407496646
603 => 0.1826828959863
604 => 0.17866972572688
605 => 0.17792963555796
606 => 0.18177967807974
607 => 0.18486704758183
608 => 0.18512133812152
609 => 0.18683066451265
610 => 0.18784222626346
611 => 0.19775690657288
612 => 0.20174467301186
613 => 0.2066208383289
614 => 0.20852037952551
615 => 0.21423731750408
616 => 0.20962042577938
617 => 0.20862153221313
618 => 0.19475411067328
619 => 0.19702490017356
620 => 0.20066065326211
621 => 0.19481406290258
622 => 0.19852237878611
623 => 0.19925447889439
624 => 0.19461539799938
625 => 0.19709333154826
626 => 0.19051267469855
627 => 0.17686755177313
628 => 0.18187519728358
629 => 0.18556250993453
630 => 0.18030026013926
701 => 0.1897326392201
702 => 0.1842224380849
703 => 0.18247596886134
704 => 0.175662369759
705 => 0.17887812625582
706 => 0.18322748296297
707 => 0.18054008618494
708 => 0.18611683801401
709 => 0.19401500586936
710 => 0.19964371062712
711 => 0.20007581268651
712 => 0.19645693262121
713 => 0.20225621102124
714 => 0.20229845243317
715 => 0.19575684270718
716 => 0.19175014317385
717 => 0.19083981260971
718 => 0.19311399683976
719 => 0.1958752763326
720 => 0.20022904448083
721 => 0.20285993538949
722 => 0.20971990356254
723 => 0.21157601425947
724 => 0.21361531717779
725 => 0.2163404547744
726 => 0.21961268117006
727 => 0.2124532361043
728 => 0.21273769420364
729 => 0.20607091808767
730 => 0.19894651169534
731 => 0.20435304807732
801 => 0.21142137519537
802 => 0.20979989314468
803 => 0.2096174432901
804 => 0.20992427333813
805 => 0.20870172882456
806 => 0.20317220529933
807 => 0.2003953132016
808 => 0.2039782124684
809 => 0.2058823639722
810 => 0.20883553689513
811 => 0.20847149599846
812 => 0.21607855230032
813 => 0.21903442435379
814 => 0.21827818579361
815 => 0.21841735188858
816 => 0.22376881705052
817 => 0.22972074692335
818 => 0.23529551467558
819 => 0.24096640787499
820 => 0.23412992478437
821 => 0.23065878028661
822 => 0.23424011537167
823 => 0.2323398085646
824 => 0.24325953514566
825 => 0.24401559332193
826 => 0.25493453028247
827 => 0.26529790166085
828 => 0.25878885377717
829 => 0.26492659275752
830 => 0.27156505788197
831 => 0.28437173415918
901 => 0.28005889613332
902 => 0.2767553297963
903 => 0.27363347557053
904 => 0.28012955863396
905 => 0.28848666571759
906 => 0.29028670654003
907 => 0.2932034603409
908 => 0.29013685036297
909 => 0.29383024430537
910 => 0.30686954788159
911 => 0.30334621295418
912 => 0.2983425109529
913 => 0.3086357888183
914 => 0.31236088606368
915 => 0.33850556938035
916 => 0.37151431205065
917 => 0.35784847583805
918 => 0.34936565030712
919 => 0.3513593155222
920 => 0.36341299092894
921 => 0.36728424890505
922 => 0.35676083522333
923 => 0.3604778828407
924 => 0.38095918066447
925 => 0.39194673982822
926 => 0.37702415865778
927 => 0.33585334904669
928 => 0.29789198233438
929 => 0.30796104620911
930 => 0.30681952684514
1001 => 0.32882412626284
1002 => 0.30326218258141
1003 => 0.30369258015574
1004 => 0.32615221138613
1005 => 0.32016036682942
1006 => 0.31045434602502
1007 => 0.29796284702758
1008 => 0.27487115580699
1009 => 0.25441820093348
1010 => 0.29453115547464
1011 => 0.29280141193415
1012 => 0.29029648695389
1013 => 0.29587092643627
1014 => 0.32293882223043
1015 => 0.32231481962215
1016 => 0.31834523339717
1017 => 0.32135612956249
1018 => 0.30992652136977
1019 => 0.31287219164838
1020 => 0.29788596905994
1021 => 0.30466036754985
1022 => 0.31043352126357
1023 => 0.3115925673446
1024 => 0.31420395734752
1025 => 0.29188991568847
1026 => 0.30190826528754
1027 => 0.30779310708458
1028 => 0.28120517775317
1029 => 0.30726754920841
1030 => 0.29150147786745
1031 => 0.28615023645588
1101 => 0.29335497804411
1102 => 0.29054728324034
1103 => 0.28813339212142
1104 => 0.28678639940115
1105 => 0.29207676646524
1106 => 0.29182996451834
1107 => 0.2831738971855
1108 => 0.27188241021626
1109 => 0.27567220387356
1110 => 0.27429533630836
1111 => 0.26930539063261
1112 => 0.27266801152972
1113 => 0.25786073088232
1114 => 0.23238557414393
1115 => 0.24921524301046
1116 => 0.24856731906626
1117 => 0.24824060643258
1118 => 0.2608876374479
1119 => 0.25967191723242
1120 => 0.25746537313697
1121 => 0.2692648657199
1122 => 0.26495789220156
1123 => 0.2782309697345
1124 => 0.28697347704653
1125 => 0.28475609440172
1126 => 0.29297846478488
1127 => 0.27575951306512
1128 => 0.28147895812199
1129 => 0.2826577278214
1130 => 0.26911926181302
1201 => 0.25987082409474
1202 => 0.25925405873884
1203 => 0.24321854224857
1204 => 0.25178458572351
1205 => 0.25932234949448
1206 => 0.25571234560228
1207 => 0.25456952621581
1208 => 0.26040794261401
1209 => 0.26086163757081
1210 => 0.25051734447544
1211 => 0.25266825057113
1212 => 0.26163788654853
1213 => 0.25244223875821
1214 => 0.23457659720218
1215 => 0.23014567108446
1216 => 0.22955450386218
1217 => 0.21753748080976
1218 => 0.23044176675494
1219 => 0.22480870012651
1220 => 0.24260349011124
1221 => 0.23243920150733
1222 => 0.23200103934072
1223 => 0.23133869296148
1224 => 0.22099514480328
1225 => 0.22325972448315
1226 => 0.23078753224425
1227 => 0.23347353886024
1228 => 0.23319336636439
1229 => 0.23075064187944
1230 => 0.23186890863988
1231 => 0.22826658177455
]
'min_raw' => 0.12604140958906
'max_raw' => 0.39194673982822
'avg_raw' => 0.25899407470864
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.126041'
'max' => '$0.391946'
'avg' => '$0.258994'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.071801642117854
'max_diff' => 0.24479947734872
'year' => 2033
]
8 => [
'items' => [
101 => 0.22699452518245
102 => 0.22297956467106
103 => 0.21707868188047
104 => 0.21789923582472
105 => 0.20620804296659
106 => 0.19983806059891
107 => 0.19807493343455
108 => 0.19571720610422
109 => 0.19834124501019
110 => 0.20617492328614
111 => 0.19672584527778
112 => 0.18052606380821
113 => 0.18149969827761
114 => 0.1836871658557
115 => 0.17961083449548
116 => 0.17575292896359
117 => 0.1791070648218
118 => 0.1722430038552
119 => 0.18451665483008
120 => 0.18418468696771
121 => 0.18875954505366
122 => 0.19162029770035
123 => 0.18502718902941
124 => 0.18336904002833
125 => 0.18431359705802
126 => 0.16870217338411
127 => 0.1874837586798
128 => 0.18764618260936
129 => 0.18625541031405
130 => 0.19625602466762
131 => 0.21736044022348
201 => 0.20942011016822
202 => 0.20634537437307
203 => 0.20050029937888
204 => 0.20828851476243
205 => 0.20769050133606
206 => 0.20498605783216
207 => 0.20335040196262
208 => 0.20636414805419
209 => 0.20297696547022
210 => 0.20236853440459
211 => 0.19868210412638
