Prédiction du prix de Corn jusqu'à $0.07257 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.024311 | $0.07257 |
| 2027 | $0.023404 | $0.061482 |
| 2028 | $0.042237 | $0.103452 |
| 2029 | $0.092783 | $0.305215 |
| 2030 | $0.0789082 | $0.228146 |
| 2031 | $0.093294 | $0.208272 |
| 2032 | $0.1424062 | $0.386334 |
| 2033 | $0.330921 | $1.02 |
| 2034 | $0.266044 | $0.595973 |
| 2035 | $0.314547 | $0.7022046 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Corn aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.47, soit un rendement de 39.54% sur les 90 prochains jours.
Prévision du prix à long terme de Corn pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Corn'
'name_with_ticker' => 'Corn <small>CORN</small>'
'name_lang' => 'Corn'
'name_lang_with_ticker' => 'Corn <small>CORN</small>'
'name_with_lang' => 'Corn'
'name_with_lang_with_ticker' => 'Corn <small>CORN</small>'
'image' => '/uploads/coins/corn-3.jpg?1739935161'
'price_for_sd' => 0.07036
'ticker' => 'CORN'
'marketcap' => '$36.95M'
'low24h' => '$0.06937'
'high24h' => '$0.0714'
'volume24h' => '$6.43M'
'current_supply' => '525M'
'max_supply' => '2.1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.07036'
'change_24h_pct' => '-1.2675%'
'ath_price' => '$0.1871'
'ath_days' => 284
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '28 mars 2025'
'ath_pct' => '-62.43%'
'fdv' => '$147.79M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.46'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.070968'
'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' => '$0.06219'
'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' => '$0.024311'
'current_year_max_price_prediction' => '$0.07257'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0789082'
'grand_prediction_max_price' => '$0.228146'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.071699398687484
107 => 0.071967098215301
108 => 0.072570238920551
109 => 0.067416467630874
110 => 0.069730359633163
111 => 0.071089554402148
112 => 0.064948662987948
113 => 0.07096816872336
114 => 0.067326751938827
115 => 0.066090800389912
116 => 0.067754846326292
117 => 0.067106366006547
118 => 0.066548840707672
119 => 0.066237732011399
120 => 0.067459623693028
121 => 0.067402620985604
122 => 0.065403369035503
123 => 0.062795426366531
124 => 0.063670737529038
125 => 0.063352728777614
126 => 0.062200224038505
127 => 0.062976873078711
128 => 0.059556903758728
129 => 0.053673024298233
130 => 0.057560095297938
131 => 0.057410447292769
201 => 0.057334987982566
202 => 0.060256014408093
203 => 0.059975225116824
204 => 0.059465589803674
205 => 0.062190864186318
206 => 0.06119610237654
207 => 0.064261723878917
208 => 0.06628094047235
209 => 0.065768801829442
210 => 0.067667884795286
211 => 0.063690902930342
212 => 0.065011896777059
213 => 0.065284151778049
214 => 0.06215723472347
215 => 0.060021165717455
216 => 0.059878714267723
217 => 0.056175064979735
218 => 0.058153524534566
219 => 0.059894487068598
220 => 0.059060701118947
221 => 0.058796749395934
222 => 0.060145221504662
223 => 0.060250009336393
224 => 0.057860835668015
225 => 0.058357620528961
226 => 0.060429295982718
227 => 0.058305419622898
228 => 0.054179074789002
301 => 0.053155684219015
302 => 0.053019145052148
303 => 0.050243628660214
304 => 0.053224072070434
305 => 0.051923028650956
306 => 0.056033009224194
307 => 0.053685410363028
308 => 0.05358421006821
309 => 0.053431230979736
310 => 0.05104222936606
311 => 0.051565268890482
312 => 0.05330393193083
313 => 0.053924306491067
314 => 0.053859596341856
315 => 0.053295411533408
316 => 0.053553692449622
317 => 0.052721679627461
318 => 0.052427878583107
319 => 0.051500561670781
320 => 0.050137661987498
321 => 0.050327181547608
322 => 0.047626920652922
323 => 0.046155675203805
324 => 0.045748453854192
325 => 0.045203900446539
326 => 0.045809962610588
327 => 0.047619271153077
328 => 0.045436861184615
329 => 0.041695272371946
330 => 0.041920148234945
331 => 0.042425377532859
401 => 0.041483886078622
402 => 0.040592843430574
403 => 0.041367532720476
404 => 0.039782172216055
405 => 0.042616960775669
406 => 0.042540287689535
407 => 0.043596921562411
408 => 0.04425765640743
409 => 0.042734876505107
410 => 0.042351901477708
411 => 0.042570061458559
412 => 0.03896436293245
413 => 0.043302259067564
414 => 0.043339773373476
415 => 0.043018553110666
416 => 0.045328348885097
417 => 0.050202738412514
418 => 0.048368797000435
419 => 0.047658639454506
420 => 0.046308629440571
421 => 0.048107437628476
422 => 0.047969317225424
423 => 0.047344684382215
424 => 0.04696690448967
425 => 0.047662975525049
426 => 0.046880653585309
427 => 0.046740127068163
428 => 0.045888689268614
429 => 0.045584764712126
430 => 0.045359751070088
501 => 0.045112033159588
502 => 0.045658437142694
503 => 0.044420213831545
504 => 0.042927037902828
505 => 0.042802896480742
506 => 0.043145661861746
507 => 0.042994013696533
508 => 0.042802170447671
509 => 0.042435889440192
510 => 0.042327221689629
511 => 0.042680339160862
512 => 0.042281690123867
513 => 0.04286991849349
514 => 0.042709952925113
515 => 0.041816398263697
516 => 0.040702698319266
517 => 0.040692784053696
518 => 0.040452839227503
519 => 0.040147233415399
520 => 0.040062220869785
521 => 0.041302290549265
522 => 0.043869197673625
523 => 0.043365252384231
524 => 0.043729404502209
525 => 0.04552067250806
526 => 0.046090062741811
527 => 0.045685923040641
528 => 0.045132711691428
529 => 0.045157050183199
530 => 0.047047540831923
531 => 0.047165448414761
601 => 0.047463362838164
602 => 0.047846267062844
603 => 0.045751133285829
604 => 0.045058369570713
605 => 0.044730099689424
606 => 0.043719155511485
607 => 0.044809372135589
608 => 0.044174149596454
609 => 0.044259862819275
610 => 0.044204041970469
611 => 0.044234523928506
612 => 0.042616168394494
613 => 0.043205812092825
614 => 0.042225415081073
615 => 0.040912773537066
616 => 0.040908373102339
617 => 0.041229640260617
618 => 0.041038537983688
619 => 0.040524286670162
620 => 0.040597333642051
621 => 0.03995736530467
622 => 0.040675037385209
623 => 0.040695617652525
624 => 0.040419274809655
625 => 0.041524947669388
626 => 0.041977942742165
627 => 0.04179604796315
628 => 0.041965180519575
629 => 0.043386193586182
630 => 0.043617880719186
701 => 0.043720780839274
702 => 0.04358290831001
703 => 0.041991154029842
704 => 0.042061755100829
705 => 0.041543731286471
706 => 0.041106055751343
707 => 0.041123560477442
708 => 0.041348582596335
709 => 0.042331267386912
710 => 0.044399269596249
711 => 0.044477748768404
712 => 0.044572867814454
713 => 0.044185970851166
714 => 0.044069279024933
715 => 0.04422322566445
716 => 0.044999858563887
717 => 0.046997569235013
718 => 0.046291444861227
719 => 0.045717354753859
720 => 0.046220986551603
721 => 0.046143456383936
722 => 0.045489023745231
723 => 0.045470656000719
724 => 0.044214590532273
725 => 0.043750251727815
726 => 0.043362215467653
727 => 0.042938490001499
728 => 0.042687291341757
729 => 0.04307324665087
730 => 0.043161519196553
731 => 0.042317621167833
801 => 0.042202600984829
802 => 0.042891746331886
803 => 0.042588479158575
804 => 0.04290039696699
805 => 0.042972764574123
806 => 0.042961111722607
807 => 0.042644465963657
808 => 0.0428462865279
809 => 0.04236892072786
810 => 0.041849857118342
811 => 0.041518726874275
812 => 0.041229771818274
813 => 0.04139010087751
814 => 0.040818557056263
815 => 0.040635708684941
816 => 0.042777914261841
817 => 0.044360384554087
818 => 0.044337374809311
819 => 0.044197308905611
820 => 0.043989199384044
821 => 0.04498463405615
822 => 0.044637844520733
823 => 0.044890162882984
824 => 0.044954388495945
825 => 0.045148780082862
826 => 0.045218258366663
827 => 0.045008246737245
828 => 0.044303422058158
829 => 0.042547065970592
830 => 0.041729477470638
831 => 0.041459659647639
901 => 0.041469467013048
902 => 0.041198936093061
903 => 0.041278619573343
904 => 0.04117122543048
905 => 0.040967846905331
906 => 0.041377542826687
907 => 0.041424756465042
908 => 0.041329128541496
909 => 0.041351652379272
910 => 0.04055989401553
911 => 0.040620089684317
912 => 0.040284912551218
913 => 0.040222070879382
914 => 0.039374772274119
915 => 0.037873659976999
916 => 0.0387054219061
917 => 0.037700770459172
918 => 0.037320293733267
919 => 0.039121411377431
920 => 0.038940629121184
921 => 0.038631208482647
922 => 0.038173510869339
923 => 0.038003746372367
924 => 0.036972311029674
925 => 0.036911368327134
926 => 0.03742257553407
927 => 0.037186670997635
928 => 0.036855371684446
929 => 0.035655439155348
930 => 0.034306317708635
1001 => 0.034347039204837
1002 => 0.034776169635739
1003 => 0.036023924239711
1004 => 0.035536404929566
1005 => 0.035182704076415
1006 => 0.035116466538829
1007 => 0.035945567999401
1008 => 0.037118920268237
1009 => 0.037669430900497
1010 => 0.037123891583184
1011 => 0.036497205389377
1012 => 0.036535348874209
1013 => 0.03678910039022
1014 => 0.036815766086699
1015 => 0.036407857798913
1016 => 0.036522681592588
1017 => 0.036348253750287
1018 => 0.035277790404056
1019 => 0.035258429116598
1020 => 0.03499572014788
1021 => 0.034987765424714
1022 => 0.034540831933101
1023 => 0.034478302848119
1024 => 0.033590889273596
1025 => 0.034174987575683
1026 => 0.03378320510118
1027 => 0.033192696499962
1028 => 0.033090892594536
1029 => 0.033087832246207
1030 => 0.033694152544351
1031 => 0.034167902369982
1101 => 0.033790020325061
1102 => 0.033703983908368
1103 => 0.034622627749026
1104 => 0.034505721946678
1105 => 0.034404482275806
1106 => 0.037013859442003
1107 => 0.034948333802719
1108 => 0.034047646727909
1109 => 0.032932875436995
1110 => 0.033295850590482
1111 => 0.033372334788536
1112 => 0.030691510786517
1113 => 0.029603900822774
1114 => 0.029230674068934
1115 => 0.029015876795447
1116 => 0.029113762610229
1117 => 0.028134786078935
1118 => 0.028792674498742
1119 => 0.027944963573468
1120 => 0.027802842078155
1121 => 0.029318654223779
1122 => 0.029529570628596
1123 => 0.028629735719054
1124 => 0.029207575401019
1125 => 0.028998042699766
1126 => 0.027959495144204
1127 => 0.02791983026662
1128 => 0.02739872360995
1129 => 0.026583292598394
1130 => 0.026210618745178
1201 => 0.02601652696672
1202 => 0.026096613017285
1203 => 0.026056119059446
1204 => 0.025791868593376
1205 => 0.026071265586841
1206 => 0.025357521723348
1207 => 0.02507330316588
1208 => 0.024944928237293
1209 => 0.024311439476879
1210 => 0.025319601808427
1211 => 0.025518222488237
1212 => 0.025717234512143
1213 => 0.027449498308963
1214 => 0.027362959305
1215 => 0.028145229754616
1216 => 0.028114832163447
1217 => 0.027891715959276
1218 => 0.02695042539471
1219 => 0.027325607036855
1220 => 0.026170856258505
1221 => 0.027036074057065
1222 => 0.026641224786161
1223 => 0.02690257512139
1224 => 0.026432643653639
1225 => 0.026692723130887
1226 => 0.025565322819761
1227 => 0.024512572272182
1228 => 0.024936229824232
1229 => 0.025396794034428
1230 => 0.026395414591712
1231 => 0.025800644426235
]
'min_raw' => 0.024311439476879
'max_raw' => 0.072570238920551
'avg_raw' => 0.048440839198715
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.024311'
'max' => '$0.07257'
'avg' => '$0.04844'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.046054560523121
'max_diff' => 0.0022042389205506
'year' => 2026
]
1 => [
'items' => [
101 => 0.02601454626849
102 => 0.02529801090367
103 => 0.023819593777837
104 => 0.023827961458214
105 => 0.023600539192472
106 => 0.023404013150677
107 => 0.025868960934471
108 => 0.025562405712498
109 => 0.02507395008724
110 => 0.025727767352103
111 => 0.025900647014408
112 => 0.025905568655354
113 => 0.026382576854332
114 => 0.026637156215635
115 => 0.026682026931474
116 => 0.02743260963901
117 => 0.027684195062151
118 => 0.028720439814366
119 => 0.026615556935475
120 => 0.026572208257741
121 => 0.025736967901832
122 => 0.025207245263486
123 => 0.025773238464077
124 => 0.026274631174023
125 => 0.025752547570956
126 => 0.025820720667731
127 => 0.025119866086411
128 => 0.02537038862096
129 => 0.025586172376743
130 => 0.025467029269982
131 => 0.02528866627257
201 => 0.026233522689614
202 => 0.026180210187643
203 => 0.027060082205349
204 => 0.027746005363403
205 => 0.028975302286067
206 => 0.027692466862569
207 => 0.027645715240928
208 => 0.028102719841667
209 => 0.027684125097128
210 => 0.027948662526277
211 => 0.028932681216498
212 => 0.028953471980826
213 => 0.028605199890945
214 => 0.028584007502625
215 => 0.028650896967165
216 => 0.029042670650236
217 => 0.028905772887382
218 => 0.029064194444384
219 => 0.029262303027252
220 => 0.030081764122292
221 => 0.030279333418034
222 => 0.029799342457317
223 => 0.029842680266839
224 => 0.029663150471484
225 => 0.029489726938673
226 => 0.029879557713959
227 => 0.030591981117937
228 => 0.030587549168916
301 => 0.030752817551107
302 => 0.030855778384055
303 => 0.030413795117107
304 => 0.030126080262499
305 => 0.030236408445527
306 => 0.030412825612825
307 => 0.030179198735864
308 => 0.028737145424762
309 => 0.029174572280628
310 => 0.029101763062731
311 => 0.028998073882543
312 => 0.029437909968638
313 => 0.029395486705147
314 => 0.028124745259617
315 => 0.028206094004049
316 => 0.028129692346201
317 => 0.028376561733017
318 => 0.027670793340083
319 => 0.027887882944327
320 => 0.02802403950902
321 => 0.028104236771628
322 => 0.028393964275947
323 => 0.028359968097337
324 => 0.028391851025751
325 => 0.02882144042943
326 => 0.030994156215958
327 => 0.031112412342391
328 => 0.030530075925686
329 => 0.030762707838082
330 => 0.030316105437289
331 => 0.030615912620918
401 => 0.030821033081679
402 => 0.029894133161893
403 => 0.029839248164174
404 => 0.029390802476408
405 => 0.029631771787752
406 => 0.029248372287097
407 => 0.029342445113813
408 => 0.029079409289195
409 => 0.029552821403597
410 => 0.030082169708303
411 => 0.03021590399467
412 => 0.029864106663469
413 => 0.029609382211106
414 => 0.029162169984207
415 => 0.029905893884314
416 => 0.030123381417281
417 => 0.029904751514891
418 => 0.029854090189349
419 => 0.029758087068991
420 => 0.029874457705169
421 => 0.030122196933468
422 => 0.030005367688428
423 => 0.030082535463043
424 => 0.029788451481272
425 => 0.030413941431959
426 => 0.031407370006004
427 => 0.031410564041312
428 => 0.031293734166518
429 => 0.031245929898887
430 => 0.031365804440255
501 => 0.031430831461436
502 => 0.031818483746989
503 => 0.032234450094136
504 => 0.034175583535934
505 => 0.033630521033048
506 => 0.035352810101156
507 => 0.036714917142784
508 => 0.037123353486846
509 => 0.036747611268724
510 => 0.035462217437724
511 => 0.03539914988408
512 => 0.037320070946871
513 => 0.036777322762875
514 => 0.036712764593399
515 => 0.036025974742922
516 => 0.036431952605131
517 => 0.03634315929133
518 => 0.036202994701578
519 => 0.03697757218201
520 => 0.03842751207837
521 => 0.038201525348072
522 => 0.038032836737128
523 => 0.037293692348484
524 => 0.037738822364324