212 => 0.19736621623895
213 => 0.1963919852341
214 => 0.19531945262373
215 => 0.19768519230374
216 => 0.19232411494986
217 => 0.18585918121397
218 => 0.18532169192538
219 => 0.18680574710771
220 => 0.18614916316444
221 => 0.18531854845407
222 => 0.1837326787675
223 => 0.18326218510824
224 => 0.18479106124976
225 => 0.183065049225
226 => 0.18561187398827
227 => 0.18491927857491
228 => 0.18105049689664
301 => 0.17622856251909
302 => 0.17618563718878
303 => 0.1751467593367
304 => 0.17382359219574
305 => 0.17345551736708
306 => 0.17882458885527
307 => 0.18993840615302
308 => 0.18775649788637
309 => 0.18933315021998
310 => 0.19708871923119
311 => 0.19955398140176
312 => 0.19780419670602
313 => 0.19540898349248
314 => 0.19551436071797
315 => 0.20369952934898
316 => 0.20421002827636
317 => 0.20549989437267
318 => 0.20715773682253
319 => 0.19808653444395
320 => 0.19508710790169
321 => 0.19366581320413
322 => 0.18928877564588
323 => 0.19400903539361
324 => 0.19125874218028
325 => 0.19162985069816
326 => 0.19138816578905
327 => 0.19152014209208
328 => 0.18451322409449
329 => 0.18706617674004
330 => 0.1828213978135
331 => 0.17713811532965
401 => 0.17711906297395
402 => 0.17851003831037
403 => 0.1776826317514
404 => 0.17545610197577
405 => 0.17577237002148
406 => 0.17300152914823
407 => 0.17610880027118
408 => 0.17619790568864
409 => 0.1750014370521
410 => 0.17978861693779
411 => 0.18174992844292
412 => 0.18096238715551
413 => 0.18169467244677
414 => 0.18784716602557
415 => 0.18885029093103
416 => 0.18929581275132
417 => 0.18869887253246
418 => 0.1818071287351
419 => 0.18211280687847
420 => 0.17986994348305
421 => 0.17797496026105
422 => 0.17805074965205
423 => 0.17902501735874
424 => 0.18327970157388
425 => 0.19223343367732
426 => 0.19257322126555
427 => 0.19298505373479
428 => 0.19130992411198
429 => 0.1908046889889
430 => 0.19147122452849
501 => 0.19483377554167
502 => 0.20348316967127
503 => 0.20042589611226
504 => 0.19794028511948
505 => 0.20012083607606
506 => 0.19978515734802
507 => 0.19695169106822
508 => 0.1968721651069
509 => 0.19143383740199
510 => 0.18942341147422
511 => 0.1877433490912
512 => 0.18590876482808
513 => 0.18482116178108
514 => 0.18649221436801
515 => 0.18687440386596
516 => 0.18322061817963
517 => 0.18272262069178
518 => 0.18570638095568
519 => 0.18439333930933
520 => 0.18574383520447
521 => 0.18605716183648
522 => 0.1860067090322
523 => 0.18463574275154
524 => 0.18550955577603
525 => 0.18344272747691
526 => 0.18119536212919
527 => 0.17976168305316
528 => 0.17851060790938
529 => 0.17920477711207
530 => 0.1767301906548
531 => 0.17593852064353
601 => 0.18521352758475
602 => 0.19206507493535
603 => 0.19196545072336
604 => 0.19135901395415
605 => 0.19045797192631
606 => 0.19476785870509
607 => 0.19326638033027
608 => 0.19435883130067
609 => 0.19463690592266
610 => 0.1954785540527
611 => 0.19577937091709
612 => 0.19487009342216
613 => 0.19181844709028
614 => 0.18421403457307
615 => 0.18067416001859
616 => 0.17950594245433
617 => 0.17954840494403
618 => 0.17837709991722
619 => 0.17872210174182
620 => 0.17825712236205
621 => 0.17737656390735
622 => 0.17915040510884
623 => 0.17935482378283
624 => 0.17894078805058
625 => 0.17903830845384
626 => 0.17561026942777
627 => 0.17587089578961
628 => 0.17441969508808
629 => 0.17414761245103
630 => 0.17047910344804
701 => 0.16397980799037
702 => 0.1675810485758
703 => 0.16323125635966
704 => 0.1615839241373
705 => 0.16938213866522
706 => 0.16859941421542
707 => 0.1672597301995
708 => 0.16527805832535
709 => 0.16454303695075
710 => 0.16007727975824
711 => 0.15981341899941
712 => 0.16202676884961
713 => 0.16100538405046
714 => 0.15957097296379
715 => 0.15437568141176
716 => 0.14853445360536
717 => 0.14871076355619
718 => 0.1505687494415
719 => 0.15597109398656
720 => 0.1538603045113
721 => 0.15232890252847
722 => 0.15204211697086
723 => 0.15563183865057
724 => 0.16071204689729
725 => 0.1630955669434
726 => 0.16073357096628
727 => 0.15802023716667
728 => 0.15818538522267
729 => 0.15928404125164
730 => 0.15939949446612
731 => 0.1576333930978
801 => 0.15813054028798
802 => 0.157375328246
803 => 0.15274059333835
804 => 0.15265676568077
805 => 0.15151932698924
806 => 0.15148488579771
807 => 0.14954981883603
808 => 0.14927908959161
809 => 0.14543689668903
810 => 0.14796583969274
811 => 0.14626955750132
812 => 0.14371286012633
813 => 0.1432720845352
814 => 0.14325883428868
815 => 0.14588399082572
816 => 0.14793516321016
817 => 0.14629906505628
818 => 0.14592655722107
819 => 0.14990396634113
820 => 0.14939780477571
821 => 0.14895947212446
822 => 0.16025716996901
823 => 0.15131416055469
824 => 0.14741449800091
825 => 0.14258792506478
826 => 0.14415948155048
827 => 0.14449063159299
828 => 0.13288359373676
829 => 0.12817461992405
830 => 0.12655867756546
831 => 0.12562867989202
901 => 0.12605249150998
902 => 0.12181386277101
903 => 0.12466229138405
904 => 0.12099199717846
905 => 0.12037666041073
906 => 0.12693960111252
907 => 0.12785279597103
908 => 0.12395682299722
909 => 0.12645866834714
910 => 0.125551464445
911 => 0.12105491383824
912 => 0.12088317867945
913 => 0.11862696764637
914 => 0.11509643426814
915 => 0.11348288577743
916 => 0.112642535714
917 => 0.11298928052827
918 => 0.11281395573961
919 => 0.11166984289935
920 => 0.11287953494837
921 => 0.10978927164239
922 => 0.10855870389401
923 => 0.10800288499102
924 => 0.10526009843805
925 => 0.10962509156654
926 => 0.11048505020159
927 => 0.1113467032208
928 => 0.11884680447755
929 => 0.11847212061383
930 => 0.12185908026343
1001 => 0.12172746923967
1002 => 0.12076145348249
1003 => 0.11668599190486
1004 => 0.11831039825158
1005 => 0.11331072800515
1006 => 0.11705682089831
1007 => 0.11534726054245
1008 => 0.11647881682233
1009 => 0.11444417660279
1010 => 0.11557023050852
1011 => 0.11068897829632
1012 => 0.10613093366165
1013 => 0.10796522388026
1014 => 0.10995930712442
1015 => 0.11428298768072
1016 => 0.11170783921098
1017 => 0.11263395997784
1018 => 0.10953161043959
1019 => 0.10313057719984
1020 => 0.10316680635283
1021 => 0.10218214684298
1022 => 0.10133125726383
1023 => 0.11200362599023
1024 => 0.11067634823392
1025 => 0.10856150483906
1026 => 0.11139230676362
1027 => 0.11214081572334
1028 => 0.11216212472114
1029 => 0.11422740473173
1030 => 0.1153296450436
1031 => 0.11552391967595
1101 => 0.11877368239594
1102 => 0.11986295999427
1103 => 0.12434954026146
1104 => 0.11523612765406
1105 => 0.11504844291866
1106 => 0.11143214195195
1107 => 0.1091386267074
1108 => 0.11158918090293