525 => 0.037580320091587
526 => 0.038261346443291
527 => 0.037857921519122
528 => 0.036773210911573
529 => 0.036945954651078
530 => 0.036919844782364
531 => 0.037457184030334
601 => 0.037295888125673
602 => 0.036888349168273
603 => 0.038422556341433
604 => 0.038322933461317
605 => 0.038464175928361
606 => 0.038526355230422
607 => 0.039460200100962
608 => 0.03984276646472
609 => 0.039929615727059
610 => 0.040293024183884
611 => 0.039920573793596
612 => 0.041410640907378
613 => 0.042401448590216
614 => 0.043552322700329
615 => 0.045234059101004
616 => 0.045866407544589
617 => 0.045752179458187
618 => 0.047027252803786
619 => 0.04931853126254
620 => 0.046215312344859
621 => 0.049483009400381
622 => 0.048448494239979
623 => 0.045995677404801
624 => 0.045837744917426
625 => 0.047498820955998
626 => 0.051182927736907
627 => 0.050260100773082
628 => 0.051184437151226
629 => 0.050106149667104
630 => 0.050052603604997
701 => 0.051132067134905
702 => 0.053654292511029
703 => 0.052456077779037
704 => 0.05073814314642
705 => 0.052006639345121
706 => 0.050907750544025
707 => 0.048431646515548
708 => 0.050259395104695
709 => 0.049037231674415
710 => 0.049393923937152
711 => 0.051962729684511
712 => 0.051653644180772
713 => 0.052053629443157
714 => 0.051347665924484
715 => 0.050688184677814
716 => 0.049457213957184
717 => 0.049092784212929
718 => 0.049193499483432
719 => 0.049092734303443
720 => 0.048404017498455
721 => 0.048255289169991
722 => 0.048007402106614
723 => 0.048084232672872
724 => 0.047618132471805
725 => 0.048497759852434
726 => 0.048661026445529
727 => 0.049301145898315
728 => 0.049367605223418
729 => 0.051150328787897
730 => 0.050168434606034
731 => 0.050827173995893
801 => 0.050768250144568
802 => 0.04604883738321
803 => 0.046699130821994
804 => 0.047710783339419
805 => 0.047255035251581
806 => 0.046610714084008
807 => 0.046090390194877
808 => 0.045302046296995
809 => 0.046411625194461
810 => 0.047870603454068
811 => 0.049404607319762
812 => 0.051247612452479
813 => 0.050836275161801
814 => 0.049370153620774
815 => 0.049435922762102
816 => 0.049842481714588
817 => 0.049315950931342
818 => 0.049160666724261
819 => 0.049821148049087
820 => 0.049825696420977
821 => 0.049219859121481
822 => 0.048546581830147
823 => 0.048543760773713
824 => 0.048423957582807
825 => 0.050127462388622
826 => 0.051064217788058
827 => 0.051171615284947
828 => 0.051056989080819
829 => 0.051101104157436
830 => 0.050556026830501
831 => 0.051801911962215
901 => 0.052945259364344
902 => 0.052638817836519
903 => 0.052179418423079
904 => 0.0518134846626
905 => 0.052552615472092
906 => 0.052519703140645
907 => 0.052935273222221
908 => 0.052916420562872
909 => 0.052776679974819
910 => 0.052638822827095
911 => 0.053185410835155
912 => 0.053028002266768
913 => 0.052870349199398
914 => 0.05255415183731
915 => 0.0525971283103
916 => 0.052137808218645
917 => 0.051925305727189
918 => 0.048729778120452
919 => 0.047875828727055
920 => 0.04814449858996
921 => 0.048232951684839
922 => 0.047861311814466
923 => 0.048394147922131
924 => 0.048311105979164
925 => 0.048634173601335
926 => 0.048432334976968
927 => 0.048440618504516
928 => 0.049034182862246
929 => 0.049206497120498
930 => 0.049118856698005
1001 => 0.049180237045781
1002 => 0.05059472125327
1003 => 0.050393626831624
1004 => 0.050286799428085
1005 => 0.050316391348937
1006 => 0.050677822390833
1007 => 0.050779003349161
1008 => 0.050350292518867
1009 => 0.050552475024781
1010 => 0.051413342474186
1011 => 0.0517145973606
1012 => 0.052676058347484
1013 => 0.05226761263165
1014 => 0.053017332420181
1015 => 0.055321715451815
1016 => 0.057162616068661
1017 => 0.055469647782974
1018 => 0.058850227328532
1019 => 0.061482493420083
1020 => 0.061381462663221
1021 => 0.060922466184748
1022 => 0.057925701221931
1023 => 0.055168033423899
1024 => 0.057474939633713
1025 => 0.057480820412061
1026 => 0.057282655122744
1027 => 0.056051867530071
1028 => 0.057239826382406
1029 => 0.057334122242071
1030 => 0.057281341635952
1031 => 0.056337699674383
1101 => 0.054896932813255
1102 => 0.055178455209211
1103 => 0.055639594636688
1104 => 0.054766561496711
1105 => 0.054487574509545
1106 => 0.055006264398133
1107 => 0.056677591292491
1108 => 0.05636163662445
1109 => 0.056353385771195
1110 => 0.057705173826705
1111 => 0.05673758531308
1112 => 0.055182006108183
1113 => 0.054789201843378
1114 => 0.053395011327977
1115 => 0.0543579836829
1116 => 0.054392639343608
1117 => 0.053865229226155
1118 => 0.055224802532491
1119 => 0.055212273825125
1120 => 0.056502986333711
1121 => 0.058970343880646
1122 => 0.058240624842726
1123 => 0.057392040994831
1124 => 0.057484305587775
1125 => 0.058496220443952
1126 => 0.057884393622138
1127 => 0.05810441081307
1128 => 0.058495887421582
1129 => 0.058732074979315
1130 => 0.057450321832937
1201 => 0.057151483861177
1202 => 0.05654016624883
1203 => 0.056380684894552
1204 => 0.056878590334248
1205 => 0.056747409842147
1206 => 0.054389726669518
1207 => 0.054143335659953
1208 => 0.054150892120451
1209 => 0.053531330211646
1210 => 0.052586349588823
1211 => 0.055069702243742
1212 => 0.054870254271054
1213 => 0.054650079145253
1214 => 0.054677049341862
1215 => 0.055754988560732
1216 => 0.055129729376552
1217 => 0.056792083395659
1218 => 0.056450353384267
1219 => 0.056099859287547
1220 => 0.056051410327069
1221 => 0.055916500002583
1222 => 0.055453842302001
1223 => 0.05489515532713
1224 => 0.054526261793683
1225 => 0.050297594257379
1226 => 0.05108241035509
1227 => 0.051985269737267
1228 => 0.052296933178013
1229 => 0.051763811296164
1230 => 0.055474893203312
1231 => 0.056152943628623
]
'min_raw' => 0.023404013150677
'max_raw' => 0.061482493420083
'avg_raw' => 0.04244325328538
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.023404'
'max' => '$0.061482'
'avg' => '$0.042443'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00090742632620187
'max_diff' => -0.011087745500467
'year' => 2027
]
2 => [
'items' => [
101 => 0.054099084662221
102 => 0.053714891508116
103 => 0.055500080842534
104 => 0.05442339344336
105 => 0.054908225713281
106 => 0.053860283534783
107 => 0.0559896211368
108 => 0.055973399151889
109 => 0.055145038731433
110 => 0.055845163286435
111 => 0.055723499415784
112 => 0.054788282541252
113 => 0.056019269179839
114 => 0.056019879733854
115 => 0.055222600839274
116 => 0.054291553637197
117 => 0.054125104387819
118 => 0.053999707237723
119 => 0.054877385701343
120 => 0.055664309467395
121 => 0.057128579501072
122 => 0.057496731777736
123 => 0.058933654622842
124 => 0.058078037031085
125 => 0.058457321227408
126 => 0.058869087875542
127 => 0.059066503948875
128 => 0.05874482505131
129 => 0.060976957690798
130 => 0.061165418076348
131 => 0.061228607213447
201 => 0.060475944646364
202 => 0.061144485168801
203 => 0.060831697198087
204 => 0.061645484602882
205 => 0.061773096858913
206 => 0.061665013817993
207 => 0.061705519962279
208 => 0.059800788529657
209 => 0.059702018156617
210 => 0.058355277111787
211 => 0.058904084042162
212 => 0.057878115790826
213 => 0.058203460891969
214 => 0.058346869912551
215 => 0.058271961178589
216 => 0.058935112762582
217 => 0.05837129844327
218 => 0.056883299754949
219 => 0.05539489566238
220 => 0.055376209961425
221 => 0.054984339436366
222 => 0.054701088821415
223 => 0.05475565293871
224 => 0.054947944004968
225 => 0.054689912515078
226 => 0.054744976615975
227 => 0.055659407581041
228 => 0.055842790189661
229 => 0.055219584433358
301 => 0.052717323393638
302 => 0.052103262258044
303 => 0.052544637224947
304 => 0.052333688418956
305 => 0.042237371031011
306 => 0.044609351040516
307 => 0.043200001063698
308 => 0.04384949437409
309 => 0.042410912997166
310 => 0.043097479432744
311 => 0.042970695681485
312 => 0.046784769344778
313 => 0.046725217830612
314 => 0.046753721989047
315 => 0.045393144239753
316 => 0.04756058153809
317 => 0.048628339089776
318 => 0.048430725584406
319 => 0.048480460646291
320 => 0.047625847502951
321 => 0.046761996512367
322 => 0.045803852818095
323 => 0.047583965371912
324 => 0.047386047243462
325 => 0.047840000221431
326 => 0.048994530457655
327 => 0.049164539420573
328 => 0.049393033190795
329 => 0.049311134439465
330 => 0.051262294961729
331 => 0.051025996548311
401 => 0.051595407736955
402 => 0.050424085720584
403 => 0.049098623676154
404 => 0.049350550678181
405 => 0.049326288082017
406 => 0.049017397385535
407 => 0.048738544676187
408 => 0.048274333481386
409 => 0.049743166392065
410 => 0.049683534458296
411 => 0.050648906151487
412 => 0.050478267327595
413 => 0.049338699499242
414 => 0.049379399387168
415 => 0.049653125693173
416 => 0.050600495563608
417 => 0.050881739443012
418 => 0.050751456072441
419 => 0.051059827146938
420 => 0.051303551070918
421 => 0.05109043511935
422 => 0.054107707571783
423 => 0.052854725686031
424 => 0.053465420338955
425 => 0.053611067415255
426 => 0.05323799549194
427 => 0.053318901433403
428 => 0.05344145188917
429 => 0.054185554258749
430 => 0.056138294184281
501 => 0.057003149404548
502 => 0.059605109005928
503 => 0.056931335217871
504 => 0.056772684546463
505 => 0.057241376042324
506 => 0.05876900177373
507 => 0.060006998946445
508 => 0.060417714030405
509 => 0.060471996808918
510 => 0.061242525610249
511 => 0.061684178349661
512 => 0.061148963146848
513 => 0.060695424301832
514 => 0.059070904454297
515 => 0.05925894705007
516 => 0.060554374062075
517 => 0.062384241016802
518 => 0.063954457229166
519 => 0.063404622239156
520 => 0.06759947508992
521 => 0.068015377615636
522 => 0.067957913334321
523 => 0.068905401182496
524 => 0.067024830756413
525 => 0.066220850464926
526 => 0.060793484548009
527 => 0.062318352991284
528 => 0.064534838825968
529 => 0.064241478614352
530 => 0.062631807354368
531 => 0.063953236149172
601 => 0.063516330464711
602 => 0.063171724824143
603 => 0.064750430068676
604 => 0.063014578802675
605 => 0.064517522381732
606 => 0.062589981695631
607 => 0.063407133839076
608 => 0.062943278761255
609 => 0.063243449844545
610 => 0.061488655825132
611 => 0.06243550008279
612 => 0.061449263991078
613 => 0.061448796386759
614 => 0.061427025170372
615 => 0.062587327558631
616 => 0.062625164977856
617 => 0.061767699759813
618 => 0.061644125625769
619 => 0.062101043967156
620 => 0.061566112256495
621 => 0.061816403437093
622 => 0.061573693321379
623 => 0.061519054162075
624 => 0.061083680044652
625 => 0.060896108904006
626 => 0.060969660381366
627 => 0.06071859127075
628 => 0.060567313050037
629 => 0.061396932124655
630 => 0.060953700119824
701 => 0.061329000463073
702 => 0.060901298355262
703 => 0.059418696508651
704 => 0.058566036508435
705 => 0.055765539057452
706 => 0.056559756660545
707 => 0.057086323753073
708 => 0.056912293332133
709 => 0.057286178017144
710 => 0.057309131500238
711 => 0.057187577777838
712 => 0.057046834139295
713 => 0.056978327919663
714 => 0.057488917154702
715 => 0.057785331391286
716 => 0.057139171805367
717 => 0.056987785655119
718 => 0.057641088671932
719 => 0.058039603134787
720 => 0.060982010022575
721 => 0.060764027016479
722 => 0.061311121584776
723 => 0.061249527132236
724 => 0.061822969398812
725 => 0.062760305149878
726 => 0.060854439484762
727 => 0.06118523186435
728 => 0.061104129211986
729 => 0.061989586704232
730 => 0.061992351005872
731 => 0.061461475007389
801 => 0.061749271498646
802 => 0.06158863139251
803 => 0.06187892977611
804 => 0.060761115720535
805 => 0.062122492579655
806 => 0.062894305533589
807 => 0.062905022157203
808 => 0.063270855371882
809 => 0.063642563105626
810 => 0.064356023731627
811 => 0.063622665075998
812 => 0.062303424245548
813 => 0.062398669172384
814 => 0.061625198756182
815 => 0.061638200933618
816 => 0.06156879429147
817 => 0.061777088849244
818 => 0.060806824662547
819 => 0.061034543727828
820 => 0.060715735702913
821 => 0.061184538837966
822 => 0.060680184160584
823 => 0.061104090101832
824 => 0.06128703385337
825 => 0.061962100235043
826 => 0.060580476307131
827 => 0.057763251590401
828 => 0.058355466381405
829 => 0.057479534188042
830 => 0.057560605047446
831 => 0.057724381085776
901 => 0.057193529361365
902 => 0.057294799141322
903 => 0.057291181072157
904 => 0.057260002506736
905 => 0.057121907470751
906 => 0.056921642347302
907 => 0.057719436960769
908 => 0.057854997811646
909 => 0.058156332790708
910 => 0.059052901290928
911 => 0.058963312955215
912 => 0.059109435247747
913 => 0.058790451103591
914 => 0.057575401807025
915 => 0.057641384829607
916 => 0.056818575480703
917 => 0.058135291705729
918 => 0.057823475923838
919 => 0.057622446260771
920 => 0.057567593454677
921 => 0.058466384374793
922 => 0.058735316704913
923 => 0.058567736124159
924 => 0.058224023463927
925 => 0.058884053381099
926 => 0.059060649542508
927 => 0.059100182910431
928 => 0.060269629375476
929 => 0.059165541976897
930 => 0.05943130678742
1001 => 0.061504727973209
1002 => 0.059624421070264
1003 => 0.060620461572602
1004 => 0.060571710573157
1005 => 0.06108125118998
1006 => 0.060529913370201
1007 => 0.06053674786325
1008 => 0.060989185411717
1009 => 0.060353818472436
1010 => 0.060196492683085
1011 => 0.059979148231885
1012 => 0.060453711889693
1013 => 0.060738191339881
1014 => 0.063030886781262
1015 => 0.064512072596008
1016 => 0.06444777041344
1017 => 0.065035371993468
1018 => 0.064770652099852
1019 => 0.063915801733786
1020 => 0.065374927070765
1021 => 0.064913198761747
1022 => 0.064951263082543
1023 => 0.064949846326622
1024 => 0.065256855287129
1025 => 0.065039311301652
1026 => 0.064610509775844
1027 => 0.064895168240004
1028 => 0.065740502111298
1029 => 0.068364444385804
1030 => 0.069832837245229
1031 => 0.068276045291898
1101 => 0.069349899535031
1102 => 0.068705969642541
1103 => 0.068588948425821
1104 => 0.069263408247714
1105 => 0.069939048622241
1106 => 0.069896013251257
1107 => 0.069405533033867
1108 => 0.069128473204539
1109 => 0.071226463054067
1110 => 0.072772226236874
1111 => 0.072666815550734
1112 => 0.073132064037963
1113 => 0.07449804798606
1114 => 0.074622936439206
1115 => 0.074607203364638
1116 => 0.074297654302754
1117 => 0.075642642895086
1118 => 0.076764656041632
1119 => 0.07422600263866
1120 => 0.075192688621099
1121 => 0.075626665103292
1122 => 0.076263871334173
1123 => 0.077338945053834
1124 => 0.078506760262606
1125 => 0.078671902137568
1126 => 0.078554726074516
1127 => 0.077784520551773
1128 => 0.079062357888144
1129 => 0.079810885030818
1130 => 0.08025661581454
1201 => 0.081386914919531
1202 => 0.075629345194303
1203 => 0.071553851173004
1204 => 0.070917403930731
1205 => 0.072211644424945
1206 => 0.072552925321895
1207 => 0.072415355420264
1208 => 0.067828016371586
1209 => 0.070893252540012
1210 => 0.07419118892486
1211 => 0.074317876092671
1212 => 0.075968892003523
1213 => 0.076506530461526
1214 => 0.077835814673365
1215 => 0.077752667583989
1216 => 0.07807632713604
1217 => 0.078001923410026
1218 => 0.080464142498643