1109 => 0.11376003738616
1110 => 0.11149959651412
1111 => 0.1117947623715
1112 => 0.10876030518559
1113 => 0.10984498084507
1114 => 0.11077924964461
1115 => 0.11026340132728
1116 => 0.10949115142891
1117 => 0.11358205191066
1118 => 0.11335122727311
1119 => 0.11716076785111
1120 => 0.12013057715452
1121 => 0.12545300634314
1122 => 0.1198987740203
1123 => 0.11969635571838
1124 => 0.12167502708855
1125 => 0.11986265706999
1126 => 0.12100801236083
1127 => 0.12526847189866
1128 => 0.12535848869515
1129 => 0.12385059137385
1130 => 0.12375883568481
1201 => 0.12404844385995
1202 => 0.12574468798752
1203 => 0.12515196816903
1204 => 0.12583787854882
1205 => 0.12669561998178
1206 => 0.13024360222331
1207 => 0.13109900873011
1208 => 0.12902081439602
1209 => 0.12920845207583
1210 => 0.12843115034717
1211 => 0.12768028661684
1212 => 0.12936811862777
1213 => 0.13245266480216
1214 => 0.1324334760005
1215 => 0.13314903075795
1216 => 0.13359481544386
1217 => 0.13168118123758
1218 => 0.13043547573557
1219 => 0.13091315849134
1220 => 0.1316769836204
1221 => 0.13066546029657
1222 => 0.12442186975871
1223 => 0.12631577628579
1224 => 0.12600053763239
1225 => 0.12555159945561
1226 => 0.12745593711373
1227 => 0.12727225910094
1228 => 0.12177038950688
1229 => 0.12212260134752
1230 => 0.12179180867547
1231 => 0.12286066747267
]
'min_raw' => 0.10133125726383
'max_raw' => 0.22699452518245
'avg_raw' => 0.16416289122314
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.101331'
'max' => '$0.226994'
'avg' => '$0.164162'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.024710152325223
'max_diff' => -0.16495221464576
'year' => 2034
]
9 => [
'items' => [
101 => 0.11980493518725
102 => 0.12074485785757
103 => 0.12133436854517
104 => 0.121681594869
105 => 0.122936014446
106 => 0.1227888227871
107 => 0.12292686480582
108 => 0.12478683788401
109 => 0.13419394344785
110 => 0.13470595144808
111 => 0.13218463679681
112 => 0.13319185226926
113 => 0.13125821881597
114 => 0.13255627990738
115 => 0.13344438033895
116 => 0.12943122526059
117 => 0.12919359226201
118 => 0.12725197801563
119 => 0.12829529153298
120 => 0.12663530470997
121 => 0.12704260741247
122 => 0.12590375354829
123 => 0.12795346376027
124 => 0.13024535827002
125 => 0.13082438133285
126 => 0.12930122093966
127 => 0.12819835243384
128 => 0.12626207864508
129 => 0.12948214510846
130 => 0.1304237906721
131 => 0.12947719904519
201 => 0.12925785308179
202 => 0.12884219287752
203 => 0.12934603735908
204 => 0.13041866226813
205 => 0.1299128321693
206 => 0.13024694186116
207 => 0.12897366024821
208 => 0.13168181473013
209 => 0.13598301580029
210 => 0.13599684486505
211 => 0.1354910120396
212 => 0.13528403614575
213 => 0.13580305132116
214 => 0.13608459576271
215 => 0.13776299566889
216 => 0.13956398563862
217 => 0.14796841999386
218 => 0.1456084884578
219 => 0.15306540259981
220 => 0.15896285352703
221 => 0.16073124119583
222 => 0.1591044077496
223 => 0.15353909840988
224 => 0.15326603778297
225 => 0.1615829595495
226 => 0.15923304821131
227 => 0.15895353373499
228 => 0.15597997195407
301 => 0.15773771524938
302 => 0.15735327100616
303 => 0.15674640696058
304 => 0.16010005872257
305 => 0.16637779543846
306 => 0.16539935129905
307 => 0.16466898813769
308 => 0.16146874937015
309 => 0.16339600790742
310 => 0.1627097480565
311 => 0.16565835588729
312 => 0.16391166592799
313 => 0.15921524532172
314 => 0.15996316578287
315 => 0.15985011910978
316 => 0.16217661163153
317 => 0.16147825632359
318 => 0.1597137540277
319 => 0.16635633881684
320 => 0.16592500630863
321 => 0.16653653718893
322 => 0.16680575199466
323 => 0.17084897630034
324 => 0.17250535592963
325 => 0.17288138310449
326 => 0.17445481564331
327 => 0.17284223466956
328 => 0.17929370831533
329 => 0.18358356183585
330 => 0.18856644745377
331 => 0.19584778261495
401 => 0.19858563199167
402 => 0.1980910640073
403 => 0.20361168922578
404 => 0.21353213002678
405 => 0.20009626872944
406 => 0.21424426330035
407 => 0.20976517156566
408 => 0.19914532563811
409 => 0.19846153276013
410 => 0.20565341572121
411 => 0.22160431993582
412 => 0.21760879934372
413 => 0.22161085517615
414 => 0.2169422444659
415 => 0.216710408594
416 => 0.22138411117449
417 => 0.23230447200406
418 => 0.22711661791753
419 => 0.21967855697049
420 => 0.22517070542474
421 => 0.22041289815932
422 => 0.20969222676394
423 => 0.21760574404442
424 => 0.21231420040296
425 => 0.21385855415147
426 => 0.22498059182811
427 => 0.22364235882959
428 => 0.22537415624671
429 => 0.22231757913453
430 => 0.21946225413378
501 => 0.21413257798066
502 => 0.21255472362158
503 => 0.21299078580118
504 => 0.21255450753082
505 => 0.20957260270541
506 => 0.20892866064227
507 => 0.20785539565862
508 => 0.20818804535528
509 => 0.20616999319128
510 => 0.2099784745756
511 => 0.21068536228076
512 => 0.21345685743128
513 => 0.21374460325189
514 => 0.22146317779633
515 => 0.21721191664263
516 => 0.22006402966076
517 => 0.21980890982729
518 => 0.19937548990155
519 => 0.20219103488172
520 => 0.20657113930419
521 => 0.20459790819896
522 => 0.20180822108113
523 => 0.19955539915993
524 => 0.19614214358643
525 => 0.20094623526036
526 => 0.20726310495338
527 => 0.21390480949173
528 => 0.22188438231283
529 => 0.22010343455163
530 => 0.21375563692831
531 => 0.21404039449262
601 => 0.21580065370723
602 => 0.2135209580879
603 => 0.21284863134481
604 => 0.21570828633701
605 => 0.21572797920931
606 => 0.21310491388884
607 => 0.21018985680103
608 => 0.2101776426054
609 => 0.20965893635273
610 => 0.21703452115594
611 => 0.22109034704197
612 => 0.22155534094352
613 => 0.22105904924752
614 => 0.2212500522242
615 => 0.21889005650514
616 => 0.22428430688391
617 => 0.22923460446755
618 => 0.22790781896745
619 => 0.22591877888913
620 => 0.2243344126616
621 => 0.22753459263613
622 => 0.22739209365941
623 => 0.2291913679367
624 => 0.22910974246237
625 => 0.22850471419705
626 => 0.22790784057491
627 => 0.23027437701913
628 => 0.22959285252861
629 => 0.22891026944231
630 => 0.2275412445645
701 => 0.22772731778249
702 => 0.22573862113999
703 => 0.2248185590766
704 => 0.21098303318079
705 => 0.20728572857258
706 => 0.2084489758679
707 => 0.20883194708122
708 => 0.2072228753775
709 => 0.20952987086403
710 => 0.20917032806117
711 => 0.2105690987816
712 => 0.20969520756304
713 => 0.20973107236347
714 => 0.21230100010401
715 => 0.21304706106034
716 => 0.2126676084365
717 => 0.21293336404736
718 => 0.21905758993127
719 => 0.2181869208523
720 => 0.21772439525717
721 => 0.21785251800798
722 => 0.2194173890262