1219 => 0.08318033579646
1220 => 0.083086282659522
1221 => 0.082695797736421
1222 => 0.0832757344348
1223 => 0.086079137003111
1224 => 0.085821044618231
1225 => 0.086071759385885
1226 => 0.089377129006768
1227 => 0.093674579697263
1228 => 0.091677982394533
1229 => 0.096010024036059
1230 => 0.09873681461774
1231 => 0.10345251697335
]
'min_raw' => 0.042237371031011
'max_raw' => 0.10345251697335
'avg_raw' => 0.072844944002179
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.042237'
'max' => '$0.103452'
'avg' => '$0.072844'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.018833357880334
'max_diff' => 0.041970023553265
'year' => 2028
]
3 => [
'items' => [
101 => 0.1028620878131
102 => 0.10469787613472
103 => 0.10180509638998
104 => 0.09516268936881
105 => 0.094111503031598
106 => 0.096216004698975
107 => 0.10138971669395
108 => 0.096053066096575
109 => 0.097132663561956
110 => 0.096821739419298
111 => 0.096805171593078
112 => 0.097437498133665
113 => 0.096520275506609
114 => 0.092783345518782
115 => 0.094495958510336
116 => 0.093834636387866
117 => 0.094568422587577
118 => 0.098528364070967
119 => 0.096777579547946
120 => 0.094933270275128
121 => 0.097246443388233
122 => 0.10019190765374
123 => 0.10000758579351
124 => 0.099649924344107
125 => 0.10166604320784
126 => 0.10499608090331
127 => 0.10589617671123
128 => 0.10656060903498
129 => 0.10665222302675
130 => 0.10759590407975
131 => 0.10252149321951
201 => 0.11057471357483
202 => 0.11196528226447
203 => 0.11170391298398
204 => 0.11324947155844
205 => 0.1127947290188
206 => 0.11213587842578
207 => 0.11458591751603
208 => 0.11177714540701
209 => 0.10779044701284
210 => 0.10560326542584
211 => 0.1084835225745
212 => 0.11024239510807
213 => 0.11140489796746
214 => 0.1117566706303
215 => 0.10291540528959
216 => 0.098150453630007
217 => 0.10120473301352
218 => 0.10493116465651
219 => 0.10250079270358
220 => 0.10259605868283
221 => 0.099130986968467
222 => 0.10523774661604
223 => 0.10434804310132
224 => 0.10896382650954
225 => 0.10786223275519
226 => 0.11162622494091
227 => 0.1106350396533
228 => 0.11474939436577
301 => 0.11639072185228
302 => 0.11914676615435
303 => 0.12117412356208
304 => 0.12236462660906
305 => 0.12229315327159
306 => 0.12701051945
307 => 0.12422885342681
308 => 0.12073442531334
309 => 0.12067122213355
310 => 0.12248103596994
311 => 0.12627390927285
312 => 0.12725734613623
313 => 0.12780695317994
314 => 0.12696521086054
315 => 0.12394591175617
316 => 0.1226421937111
317 => 0.12375299925785
318 => 0.12239457952678
319 => 0.12473959308786
320 => 0.12795979757509
321 => 0.12729483808255
322 => 0.12951769796983
323 => 0.13181812410148
324 => 0.13510783678835
325 => 0.13596788950241
326 => 0.13738952393387
327 => 0.13885285274642
328 => 0.1393228345232
329 => 0.14022017556184
330 => 0.14021544613163
331 => 0.1429196437496
401 => 0.14590245746425
402 => 0.14702840058924
403 => 0.14961744472027
404 => 0.1451837973768
405 => 0.1485467698169
406 => 0.15158025513852
407 => 0.14796360888216
408 => 0.15294831317605
409 => 0.1531418579482
410 => 0.15606415422071
411 => 0.1531018471043
412 => 0.15134283859459
413 => 0.15642103025293
414 => 0.15887820723486
415 => 0.15813808553074
416 => 0.15250572281801
417 => 0.1492274461358
418 => 0.14064756372611
419 => 0.15081080506372
420 => 0.15576102345346
421 => 0.15249290294826
422 => 0.15414115283587
423 => 0.16313346977581
424 => 0.16655716185714
425 => 0.16584505783764
426 => 0.1659653916947
427 => 0.16781275379738
428 => 0.17600497472154
429 => 0.17109600604959
430 => 0.17484872866375
501 => 0.17683915920685
502 => 0.17868798202319
503 => 0.17414785751272
504 => 0.16824122223229
505 => 0.16637034289529
506 => 0.15216795277164
507 => 0.15142865668785
508 => 0.15101366739305
509 => 0.14839721859077
510 => 0.14634140653781
511 => 0.1447065484659
512 => 0.14041619267524
513 => 0.14186406180987
514 => 0.13502613014642
515 => 0.13940079650328
516 => 0.12848729246077
517 => 0.1375763829239
518 => 0.13262960421505
519 => 0.13595123307485
520 => 0.13593964422468
521 => 0.12982347237039
522 => 0.12629579208609
523 => 0.12854376726262
524 => 0.13095377509635
525 => 0.13134479075913
526 => 0.1344694288232
527 => 0.13534144814301
528 => 0.13269918889329
529 => 0.12826113434707
530 => 0.12929199319691
531 => 0.1262749017644
601 => 0.12098756507967
602 => 0.12478502259468
603 => 0.12608164155273
604 => 0.12665430235136
605 => 0.12145481397664
606 => 0.11982102184292
607 => 0.11895120461977
608 => 0.12758994569027
609 => 0.12806319542697
610 => 0.12564198286326
611 => 0.13658609324003
612 => 0.13410910400205
613 => 0.13687650785798
614 => 0.12919845356124
615 => 0.12949176557524
616 => 0.12585685162489
617 => 0.12789216055205
618 => 0.1264536698034
619 => 0.12772772770405
620 => 0.12849139275656
621 => 0.1321257102533
622 => 0.13761788099182
623 => 0.1315828644131
624 => 0.12895332126672
625 => 0.13058467504562
626 => 0.13492918513612
627 => 0.14151134031461
628 => 0.13761457197073
629 => 0.13934389159033
630 => 0.13972167099514
701 => 0.13684833828456
702 => 0.14161728419013
703 => 0.14417300104378
704 => 0.14679463770453
705 => 0.14907093136047
706 => 0.1457474983712
707 => 0.14930404806512
708 => 0.14643809682735
709 => 0.14386704229048
710 => 0.14387094151893
711 => 0.14225808145084
712 => 0.13913296183546
713 => 0.13855664183045
714 => 0.14155473127772
715 => 0.1439589150943
716 => 0.1441569351887
717 => 0.14548801488098
718 => 0.14627573413166
719 => 0.15399645364074
720 => 0.15710179089644
721 => 0.16089893851167
722 => 0.16237814150332
723 => 0.16683001218456
724 => 0.1632347650462
725 => 0.16245691071265
726 => 0.15165812863577
727 => 0.1534264285959
728 => 0.15625764744764
729 => 0.15170481439183
730 => 0.15459253904803
731 => 0.15516263706553
801 => 0.15155011086676
802 => 0.15347971719757
803 => 0.14835525487135
804 => 0.137729580267
805 => 0.14162911360348
806 => 0.14450048270786
807 => 0.14040268495865
808 => 0.14774782881743
809 => 0.14345694740968
810 => 0.14209694400205
811 => 0.13679108583268
812 => 0.13929524664741
813 => 0.14268216000547
814 => 0.14058944132113
815 => 0.14493214681443
816 => 0.15108257595018
817 => 0.15546573801671
818 => 0.15580222277424
819 => 0.15298414321451
820 => 0.15750013369372
821 => 0.15753302775414
822 => 0.15243897204523
823 => 0.14931889128735
824 => 0.14861000237445
825 => 0.15038094586473
826 => 0.15253119819613
827 => 0.15592154681364
828 => 0.15797026347729
829 => 0.16331222998074
830 => 0.1647576129504
831 => 0.16634565062131
901 => 0.16846775868233
902 => 0.17101589350692
903 => 0.16544071957611
904 => 0.1656622316298
905 => 0.16047070685897
906 => 0.15492281810137
907 => 0.15913297411429
908 => 0.1646371930476
909 => 0.16337451914268
910 => 0.16323244253429
911 => 0.16347137598084
912 => 0.1625193610916
913 => 0.1582134330309
914 => 0.15605102291535
915 => 0.15884108365406
916 => 0.16032387676537
917 => 0.16262355956786
918 => 0.16234007512204
919 => 0.16826381105336
920 => 0.17056559571179
921 => 0.16997670069725
922 => 0.17008507155248
923 => 0.174252342729
924 => 0.17888720534199
925 => 0.18322836580304
926 => 0.1876443806812
927 => 0.18232070238558
928 => 0.1796176668659
929 => 0.18240650955138
930 => 0.18092671036666
1001 => 0.18943007541899
1002 => 0.19001882996573
1003 => 0.19852158012798
1004 => 0.20659170252062
1005 => 0.20152300323706
1006 => 0.20630255836222
1007 => 0.21147203691293
1008 => 0.22144479975492
1009 => 0.21808632407576
1010 => 0.21551378433956
1011 => 0.21308274671926
1012 => 0.21814135009074
1013 => 0.22464916251499
1014 => 0.22605088298012
1015 => 0.22832220563206
1016 => 0.22593418758766
1017 => 0.22881029229058
1018 => 0.23896420571632
1019 => 0.23622052867761
1020 => 0.23232406621455
1021 => 0.24033960567196
1022 => 0.24324039824197
1023 => 0.26359967965521
1024 => 0.28930411343938
1025 => 0.27866230906832
1026 => 0.27205659768632
1027 => 0.27360909655066
1028 => 0.28299548561864
1029 => 0.28601009587818
1030 => 0.27781534599428
1031 => 0.28070987019072
1101 => 0.29665898309646
1102 => 0.30521517046158
1103 => 0.29359471877047
1104 => 0.2615343534285
1105 => 0.23197323240187
1106 => 0.23981417285276
1107 => 0.23892525353834
1108 => 0.2560605856632
1109 => 0.23615509288763
1110 => 0.23649025033549
1111 => 0.25397992298206
1112 => 0.24931397816885
1113 => 0.24175574514051
1114 => 0.23202841586742
1115 => 0.21404654803705
1116 => 0.19811950623821
1117 => 0.2293561029844
1118 => 0.22800912413264
1119 => 0.22605849914421
1120 => 0.23039940397629
1121 => 0.25147760565358
1122 => 0.25099168488143
1123 => 0.24790050484802
1124 => 0.25024513765895
1125 => 0.24134471967263
1126 => 0.24363856004645
1127 => 0.23196854976927
1128 => 0.23724388179724
1129 => 0.24173952856701
1130 => 0.24264209621523
1201 => 0.24467562721292
1202 => 0.22729932748495
1203 => 0.23510077592145
1204 => 0.23968339598103
1205 => 0.21897895183471
1206 => 0.23927413569012
1207 => 0.22699684476547
1208 => 0.22282974782692
1209 => 0.2284401948814
1210 => 0.22625379820793
1211 => 0.2243740627376
1212 => 0.2233251380472
1213 => 0.22744483116157
1214 => 0.22725264255368
1215 => 0.2205120250206
1216 => 0.21171916423142
1217 => 0.21467033692809
1218 => 0.21359814822
1219 => 0.20971239802678
1220 => 0.21233092448974
1221 => 0.20080025915279
1222 => 0.18096234875238
1223 => 0.19406788001452
1224 => 0.193563331317
1225 => 0.19330891498425
1226 => 0.20315735951747
1227 => 0.20221065881787
1228 => 0.20049238777799
1229 => 0.20968084063165
1230 => 0.20632693173793
1231 => 0.21666288866806
]
'min_raw' => 0.092783345518782
'max_raw' => 0.30521517046158
'avg_raw' => 0.19899925799018
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.092783'
'max' => '$0.305215'
'avg' => '$0.198999'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.050545974487771
'max_diff' => 0.20176265348824
'year' => 2029
]
4 => [
'items' => [
101 => 0.22347081839002
102 => 0.22174410719907
103 => 0.22814699800816
104 => 0.21473832598649
105 => 0.21919214896954
106 => 0.22011007571361
107 => 0.20956745654972
108 => 0.20236555076037
109 => 0.20188526575196
110 => 0.18939815359697
111 => 0.19606866811772
112 => 0.20193844485133
113 => 0.199127277309
114 => 0.19823734564634
115 => 0.20278381350824
116 => 0.20313711299897
117 => 0.19508184716925
118 => 0.19675679201235
119 => 0.20374159044445
120 => 0.196580793013
121 => 0.18266853331333
122 => 0.17921810055577
123 => 0.17875774922182
124 => 0.16939990192605
125 => 0.17944867497151
126 => 0.17506211624679
127 => 0.18891920269915
128 => 0.18100410923461
129 => 0.18066290537505
130 => 0.1801471256976
131 => 0.17209243996233
201 => 0.17385590423637
202 => 0.17971792806648
203 => 0.18180956420949
204 => 0.1815913894235
205 => 0.17968920095169
206 => 0.18056001309331
207 => 0.17775482377411
208 => 0.17676425304054
209 => 0.17363773932743
210 => 0.16904262789062
211 => 0.16968160631937
212 => 0.16057748818674
213 => 0.15561708143596
214 => 0.15424410622446
215 => 0.15240810639105
216 => 0.15445148729105
217 => 0.16055169736394
218 => 0.15319354978427
219 => 0.14057852187297
220 => 0.1413367065454
221 => 0.1430401223973
222 => 0.13986581822651
223 => 0.136861605728
224 => 0.13947352475599
225 => 0.134128371129
226 => 0.14368605867635
227 => 0.14342755001331
228 => 0.14699006488753
301 => 0.14921777854854
302 => 0.14408361979077
303 => 0.14279239274743
304 => 0.14352793435431
305 => 0.1313710700317
306 => 0.14599658971348
307 => 0.14612307181502
308 => 0.14504005527208
309 => 0.15282769299036
310 => 0.16926203760106
311 => 0.16307877608853
312 => 0.16068443034081
313 => 0.15613277732415
314 => 0.16219758471844
315 => 0.16173190213629
316 => 0.15962590889494
317 => 0.15835219761148
318 => 0.16069904970539
319 => 0.15806139666558
320 => 0.15758760170177
321 => 0.1547169197151
322 => 0.15369221685357
323 => 0.15293356764949
324 => 0.15209836941913
325 => 0.15394060859688
326 => 0.14976585225335
327 => 0.14473150535946
328 => 0.14431295388762
329 => 0.14546861130079
330 => 0.14495731892404
331 => 0.14431050601643
401 => 0.14307556402679
402 => 0.14270918311883
403 => 0.14389974332697
404 => 0.14255567026595
405 => 0.14453892328293
406 => 0.14399958820071
407 => 0.14098690627375
408 => 0.13723198915505
409 => 0.13719856251649
410 => 0.13638957178257
411 => 0.13535920045034
412 => 0.13507257471742
413 => 0.13925355622069
414 => 0.1479080628062
415 => 0.14620897607867
416 => 0.14743674036872
417 => 0.15347612551279
418 => 0.15539586443944
419 => 0.15403327922081
420 => 0.15216808853295
421 => 0.15225014745722
422 => 0.15862406866923
423 => 0.15902160231682
424 => 0.16002604159504
425 => 0.16131702992207
426 => 0.15425314011529
427 => 0.15191743888256
428 => 0.15081065405873
429 => 0.14740218518094
430 => 0.1510779266456
501 => 0.14893622950508
502 => 0.14922521762013
503 => 0.14903701373109
504 => 0.1491397857808
505 => 0.1436833871079
506 => 0.14567141200443
507 => 0.14236593503017
508 => 0.13794027241885
509 => 0.13792543604594
510 => 0.13900861070023
511 => 0.13836429603123
512 => 0.13663046182379
513 => 0.13687674478949
514 => 0.13471904685885
515 => 0.13713872838466
516 => 0.13720811619278
517 => 0.1362764070044
518 => 0.14000426024661
519 => 0.14153156476158
520 => 0.14091829381464
521 => 0.14148853603709
522 => 0.14627958080312
523 => 0.14706073014792
524 => 0.14740766508705
525 => 0.14694281822869
526 => 0.14157610754036
527 => 0.14181414398041
528 => 0.14006759052303
529 => 0.13859193689882
530 => 0.138650955305
531 => 0.13940963308939
601 => 0.14272282346968
602 => 0.14969523730177
603 => 0.14995983530993
604 => 0.15028053581468
605 => 0.14897608569068
606 => 0.14858265105137
607 => 0.14910169289471
608 => 0.15172016493794
609 => 0.15845558594135
610 => 0.1560748383151
611 => 0.15413925343642
612 => 0.15583728320496
613 => 0.15557588483169
614 => 0.15336941949927
615 => 0.15330749136625
616 => 0.14907257894369
617 => 0.14750702824536
618 => 0.1461987369024
619 => 0.14477011690969
620 => 0.14392318309024
621 => 0.14522445836146
622 => 0.14552207541222
623 => 0.14267681428931
624 => 0.14228901571186
625 => 0.14461251736405
626 => 0.1435900309158
627 => 0.14464168358427
628 => 0.14488567602427
629 => 0.14484638762181
630 => 0.14377879433801
701 => 0.14445924646101
702 => 0.14284977433756
703 => 0.14109971513821
704 => 0.13998328640156
705 => 0.13900905425605
706 => 0.13954961487309
707 => 0.13762261497584
708 => 0.13700612892586
709 => 0.14422872459239
710 => 0.14956413366725
711 => 0.14948655470625
712 => 0.14901431273284
713 => 0.14831265695113
714 => 0.15166883444716
715 => 0.15049960931643
716 => 0.15135031829107
717 => 0.15156685942926
718 => 0.15222226423653
719 => 0.15245651512119
720 => 0.15174844625006
721 => 0.14937208063523
722 => 0.14345040346114
723 => 0.14069384675133
724 => 0.13978413712302
725 => 0.13981720334022
726 => 0.13890508945562
727 => 0.13917374787271
728 => 0.13881166102203