723 => 0.21985546747251
724 => 0.21799929831226
725 => 0.21887467841862
726 => 0.22260193580923
727 => 0.22390626495144
728 => 0.22806905745988
729 => 0.22630062921456
730 => 0.22954665579463
731 => 0.23952383484976
801 => 0.24749429584728
802 => 0.24016433052073
803 => 0.25480106711058
804 => 0.26619786606094
805 => 0.26576043793486
806 => 0.26377314242516
807 => 0.25079818981975
808 => 0.23885844498661
809 => 0.24884654852787
810 => 0.24887201025787
811 => 0.24801402330567
812 => 0.24268514003307
813 => 0.24782858971881
814 => 0.24823685807659
815 => 0.24800833636355
816 => 0.24392269405268
817 => 0.23768467339689
818 => 0.23890356770132
819 => 0.24090014143675
820 => 0.23712021082667
821 => 0.23591229396268
822 => 0.23815804122843
823 => 0.24539430683868
824 => 0.2440263327419
825 => 0.24399060940981
826 => 0.24984338270716
827 => 0.24565406013379
828 => 0.23891894186194
829 => 0.237218235673
830 => 0.23118187443524
831 => 0.23535121064294
901 => 0.23550125763053
902 => 0.23321775479915
903 => 0.2391042355316
904 => 0.23904999057536
905 => 0.24463832794379
906 => 0.25532113010856
907 => 0.25216169983967
908 => 0.24848762618198
909 => 0.24888709985958
910 => 0.25326834011783
911 => 0.25061934224371
912 => 0.25157194034871
913 => 0.25326689824651
914 => 0.25428950842969
915 => 0.2487399619913
916 => 0.24744609725102
917 => 0.24479930407723
918 => 0.24410880514292
919 => 0.24626456295582
920 => 0.24569659693617
921 => 0.23548864676224
922 => 0.23442185917256
923 => 0.23445457602491
924 => 0.23177208790769
925 => 0.22768064965801
926 => 0.23843270509109
927 => 0.23756916456489
928 => 0.2366158826567
929 => 0.2367326542511
930 => 0.24139975709363
1001 => 0.23869260175062
1002 => 0.24589001792404
1003 => 0.24441044553292
1004 => 0.24289292769291
1005 => 0.24268316050269
1006 => 0.24209904560282
1007 => 0.24009589827159
1008 => 0.23767697749864
1009 => 0.23607979648101
1010 => 0.21777113312291
1011 => 0.22116911454558
1012 => 0.2250781824366
1013 => 0.22642757700798
1014 => 0.22411934421838
1015 => 0.24018704137097
1016 => 0.24312276447293
1017 => 0.23423026770461
1018 => 0.23256684463751
1019 => 0.24029609511032
1020 => 0.23563441221278
1021 => 0.2377335677361
1022 => 0.23319634167135
1023 => 0.24241563474568
1024 => 0.24234539917899
1025 => 0.2387588859459
1026 => 0.24179018237113
1027 => 0.2412634200207
1028 => 0.23721425541374
1029 => 0.24254400048608
1030 => 0.24254664397315
1031 => 0.23909470296382
1101 => 0.23506359159198
1102 => 0.23434292408929
1103 => 0.23379999793408
1104 => 0.2376000411839
1105 => 0.24100714807926
1106 => 0.2473469293181
1107 => 0.24894090095103
1108 => 0.25516227835107
1109 => 0.25145775102271
1110 => 0.25309992000571
1111 => 0.25488272673574
1112 => 0.25573746984266
1113 => 0.25434471181798
1114 => 0.26400907174133
1115 => 0.2648250398272
1116 => 0.26509862686829
1117 => 0.26183985907805
1118 => 0.26473440759988
1119 => 0.26338014420389
1120 => 0.26690356133506
1121 => 0.26745607813048
1122 => 0.26698811606111
1123 => 0.26716349361286
1124 => 0.2589166673282
1125 => 0.25848902587987
1126 => 0.25265810438778
1127 => 0.2550342479958
1128 => 0.25059216141213
1129 => 0.25200079282638
1130 => 0.25262170413184
1201 => 0.25229737530227
1202 => 0.25516859159026
1203 => 0.25272747119474
1204 => 0.24628495311359
1205 => 0.23984067977271
1206 => 0.2397597771703
1207 => 0.23806311375052
1208 => 0.23683673685742
1209 => 0.23707298055509
1210 => 0.23790553415942
1211 => 0.23678834732844
1212 => 0.23702675578164
1213 => 0.24098592461198
1214 => 0.24177990768541
1215 => 0.2390816429727
1216 => 0.22824772079342
1217 => 0.22558904911579
1218 => 0.22750004959392
1219 => 0.22658671444957
1220 => 0.18287316292879
1221 => 0.19314301344632
1222 => 0.18704101699997
1223 => 0.18985309770181
1224 => 0.18362453943441
1225 => 0.18659713390632
1226 => 0.18604820424913
1227 => 0.20256181997435
1228 => 0.20230398257854
1229 => 0.20242739569546
1230 => 0.19653656607348
1231 => 0.20592081761475
]
'min_raw' => 0.11980493518725
'max_raw' => 0.26745607813048
'avg_raw' => 0.19363050665886
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.1198049'
'max' => '$0.267456'
'avg' => '$0.19363'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018473677923414
'max_diff' => 0.040461552948024
'year' => 2035
]
10 => [
'items' => [
101 => 0.21054383737075
102 => 0.2096882394516
103 => 0.20990357501471
104 => 0.20620339659952
105 => 0.20246322151071
106 => 0.19831479172839
107 => 0.20602206150252
108 => 0.20516514467112
109 => 0.20713060357341
110 => 0.21212931894895
111 => 0.21286539877627
112 => 0.21385469752877
113 => 0.21350010434908
114 => 0.221947952484
115 => 0.22092486233417
116 => 0.22339021523215
117 => 0.21831879727423
118 => 0.21258000647143
119 => 0.21367076298784
120 => 0.213565714364
121 => 0.21222832481332
122 => 0.2110209893257
123 => 0.20901111590346
124 => 0.2153706528167
125 => 0.2151124672319
126 => 0.21929219174189
127 => 0.21855338483507
128 => 0.21361945149462
129 => 0.21379566788912
130 => 0.2149808078288
131 => 0.21908259069172
201 => 0.22030027911611
202 => 0.21973619732144
203 => 0.22107133708919
204 => 0.22212657712359
205 => 0.22120385899075
206 => 0.23426760191143
207 => 0.22884262504978
208 => 0.2314867210254
209 => 0.23211732233567
210 => 0.23050205033954
211 => 0.23085234499694
212 => 0.23138294595333
213 => 0.23460465105822
214 => 0.24305933746134
215 => 0.24680386051628
216 => 0.25806944287859
217 => 0.24649293000285
218 => 0.24580602763717
219 => 0.24783529920862
220 => 0.2544493886383
221 => 0.25980948689122
222 => 0.2615877407132
223 => 0.26182276631155
224 => 0.26515888869766
225 => 0.26707109183438
226 => 0.26475379569126
227 => 0.26279012984098
228 => 0.25575652250445
229 => 0.25657068170553
301 => 0.26217943123814
302 => 0.27010212030665
303 => 0.27690061174273
304 => 0.27452001699316
305 => 0.29268227449439
306 => 0.29448298813947
307 => 0.29423418773776
308 => 0.29833648140337
309 => 0.29019426389471
310 => 0.28671330816173
311 => 0.26321469668636
312 => 0.26981684801504
313 => 0.27941346270201
314 => 0.27814331476273
315 => 0.2711739966588
316 => 0.27689532488999
317 => 0.27500367485429
318 => 0.27351165198649
319 => 0.28034689798672
320 => 0.27283126423304
321 => 0.27933848850616
322 => 0.27099290606727
323 => 0.27453089134945
324 => 0.27252255979019
325 => 0.27382219644089
326 => 0.26622454713684
327 => 0.27032405427879
328 => 0.26605399416181
329 => 0.26605196959733
330 => 0.26595770778358
331 => 0.27098141457487
401 => 0.27114523747298
402 => 0.26743271056382
403 => 0.26689767743564
404 => 0.26887597533273
405 => 0.26655990661227
406 => 0.26764358058941
407 => 0.26659272999308
408 => 0.26635616138955
409 => 0.26447114250776
410 => 0.26365902454382
411 => 0.26397747692318
412 => 0.26289043477895
413 => 0.26223545256702
414 => 0.26582741533597
415 => 0.26390837452788
416 => 0.26553329480921
417 => 0.26368149306735
418 => 0.25726234143846
419 => 0.25357061945539
420 => 0.24144543708409
421 => 0.24488412376335
422 => 0.24716397658928
423 => 0.24641048524391
424 => 0.2480292762162
425 => 0.24812865683463
426 => 0.24760237138791
427 => 0.24699300026196
428 => 0.24669639209818
429 => 0.24890706634447
430 => 0.25019043715231
501 => 0.24739279032085
502 => 0.24673734081148
503 => 0.2495659162204
504 => 0.25129134558582
505 => 0.26403094658509
506 => 0.2630871557947
507 => 0.265455885469
508 => 0.26518920285879
509 => 0.26767200892569
510 => 0.27173034753294
511 => 0.26347861041508
512 => 0.26491082665514
513 => 0.26455968030778
514 => 0.26839340405274
515 => 0.2684053725198
516 => 0.266106863626
517 => 0.26735292258638
518 => 0.26665740665853
519 => 0.26791429794476
520 => 0.26307455089329
521 => 0.26896884038357
522 => 0.27231052270494
523 => 0.27235692196722
524 => 0.27394085286631
525 => 0.27555021839489
526 => 0.27863925538079
527 => 0.27546406682993
528 => 0.26975221172531
529 => 0.27016458921468
530 => 0.26681573065673
531 => 0.26687202557411
601 => 0.26657151889322
602 => 0.26747336206365
603 => 0.26327245475416
604 => 0.26425839930304
605 => 0.26287807116092
606 => 0.26490782609133
607 => 0.26272414531672
608 => 0.26455951097438
609 => 0.26535159394889
610 => 0.26827439717717
611 => 0.26229244490344
612 => 0.25009483927474
613 => 0.25265892385956
614 => 0.24886644135411
615 => 0.24921745004899
616 => 0.24992654347526
617 => 0.24762813967977
618 => 0.24806660269292
619 => 0.24805093770868
620 => 0.24791594533735
621 => 0.24731804174157
622 => 0.24645096323608
623 => 0.24990513712927
624 => 0.25049206858272
625 => 0.25179674449832
626 => 0.255678575053
627 => 0.25529068864072
628 => 0.2559233474724
629 => 0.25454225679506
630 => 0.24928151488444
701 => 0.24956719848038
702 => 0.24600471946125
703 => 0.25170564390025
704 => 0.25035558974457
705 => 0.24948520104778
706 => 0.24924770742777
707 => 0.25313916028956
708 => 0.25430354397686
709 => 0.25357797820182
710 => 0.25208982162907
711 => 0.25494752218274
712 => 0.2557121222942
713 => 0.25588328806178
714 => 0.26094658553315
715 => 0.25616627014421
716 => 0.25731693957058
717 => 0.26629413396202
718 => 0.25815305741713
719 => 0.26246556723063
720 => 0.26225449231648
721 => 0.26446062640969
722 => 0.2620735249286
723 => 0.26210311591238
724 => 0.26406201353068
725 => 0.26131109511482
726 => 0.2606299290288
727 => 0.25968890295957
728 => 0.26174359895499
729 => 0.26297529627833
730 => 0.27290187212251
731 => 0.2793148928247
801 => 0.27903648668288
802 => 0.28158059766466
803 => 0.28043445236598
804 => 0.27673324685869
805 => 0.28305075334571
806 => 0.28105162995752
807 => 0.2812164352607
808 => 0.28121030119909
809 => 0.28253954348583
810 => 0.28159765350241
811 => 0.27974109166205
812 => 0.28097356405379
813 => 0.28463356644032
814 => 0.2959943261507
815 => 0.30235195779468
816 => 0.29561158874286
817 => 0.30026100505767
818 => 0.29747301202521
819 => 0.2969663507556
820 => 0.29988652779047
821 => 0.30281181620866
822 => 0.30262548798279
823 => 0.3005018788064
824 => 0.29930230586725
825 => 0.30838587404894
826 => 0.31507849235067
827 => 0.31462210065037
828 => 0.31663646518894
829 => 0.32255070177614
830 => 0.32309142545004
831 => 0.32302330669552
901 => 0.32168306665106
902 => 0.32750640063183
903 => 0.33236432829039
904 => 0.32137283980403
905 => 0.32555825473049
906 => 0.32743722233662
907 => 0.33019610424699
908 => 0.33485080047209
909 => 0.33990703516973
910 => 0.34062204219477
911 => 0.34011471049427
912 => 0.33677998779229
913 => 0.34231258013188
914 => 0.34555344296916
915 => 0.34748330262293
916 => 0.35237710560687
917 => 0.32744882620088
918 => 0.30980335102144
919 => 0.30704775526842
920 => 0.31265136759064
921 => 0.31412899547204
922 => 0.31353336552583
923 => 0.29367177895496
924 => 0.30694318812558
925 => 0.32122210850138
926 => 0.32177061998575
927 => 0.32891894608403
928 => 0.33124673408141
929 => 0.33700207354304
930 => 0.3366420754927
1001 => 0.33804340906416
1002 => 0.3377212667438
1003 => 0.34838182116676
1004 => 0.36014199580294
1005 => 0.35973477835035
1006 => 0.35804411410633
1007 => 0.3605550388098
1008 => 0.37269279933124
1009 => 0.37157534884607
1010 => 0.3726608568082
1011 => 0.38697196051719
1012 => 0.40557843106964
1013 => 0.39693385743892
1014 => 0.41569009480852
1015 => 0.42749615200725
1016 => 0.44791350716337
1017 => 0.44535715374023
1018 => 0.45330548027303
1019 => 0.44078074758575
1020 => 0.41202142966964
1021 => 0.40747015752317
1022 => 0.41658191961697
1023 => 0.43898229761184
1024 => 0.41587645199774
1025 => 0.42055073447235
1026 => 0.41920454080521
1027 => 0.41913280786564
1028 => 0.42187056240998
1029 => 0.41789930665174
1030 => 0.40171969627742
1031 => 0.40913471636493
1101 => 0.40627142101063
1102 => 0.40944846067903
1103 => 0.42659363345858
1104 => 0.41901334388287
1105 => 0.41102812458759
1106 => 0.42104336164589
1107 => 0.43379620002996
1108 => 0.43299815032293
1109 => 0.43144960033241
1110 => 0.44017869554953
1111 => 0.45459660346329
1112 => 0.45849370603653
1113 => 0.46137046748334
1114 => 0.46176712428358
1115 => 0.4658529358468
1116 => 0.44388249731426
1117 => 0.47875014750628
1118 => 0.48477082749504
1119 => 0.48363918918878
1120 => 0.49033092160734
1121 => 0.48836204417693
1122 => 0.48550944968768
1123 => 0.49611726894341
1124 => 0.48395626017358
1125 => 0.46669523925325
1126 => 0.45722550179207
1127 => 0.46969601598288
1128 => 0.47731132383824
1129 => 0.48234455790608
1130 => 0.48386761149385
1201 => 0.44558799991572
1202 => 0.4249574123597
1203 => 0.43818138245294
1204 => 0.45431553863636
1205 => 0.44379287126203
1206 => 0.44420533990106
1207 => 0.42920278153359
1208 => 0.45564293215702
1209 => 0.45179082460786
1210 => 0.47177556538718
1211 => 0.46700604661263
1212 => 0.483302826915
1213 => 0.47901133849681
1214 => 0.49682506698686
1215 => 0.50393144556899
1216 => 0.51586416122789
1217 => 0.52464191544146
1218 => 0.52979638060736
1219 => 0.52948692585271
1220 => 0.54991148478434
1221 => 0.5378678359621
1222 => 0.52273817457127
1223 => 0.52246452673018
1224 => 0.53030039275345
1225 => 0.54672221827336