729 => 0.13812595612506
730 => 0.13950727452796
731 => 0.13966645860603
801 => 0.13934404238526
802 => 0.13941998307689
803 => 0.13675051447473
804 => 0.13695346837477
805 => 0.13582339526921
806 => 0.13561152018515
807 => 0.13275479378101
808 => 0.12769368886695
809 => 0.13049803228268
810 => 0.12711077978684
811 => 0.12582797594141
812 => 0.13190056982873
813 => 0.13129104982998
814 => 0.13024781654409
815 => 0.1287046570854
816 => 0.12813228423128
817 => 0.12465472796087
818 => 0.12444925538437
819 => 0.1261728261739
820 => 0.12537745755899
821 => 0.12426045879399
822 => 0.12021480249552
823 => 0.11566614534528
824 => 0.11580344071281
825 => 0.11725028392152
826 => 0.12145717568426
827 => 0.11981347029259
828 => 0.11862094317159
829 => 0.11839761868906
830 => 0.1211929921494
831 => 0.12514903124461
901 => 0.12700511627671
902 => 0.12516579238004
903 => 0.12305287612379
904 => 0.123181479546
905 => 0.12403702049859
906 => 0.12412692575601
907 => 0.12275163448449
908 => 0.12313877092161
909 => 0.12255067527313
910 => 0.11894153336395
911 => 0.11887625543152
912 => 0.11799051380173
913 => 0.1179636938972
914 => 0.11645682642632
915 => 0.11624600525067
916 => 0.11325402842692
917 => 0.11522335663285
918 => 0.11390243466669
919 => 0.11191149368969
920 => 0.11156825471482
921 => 0.11155793653676
922 => 0.11360218775389
923 => 0.11519946836716
924 => 0.11392541266982
925 => 0.11363533488407
926 => 0.11673260673052
927 => 0.1163384506558
928 => 0.11599711403713
929 => 0.12479481133385
930 => 0.11783074743061
1001 => 0.11479401807393
1002 => 0.11103548883577
1003 => 0.11225928490786
1004 => 0.11251715672156
1005 => 0.1034785714296
1006 => 0.099811618502333
1007 => 0.098553258443902
1008 => 0.097829054439675
1009 => 0.098159083298383
1010 => 0.094858395573166
1011 => 0.097076512312848
1012 => 0.094218395742998
1013 => 0.093739223198947
1014 => 0.09884988967854
1015 => 0.099561009063095
1016 => 0.096527152841108
1017 => 0.098475379672331
1018 => 0.097768925540951
1019 => 0.094267389948296
1020 => 0.094133657044209
1021 => 0.092376709568742
1022 => 0.089627426981706
1023 => 0.088370931066331
1024 => 0.087716537084205
1025 => 0.087986552795115
1026 => 0.087850024589062
1027 => 0.08695908569333
1028 => 0.087901092163669
1029 => 0.085494654895899
1030 => 0.08453639218589
1031 => 0.084103567151305
1101 => 0.081967715566798
1102 => 0.08536680525526
1103 => 0.08603646874449
1104 => 0.086707451677664
1105 => 0.092547900011439
1106 => 0.092256127717619
1107 => 0.094893607154879
1108 => 0.094791119553961
1109 => 0.09403886769412
1110 => 0.090865240836877
1111 => 0.092130191937715
1112 => 0.088236869066383
1113 => 0.091154011281806
1114 => 0.089822749397459
1115 => 0.090703910299579
1116 => 0.089119503546491
1117 => 0.089996379662202
1118 => 0.086195270800665
1119 => 0.082645848828806
1120 => 0.084074239844369
1121 => 0.085627064234612
1122 => 0.088993983164955
1123 => 0.08698867402652
1124 => 0.087709859021835
1125 => 0.085294010012441
1126 => 0.080309423452908
1127 => 0.080337635671511
1128 => 0.079570865624448
1129 => 0.078908264353525
1130 => 0.087219007903746
1201 => 0.086185435569862
1202 => 0.084538573326422
1203 => 0.086742963882971
1204 => 0.087325839734505
1205 => 0.087342433390571
1206 => 0.088950699837074
1207 => 0.08980903192787
1208 => 0.089960316679097
1209 => 0.092490958681565
1210 => 0.093339196500817
1211 => 0.096832968031208
1212 => 0.089736208446799
1213 => 0.08959005535331
1214 => 0.086773984178742
1215 => 0.084987987319508
1216 => 0.086896272911681
1217 => 0.088586753439386
1218 => 0.086826512120934
1219 => 0.087056362476402
1220 => 0.08469338232338
1221 => 0.085538036539535
1222 => 0.086265566537698
1223 => 0.085863867234949
1224 => 0.085262503936268
1225 => 0.0884481533141
1226 => 0.088268406491542
1227 => 0.091234956429943
1228 => 0.093547594246947
1229 => 0.097692254648478
1230 => 0.093367085453447
1231 => 0.09320945909699
]
'min_raw' => 0.078908264353525
'max_raw' => 0.22814699800816
'avg_raw' => 0.15352763118084
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0789082'
'max' => '$0.228146'
'avg' => '$0.153527'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.013875081165256
'max_diff' => -0.077068172453429
'year' => 2030
]
5 => [
'items' => [
101 => 0.094750282015424
102 => 0.093338960608857
103 => 0.094230867020648
104 => 0.097548554736719
105 => 0.097618652250216
106 => 0.0964444285836
107 => 0.096372976966773
108 => 0.096598499466546
109 => 0.097919391791783
110 => 0.097457831426424
111 => 0.097991960766496
112 => 0.098659897685135
113 => 0.10142276798001
114 => 0.10208888665445
115 => 0.10047056361849
116 => 0.10061668006905
117 => 0.10001138282964
118 => 0.099426673280722
119 => 0.10074101495671
120 => 0.10314300020304
121 => 0.10312805757749
122 => 0.10368527146671
123 => 0.10403241110349
124 => 0.10254223366069
125 => 0.10157218294077
126 => 0.10194416211272
127 => 0.10253896490932
128 => 0.10175127558233
129 => 0.096889292163006
130 => 0.098364107347727
131 => 0.098118625986212
201 => 0.09776903067586
202 => 0.099251968748505
203 => 0.099108935753747
204 => 0.094824542249808
205 => 0.095098815221249
206 => 0.094841221697621
207 => 0.095673559071139
208 => 0.093294011659188
209 => 0.094025944416608
210 => 0.094485005780618
211 => 0.094755396450696
212 => 0.095732232959634
213 => 0.095617612469915
214 => 0.095725107989058
215 => 0.097173498656537
216 => 0.10449896162499
217 => 0.10489767041164
218 => 0.10293428252528
219 => 0.10371861725977
220 => 0.10221286608471
221 => 0.10322368693618
222 => 0.10391526489069
223 => 0.10079015709705
224 => 0.10060510849529
225 => 0.09909314254951
226 => 0.099905587406645
227 => 0.098612929222091
228 => 0.098930102325317
301 => 0.098043258678043
302 => 0.099639400674327
303 => 0.10142413544156
304 => 0.10187502992508
305 => 0.10068892066123
306 => 0.099830099385793
307 => 0.098322292139442
308 => 0.1008298091938
309 => 0.10156308359569
310 => 0.10082595761553
311 => 0.10065514941941
312 => 0.1003314681964
313 => 0.10072381992101
314 => 0.10155909002582
315 => 0.10116519206941
316 => 0.10142536860921
317 => 0.10043384393238
318 => 0.10254272697143
319 => 0.10589214076779
320 => 0.10590290968083
321 => 0.10550900960116
322 => 0.10534783417526
323 => 0.10575199956086
324 => 0.10597124270281
325 => 0.10727823944857
326 => 0.10868069902982
327 => 0.11522536595445
328 => 0.11338764967092
329 => 0.11919446751043
330 => 0.12378690650055
331 => 0.12516397815067
401 => 0.12389713702879
402 => 0.11956334198424
403 => 0.1193507053239
404 => 0.12582722480152
405 => 0.12399731140571
406 => 0.12377964903001
407 => 0.121464089099
408 => 0.1228328718059
409 => 0.12253349894907
410 => 0.12206092424874
411 => 0.12467246630329
412 => 0.12956103989544
413 => 0.12879910985635
414 => 0.12823036442709
415 => 0.12573828751537
416 => 0.12723907444175
417 => 0.12670467296295
418 => 0.12900080085546
419 => 0.1276406255574
420 => 0.12398344801197
421 => 0.12456586559029
422 => 0.12447783434499
423 => 0.12628951113535
424 => 0.12574569073146
425 => 0.12437164468313
426 => 0.12954433128236
427 => 0.1292084457866
428 => 0.12968465462547
429 => 0.12989429648359
430 => 0.13304281966359
501 => 0.13433266886892
502 => 0.13462548722053
503 => 0.13585074420508
504 => 0.13459500171057
505 => 0.13961886701784
506 => 0.14295944429652
507 => 0.14683969671023
508 => 0.15250978840019
509 => 0.15464179532689
510 => 0.15425666735844