1226 => 0.55098015870282
1227 => 0.55335976652398
1228 => 0.54971531431114
1229 => 0.53664279669068
1230 => 0.53099814986133
1231 => 0.5358075525011
]
'min_raw' => 0.19831479172839
'max_raw' => 0.55335976652398
'avg_raw' => 0.37583727912619
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.198314'
'max' => '$0.553359'
'avg' => '$0.375837'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.078509856541146
'max_diff' => 0.2859036883935
'year' => 2036
]
11 => [
'items' => [
101 => 0.52992606634935
102 => 0.54007916150082
103 => 0.55402152972789
104 => 0.5511424858231
105 => 0.56076669794644
106 => 0.57072674499745
107 => 0.58497005961409
108 => 0.5886937894833
109 => 0.59484897335633
110 => 0.60118467943425
111 => 0.60321953747441
112 => 0.60710471285244
113 => 0.60708423606043
114 => 0.6187924735646
115 => 0.63170702210564
116 => 0.6365819652074
117 => 0.64779162806396
118 => 0.62859547325554
119 => 0.64315597718726
120 => 0.65628991620672
121 => 0.64063109265897
122 => 0.66221313288159
123 => 0.66305111459748
124 => 0.67570364360969
125 => 0.66287788152455
126 => 0.65526198493968
127 => 0.67724879301629
128 => 0.6878875168666
129 => 0.68468304666208
130 => 0.66029687018148
131 => 0.64610306949746
201 => 0.60895515532769
202 => 0.65295846433225
203 => 0.67439119255424
204 => 0.66024136459315
205 => 0.66737771477039
206 => 0.70631132736807
207 => 0.72113472628054
208 => 0.71805156293012
209 => 0.71857256678315
210 => 0.7265710037726
211 => 0.7620404782035
212 => 0.74078634694852
213 => 0.75703433391585
214 => 0.76565220761684
215 => 0.77365696898964
216 => 0.75399980498885
217 => 0.72842612344492
218 => 0.72032586498983
219 => 0.65883444306505
220 => 0.65563354751015
221 => 0.65383678783813
222 => 0.64250847226272
223 => 0.63360751930723
224 => 0.62652915104583
225 => 0.60795339894822
226 => 0.61422216998424
227 => 0.58461629820143
228 => 0.6035570858004
301 => 0.55630539957627
302 => 0.59565800795517
303 => 0.57424017235807
304 => 0.58862167293068
305 => 0.58857149723
306 => 0.56209059501693
307 => 0.54681696326275
308 => 0.55654991587515
309 => 0.56698441367839
310 => 0.56867737584109
311 => 0.58220597461124
312 => 0.58598151573173
313 => 0.57454144987349
314 => 0.55532621340618
315 => 0.55978947458465
316 => 0.54672651541743
317 => 0.52383418193634
318 => 0.54027585550425
319 => 0.5458897657497
320 => 0.5483691883315
321 => 0.52585720755511
322 => 0.51878345443629
323 => 0.51501744763036
324 => 0.55242019938129
325 => 0.55446920655415
326 => 0.54398619615741
327 => 0.59137039719051
328 => 0.58064589314507
329 => 0.59262779173111
330 => 0.5593844804144
331 => 0.56065441967475
401 => 0.54491650334972
402 => 0.55372868488379
403 => 0.54750051900538
404 => 0.55301674769951
405 => 0.55632315243451
406 => 0.57205848632233
407 => 0.59583768019215
408 => 0.56970815216663
409 => 0.55832314262418
410 => 0.56538633851259
411 => 0.58419655994051
412 => 0.61269500828131
413 => 0.59582335327883
414 => 0.60331070726965
415 => 0.60494636102745
416 => 0.59250582725124
417 => 0.61315370850663
418 => 0.62421907581449
419 => 0.63556985301721
420 => 0.64542541482078
421 => 0.6310361029935
422 => 0.64643472927552
423 => 0.63402615471567
424 => 0.62289438056063
425 => 0.62291126286702
426 => 0.61592813833029
427 => 0.60239745461006
428 => 0.59990218893412
429 => 0.61288287609769
430 => 0.62329215792722
501 => 0.6241495162358
502 => 0.62991262950484
503 => 0.63332318057267
504 => 0.66675121745676
505 => 0.68019625042277
506 => 0.69663658223215
507 => 0.70304101799824
508 => 0.72231607353686
509 => 0.70674990074595
510 => 0.70338206134682
511 => 0.65662708143275
512 => 0.66428320677441
513 => 0.67654140215264
514 => 0.65682921455956
515 => 0.66933206046723
516 => 0.67180038709589
517 => 0.65615940196811
518 => 0.66451392793193
519 => 0.64232678391634
520 => 0.59632129930122
521 => 0.61320492576238
522 => 0.625636957805
523 => 0.60789491522168
524 => 0.63969683984042
525 => 0.62111881200313
526 => 0.61523046908131
527 => 0.59225794399748
528 => 0.60310009154347
529 => 0.61776425134401
530 => 0.60870350547883
531 => 0.62750591362692
601 => 0.65413513798371
602 => 0.67311270905808
603 => 0.67456957131973
604 => 0.66236826451742
605 => 0.68192093653582
606 => 0.68206335640534
607 => 0.66000786249358
608 => 0.64649899527813
609 => 0.64342975222388
610 => 0.65109732313394
611 => 0.66040716973043
612 => 0.6750862030126
613 => 0.68395643539406
614 => 0.7070852970372
615 => 0.7133433038414
616 => 0.7202189560101
617 => 0.72940694768009
618 => 0.74043948743263
619 => 0.71630091853692
620 => 0.71725998887907
621 => 0.69478248774462
622 => 0.67076205418273
623 => 0.68899056906689
624 => 0.71282192744021
625 => 0.70735498749806
626 => 0.70673984507512
627 => 0.70777434400423
628 => 0.70365244982141
629 => 0.68500927519707
630 => 0.67564678961317
701 => 0.68772678464121
702 => 0.69414676437989
703 => 0.70410359307351
704 => 0.70287620377387
705 => 0.72852392520331
706 => 0.73848985420395
707 => 0.73594014309944
708 => 0.73640935130489
709 => 0.75445218972574
710 => 0.77451953684246
711 => 0.79331525553694
712 => 0.81243506788787
713 => 0.78938538783985
714 => 0.77768218181809
715 => 0.78975690309819
716 => 0.78334988602296
717 => 0.82016650658196
718 => 0.82271560950958
719 => 0.85952956780786
720 => 0.89447039795754
721 => 0.87252468857052
722 => 0.89321850406602
723 => 0.91560055271594
724 => 0.95877915591815
725 => 0.94423812140122
726 => 0.93309991684831
727 => 0.92257436736523
728 => 0.9444763649556
729 => 0.97265293496266
730 => 0.97872189827034
731 => 0.98855593735122
801 => 0.97821664770677
802 => 0.99066918324811
803 => 1.0346321056304
804 => 1.0227529359313
805 => 1.0058826052867
806 => 1.0405871102636
807 => 1.0531465357043
808 => 1.14129516087
809 => 1.2525864413797
810 => 1.2065111204707
811 => 1.1779106819412
812 => 1.1846324634071
813 => 1.2252722716017
814 => 1.2383244881507
815 => 1.2028440642016
816 => 1.2153763497595
817 => 1.2844304753309
818 => 1.3214757981783
819 => 1.2711632739009
820 => 1.1323530148429
821 => 1.0043636165944
822 => 1.0383121684476
823 => 1.0344634562137
824 => 1.1086534994625
825 => 1.0224696216627
826 => 1.0239207371339
827 => 1.0996449519085
828 => 1.0794430296484
829 => 1.0467185028536
830 => 1.0046025418551
831 => 0.92674729269454
901 => 0.85778872735877
902 => 0.99303235419136
903 => 0.98720040307776
904 => 0.97875487361854
905 => 0.99754948552831
906 => 1.0888107860185
907 => 1.0867069176582
908 => 1.073323180553
909 => 1.0834746271884
910 => 1.0449389051769
911 => 1.0548704381814
912 => 1.0043433424198
913 => 1.0271836999019
914 => 1.0466482907164
915 => 1.0505560955007
916 => 1.0593605792169
917 => 0.9841272298468
918 => 1.0179047949789
919 => 1.0377459499642
920 => 0.94810288991336
921 => 1.0359739948914
922 => 0.98281758461337
923 => 0.96477550058252
924 => 0.98906678986623
925 => 0.97960045080831
926 => 0.9714618483684
927 => 0.96692036836799
928 => 0.98475721028618
929 => 0.98392510029106
930 => 0.95474056493107
1001 => 0.91667052826781
1002 => 0.92944808217836
1003 => 0.92480587705245
1004 => 0.90798192681978
1005 => 0.9193192379451
1006 => 0.86939545743105
1007 => 0.78350418786893
1008 => 0.8402465914624
1009 => 0.83806207064791
1010 => 0.83696053619312
1011 => 0.87960088424877
1012 => 0.87550199866342
1013 => 0.86806248118962
1014 => 0.90784529424724
1015 => 0.89332403232686
1016 => 0.93807513992586
1017 => 0.96755111371072
1018 => 0.96007505331102
1019 => 0.98779734912543
1020 => 0.92974245121342
1021 => 0.94902595954156
1022 => 0.95300026388221
1023 => 0.90735438050943
1024 => 0.87617262703696
1025 => 0.87409315957836
1026 => 0.82002829616741
1027 => 0.84890930980521
1028 => 0.87432340662892
1029 => 0.86215202646395
1030 => 0.85829893111335
1031 => 0.87798355962511
1101 => 0.87951322384791
1102 => 0.8446367174614
1103 => 0.85188864753448
1104 => 0.88213040147226
1105 => 0.85112663292759
1106 => 0.79089137508215
1107 => 0.77595219831889
1108 => 0.77395903675501
1109 => 0.73344280453199
1110 => 0.77695050554466
1111 => 0.75795822811873
1112 => 0.81795460494482
1113 => 0.78368499626878
1114 => 0.78220770193256
1115 => 0.77997455487139
1116 => 0.74510056009256
1117 => 0.75273574859113
1118 => 0.77811627803244
1119 => 0.78717233686923
1120 => 0.78622771573845
1121 => 0.77799189959188
1122 => 0.78176221404958
1123 => 0.7696167175167
1124 => 0.76532788990429
1125 => 0.75179117022455
1126 => 0.73189593190959
1127 => 0.73466248682187
1128 => 0.69524481384766
1129 => 0.67376797355706
1130 => 0.66782346722482
1201 => 0.65987422491934
1202 => 0.66872135529536
1203 => 0.69513314853269
1204 => 0.66327492231395
1205 => 0.60865622805665
1206 => 0.61193890464724
1207 => 0.61931410431087
1208 => 0.60557046852953
1209 => 0.59256327067841
1210 => 0.60387197390264
1211 => 0.5807293131203
1212 => 0.62211078430105
1213 => 0.62099153147584
1214 => 0.63641598491901
1215 => 0.64606121219868
1216 => 0.62383208599847
1217 => 0.61824152087306
1218 => 0.62142616084551
1219 => 0.56879115597414
1220 => 0.63211458208699
1221 => 0.63266220570557
1222 => 0.62797311981129
1223 => 0.66169088932495
1224 => 0.73284589983479
1225 => 0.70607452267732
1226 => 0.69570783627279
1227 => 0.67600075783978
1228 => 0.70225926976124
1229 => 0.70024302574227
1230 => 0.69112480565064
1231 => 0.68561007768865
]
'min_raw' => 0.51501744763036
'max_raw' => 1.3214757981783
'avg_raw' => 0.91824662290435
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.515017'
'max' => '$1.32'
'avg' => '$0.918246'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.31670265590197
'max_diff' => 0.76811603165436
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.016165809183862
]
1 => [
'year' => 2028
'avg' => 0.027745221527445
]
2 => [
'year' => 2029
'avg' => 0.075794944623329
]
3 => [
'year' => 2030
'avg' => 0.058475686899681
]
4 => [
'year' => 2031
'avg' => 0.057430371347584
]
5 => [
'year' => 2032
'avg' => 0.10069351497535
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.016165809183862
'min' => '$0.016165'
'max_raw' => 0.10069351497535
'max' => '$0.100693'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.10069351497535
]
1 => [
'year' => 2033
'avg' => 0.25899407470864
]
2 => [
'year' => 2034
'avg' => 0.16416289122314
]
3 => [
'year' => 2035
'avg' => 0.19363050665886
]
4 => [
'year' => 2036
'avg' => 0.37583727912619
]
5 => [
'year' => 2037
'avg' => 0.91824662290435
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.10069351497535
'min' => '$0.100693'
'max_raw' => 0.91824662290435
'max' => '$0.918246'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.91824662290435
]
]
]
]
'prediction_2025_max_price' => '$0.02764'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuer'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutre'
'overall_action_dir' => 0
'last_updated' => 1767696377
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Mochimo pour 2026
La prévision du prix de Mochimo pour 2026 suggère que le prix moyen pourrait varier entre $0.009259 à la baisse et $0.02764 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Mochimo pourrait potentiellement gagner 3.13% d'ici 2026 si MCM atteint l'objectif de prix prévu.
Prévision du prix de Mochimo de 2027 à 2032
La prévision du prix de MCM pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.016165 à la baisse et $0.100693 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Mochimo atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Mochimo | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.008914 | $0.016165 | $0.023417 |
| 2028 | $0.016087 | $0.027745 | $0.039403 |
| 2029 | $0.035339 | $0.075794 | $0.11625 |
| 2030 | $0.030054 | $0.058475 | $0.086896 |
| 2031 | $0.035533 | $0.05743 | $0.079326 |
| 2032 | $0.054239 | $0.100693 | $0.147147 |
Prévision du prix de Mochimo de 2032 à 2037
La prévision du prix de Mochimo pour 2032-2037 est actuellement estimée entre $0.100693 à la baisse et $0.918246 à la hausse. Par rapport au prix actuel, Mochimo pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Mochimo | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.054239 | $0.100693 | $0.147147 |
| 2033 | $0.126041 | $0.258994 | $0.391946 |
| 2034 | $0.101331 | $0.164162 | $0.226994 |
| 2035 | $0.1198049 | $0.19363 | $0.267456 |
| 2036 | $0.198314 | $0.375837 | $0.553359 |
| 2037 | $0.515017 | $0.918246 | $1.32 |
Mochimo Histogramme des prix potentiels
Prévision du prix de Mochimo basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 0%
Baissier 0%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Mochimo est Neutre, avec 0 indicateurs techniques montrant des signaux haussiers et 0 indiquant des signaux baissiers. La prévision du prix de MCM a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Mochimo et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Mochimo devrait diminuer au cours du prochain mois, atteignant — d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Mochimo devrait atteindre — 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 —, ce qui suggère que le marché de MCM est dans un état —.
Moyennes Mobiles et Oscillateurs Populaires de MCM 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Oscillateurs de Mochimo
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) | — | — |
| Stoch RSI (14) | — | — |
| Stochastique Rapide (14) | — | — |
| Indice de Canal des Matières Premières (20) | — | — |
| Indice Directionnel Moyen (14) | — | — |
| Oscillateur Impressionnant (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Plage de Pourcentage de Williams (14) | — | — |
| Oscillateur Ultime (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Moyenne Mobile de Hull (9) | — | — |
| Nuage Ichimoku B/L (9, 26, 52, 26) | — | — |
Prévision du cours de Mochimo basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Mochimo
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 Mochimo par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.037659 | $0.052918 | $0.074359 | $0.104487 | $0.146822 | $0.2063095 |
| Action Amazon.com | $0.055921 | $0.116684 | $0.243469 | $0.508012 | $1.05 | $2.21 |
| Action Apple | $0.038015 | $0.053921 | $0.076483 | $0.108486 | $0.153879 | $0.218266 |
| Action Netflix | $0.042287 | $0.066723 | $0.105279 | $0.166114 | $0.2621023 | $0.413556 |
| Action Google | $0.0347072 | $0.044945 | $0.0582044 | $0.075374 | $0.0976097 | $0.1264041 |
| Action Tesla | $0.060755 | $0.137729 | $0.312221 | $0.707782 | $1.60 | $3.63 |
| Action Kodak | $0.020097 | $0.015071 | $0.0113018 | $0.008475 | $0.006355 | $0.004765 |
| Action Nokia | $0.017754 | $0.011761 | $0.007791 | $0.005161 | $0.003419 | $0.002265 |
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 Mochimo
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Mochimo maintenant ?", "Devrais-je acheter MCM aujourd'hui ?", " Mochimo sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Mochimo avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Mochimo 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 Mochimo afin de prendre une décision responsable concernant cet investissement.
Le cours de Mochimo est de $0.0268 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 Mochimo basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Mochimo présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.027497 | $0.028212 | $0.028945 | $0.029698 |
| Si Mochimo présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.028194 | $0.02966 | $0.0312019 | $0.032824 |
| Si Mochimo présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.030284 | $0.03422 | $0.038667 | $0.043693 |
| Si Mochimo présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.033767 | $0.042544 | $0.0536034 | $0.067536 |
| Si Mochimo présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.040733 | $0.06191 | $0.094094 | $0.143011 |
| Si Mochimo présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.061633 | $0.141735 | $0.325943 | $0.74956 |
| Si Mochimo présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.096465 | $0.34721 | $1.24 | $4.49 |
Boîte à questions
Est-ce que MCM est un bon investissement ?
La décision d'acquérir Mochimo dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Mochimo a connu une baisse de 0% au cours des 24 heures précédentes, et Mochimo a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Mochimo dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Mochimo peut monter ?
Il semble que la valeur moyenne de Mochimo pourrait potentiellement s'envoler jusqu'à $0.02764 pour la fin de cette année. En regardant les perspectives de Mochimo sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.086896. 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 Mochimo la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Mochimo, le prix de Mochimo va augmenter de 0.86% durant la prochaine semaine et atteindre $0.0270303 d'ici 13 janvier 2026.
Quel sera le prix de Mochimo le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Mochimo, le prix de Mochimo va diminuer de -11.62% durant le prochain mois et atteindre $0.023687 d'ici 5 février 2026.
Jusqu'où le prix de Mochimo peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Mochimo en 2026, MCM devrait fluctuer dans la fourchette de $0.009259 et $0.02764. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Mochimo ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Mochimo dans 5 ans ?
L'avenir de Mochimo semble suivre une tendance haussière, avec un prix maximum de $0.086896 prévue après une période de cinq ans. Selon la prévision de Mochimo pour 2030, la valeur de Mochimo pourrait potentiellement atteindre son point le plus élevé d'environ $0.086896, tandis que son point le plus bas devrait être autour de $0.030054.
Combien vaudra Mochimo en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Mochimo, il est attendu que la valeur de MCM en 2026 augmente de 3.13% jusqu'à $0.02764 si le meilleur scénario se produit. Le prix sera entre $0.02764 et $0.009259 durant 2026.
Combien vaudra Mochimo en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Mochimo, le valeur de MCM pourrait diminuer de -12.62% jusqu'à $0.023417 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.023417 et $0.008914 tout au long de l'année.
Combien vaudra Mochimo en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Mochimo suggère que la valeur de MCM en 2028 pourrait augmenter de 47.02%, atteignant $0.039403 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.039403 et $0.016087 durant l'année.
Combien vaudra Mochimo en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Mochimo pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.11625 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.11625 et $0.035339.
Combien vaudra Mochimo en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Mochimo, il est prévu que la valeur de MCM en 2030 augmente de 224.23%, atteignant $0.086896 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.086896 et $0.030054 au cours de 2030.
Combien vaudra Mochimo en 2031 ?
Notre simulation expérimentale indique que le prix de Mochimo pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.079326 dans des conditions idéales. Il est probable que le prix fluctue entre $0.079326 et $0.035533 durant l'année.
Combien vaudra Mochimo en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Mochimo, MCM pourrait connaître une 449.04% hausse en valeur, atteignant $0.147147 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.147147 et $0.054239 tout au long de l'année.
Combien vaudra Mochimo en 2033 ?
Selon notre prédiction expérimentale de prix de Mochimo, la valeur de MCM est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.391946. Tout au long de l'année, le prix de MCM pourrait osciller entre $0.391946 et $0.126041.
Combien vaudra Mochimo en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Mochimo suggèrent que MCM pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.226994 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.226994 et $0.101331.
Combien vaudra Mochimo en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Mochimo, MCM pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.267456 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.267456 et $0.1198049.
Combien vaudra Mochimo en 2036 ?
Notre récente simulation de prédiction de prix de Mochimo suggère que la valeur de MCM pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.553359 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.553359 et $0.198314.
Combien vaudra Mochimo en 2037 ?
Selon la simulation expérimentale, la valeur de Mochimo pourrait augmenter de 4830.69% en 2037, avec un maximum de $1.32 sous des conditions favorables. Il est prévu que le prix chute entre $1.32 et $0.515017 au cours de l'année.
Prévisions liées
Prévision du cours de Alvey Chain- Prévision du cours de PAC Global
- Prévision du cours de Satoxcoin
- Prévision du cours de Blastar
- Prévision du cours de PUMLx
- Prévision du cours de Vigorus
- Prévision du cours de BeamSwap
- Prévision du cours de OneLedger
- Prévision du cours de New Order
- Prévision du cours de pNetwork
- Prévision du cours de Solarcoin
- Prévision du cours de Hummus
- Prévision du cours de NFT Art Finance
- Prévision du cours de NXT
- Prévision du cours de Hiblocks
- Prévision du cours de Bao Finance
- Prévision du cours de Global Coin Research
- Prévision du cours de Dash 2 Trade
- Prévision du cours de Ripio Credit Network
- Prévision du cours de Auto
- Prévision du cours de BitSong
- Prévision du cours de MarketMove
- Prévision du cours de Bistroo
- Prévision du cours de O3 Swap
- Prévision du cours de Swarm Fund
Prévision du cours de Alvey Chain
Prévision du cours de PAC Global
Prévision du cours de Satoxcoin
Prévision du cours de Blastar
Prévision du cours de PUMLx
Prévision du cours de Vigorus
Prévision du cours de BeamSwap
Prévision du cours de OneLedger
Prévision du cours de New Order
Prévision du cours de pNetwork
Prévision du cours de Solarcoin
Prévision du cours de Hummus
Prévision du cours de NFT Art Finance
Prévision du cours de NXT
Prévision du cours de Hiblocks
Prévision du cours de Bao Finance
Prévision du cours de Global Coin Research
Prévision du cours de Dash 2 Trade
Prévision du cours de Ripio Credit Network
Prévision du cours de Auto
Prévision du cours de BitSong
Prévision du cours de MarketMove
Prévision du cours de Bistroo
Prévision du cours de O3 Swap
Prévision du cours de Swarm FundComment lire et prédire les mouvements de prix de Mochimo ?
Les traders de Mochimo 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 Mochimo
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Mochimo. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de MCM 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 MCM 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 MCM.
Comment lire les graphiques de Mochimo 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 Mochimo 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 MCM 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 Mochimo ?
L'action du prix de Mochimo 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 MCM. La capitalisation boursière de Mochimo peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de MCM, de grands détenteurs de Mochimo, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Mochimo.
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