511 => 0.15855566616591
512 => 0.16628087146155
513 => 0.15581815222076
514 => 0.16683542098677
515 => 0.16334748089594
516 => 0.15507763768593
517 => 0.15454515727825
518 => 0.16014559111493
519 => 0.17256681434288
520 => 0.16945543880463
521 => 0.17257190343864
522 => 0.1689363819023
523 => 0.16875584761544
524 => 0.17239533427226
525 => 0.18089919322401
526 => 0.17685932859842
527 => 0.17106719204219
528 => 0.17534401553968
529 => 0.17163903522482
530 => 0.16329067761675
531 => 0.16945305959439
601 => 0.16533245026047
602 => 0.16653506312775
603 => 0.17519597105326
604 => 0.17415386769774
605 => 0.17550244593596
606 => 0.17312224064395
607 => 0.17089875357729
608 => 0.16674844984906
609 => 0.16551974952263
610 => 0.16585931808885
611 => 0.16551958124931
612 => 0.16319752445662
613 => 0.16269607651333
614 => 0.16186030797223
615 => 0.16211934759051
616 => 0.16054785822053
617 => 0.16351358334795
618 => 0.16406404806547
619 => 0.16622225549226
620 => 0.16644632774688
621 => 0.17245690471031
622 => 0.1691463799225
623 => 0.17136736576712
624 => 0.17116869988845
625 => 0.15525687026465
626 => 0.15744937999555
627 => 0.16086023708937
628 => 0.15932365059191
629 => 0.15715127679037
630 => 0.15539696847031
701 => 0.15273901197819
702 => 0.15648003469932
703 => 0.16139908176419
704 => 0.16657108289811
705 => 0.17278490337757
706 => 0.1713980509834
707 => 0.16645491984649
708 => 0.16667666509833
709 => 0.16804740699168
710 => 0.16627217169476
711 => 0.16574862014899
712 => 0.16797547904897
713 => 0.16799081420236
714 => 0.1659481914489
715 => 0.16367819005445
716 => 0.16366867866572
717 => 0.16326475384319
718 => 0.1690082392309
719 => 0.17216657546227
720 => 0.17252867362129
721 => 0.17214220337112
722 => 0.17229094043196
723 => 0.17045317416811
724 => 0.1746537628746
725 => 0.17850863846685
726 => 0.17747544946072
727 => 0.17592655226407
728 => 0.17469278104193
729 => 0.1771848121706
730 => 0.17707384594726
731 => 0.17847496949147
801 => 0.17841140643423
802 => 0.17794026128523
803 => 0.1774754662868
804 => 0.17931832591753
805 => 0.1787876119393
806 => 0.17825607361567
807 => 0.1771899921332
808 => 0.17733489031241
809 => 0.17578626055469
810 => 0.17506979356829
811 => 0.16429584913757
812 => 0.16141669913689
813 => 0.1623225383376
814 => 0.16262076412258
815 => 0.16136775435256
816 => 0.16316424849097
817 => 0.16288426678246
818 => 0.16397351182647
819 => 0.16329299881249
820 => 0.16332092730396
821 => 0.16532217097739
822 => 0.16590314052968
823 => 0.16560765472638
824 => 0.16581460285435
825 => 0.17058363511603
826 => 0.16990563123349
827 => 0.16954545518401
828 => 0.1696452264112
829 => 0.17086381640327
830 => 0.1712049550685
831 => 0.16975952657252
901 => 0.17044119900715
902 => 0.17334367371666
903 => 0.17435937559915
904 => 0.17760100844349
905 => 0.17622390519579
906 => 0.17875163780658
907 => 0.18652102608462
908 => 0.1927277510419
909 => 0.18701979026743
910 => 0.19841765022981
911 => 0.20729251913642
912 => 0.20695188688592
913 => 0.20540434821264
914 => 0.19530054591305
915 => 0.18600287639777
916 => 0.1937807717472
917 => 0.19380059920199
918 => 0.1931324710936
919 => 0.18898278479405
920 => 0.19298807100534
921 => 0.19330599607973
922 => 0.19312804258117
923 => 0.18994648782477
924 => 0.18508884176134
925 => 0.18603801417457
926 => 0.18759277795004
927 => 0.18464928576538
928 => 0.1837086616599
929 => 0.18545746083305
930 => 0.19109245614569
1001 => 0.19002719292314
1002 => 0.18999937459533
1003 => 0.19455702240332
1004 => 0.19129473017476
1005 => 0.18604998627837
1006 => 0.18472561927486
1007 => 0.18002500861292
1008 => 0.18327173714013
1009 => 0.18338858111978
1010 => 0.18161038108619
1011 => 0.18619427741088
1012 => 0.18615203599927
1013 => 0.19050376333663
1014 => 0.19882263157153
1015 => 0.19636233288783
1016 => 0.19350127319842
1017 => 0.19381234971524
1018 => 0.19722409130247
1019 => 0.19516127445634
1020 => 0.19590307777668
1021 => 0.1972229684943
1022 => 0.19801929133529
1023 => 0.19369777111313
1024 => 0.19269021802714
1025 => 0.19062911801628
1026 => 0.1900914154957
1027 => 0.19177013844828
1028 => 0.19132785426043
1029 => 0.18337876083573
1030 => 0.18254803634451
1031 => 0.18257351347866
1101 => 0.18048461724669
1102 => 0.1772985491004
1103 => 0.18567134595861
1104 => 0.18499889319368
1105 => 0.1842565573849
1106 => 0.18434748928577
1107 => 0.1879818366215
1108 => 0.18587373162784
1109 => 0.19147847426511
1110 => 0.19032630767287
1111 => 0.18914459235506
1112 => 0.18898124330221
1113 => 0.18852638372407
1114 => 0.18696650098483
1115 => 0.18508284884277
1116 => 0.18383909853943
1117 => 0.16958185070464
1118 => 0.17222791297218
1119 => 0.17527196641483
1120 => 0.17632276146495
1121 => 0.17452530381891
1122 => 0.18703747556833
1123 => 0.18932356991723
1124 => 0.18239884101615
1125 => 0.18110350697358
1126 => 0.18712239745251
1127 => 0.18349227071428
1128 => 0.18512691656223
1129 => 0.18159370634243
1130 => 0.18877291673324
1201 => 0.18871822317853
1202 => 0.18592534818668
1203 => 0.18828586700501
1204 => 0.18787566877081
1205 => 0.18472251978356
1206 => 0.1888728771803
1207 => 0.18887493570579
1208 => 0.18618685424848
1209 => 0.18304776360304
1210 => 0.18248656833765
1211 => 0.18206378309115
1212 => 0.1850229373088
1213 => 0.1876761057273
1214 => 0.19261299437791
1215 => 0.19385424548226
1216 => 0.19869893117728
1217 => 0.19581415672936
1218 => 0.19709293987804
1219 => 0.19848123988085
1220 => 0.19914684195525
1221 => 0.1980622790932
1222 => 0.20558807012976
1223 => 0.20622347747753
1224 => 0.20643652406498
1225 => 0.20389886967084
1226 => 0.20615290071824
1227 => 0.20509831423682
1228 => 0.20784205528891
1229 => 0.20827230891972
1230 => 0.20790789940114
1231 => 0.20804446869465
]
'min_raw' => 0.093294011659188
'max_raw' => 0.20827230891972
'avg_raw' => 0.15078316028946
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.093294'
'max' => '$0.208272'
'avg' => '$0.150783'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.014385747305663
'max_diff' => -0.019874689088433
'year' => 2031
]
6 => [
'items' => [
101 => 0.20162253368546
102 => 0.20128952247683
103 => 0.19674889101773
104 => 0.19859923189997
105 => 0.19514010830977
106 => 0.19623703203315
107 => 0.19672054555853
108 => 0.19646798553202
109 => 0.19870384739722
110 => 0.1968029080554
111 => 0.19178601658897
112 => 0.18676775827382
113 => 0.18670475812846
114 => 0.1853835392937
115 => 0.18442854006946
116 => 0.18461250680047
117 => 0.18526082955569
118 => 0.18439085837234
119 => 0.18457651083297
120 => 0.18765957867522
121 => 0.18827786594355
122 => 0.18617668422534
123 => 0.17774013642763
124 => 0.1756697864366
125 => 0.17715791295333
126 => 0.17644668432595
127 => 0.14240624535013
128 => 0.15040354155853
129 => 0.14565181971401
130 => 0.14784163175618
131 => 0.14299135420533
201 => 0.14530616087742
202 => 0.14487870060829
203 => 0.15773811625421
204 => 0.15753733416644
205 => 0.1576334379267
206 => 0.15304615505245
207 => 0.16035382122944
208 => 0.16395384036339
209 => 0.16328757263311
210 => 0.16345525786664
211 => 0.16057386998669
212 => 0.15766133605978
213 => 0.15443088769909
214 => 0.16043266145777
215 => 0.1597653666695
216 => 0.16129590082871
217 => 0.16518848012687
218 => 0.16576167721499
219 => 0.16653205991422
220 => 0.16625593255612
221 => 0.17283440648261
222 => 0.17203770988395
223 => 0.17395751946148
224 => 0.17000832550419
225 => 0.16553943768059
226 => 0.16638882715691
227 => 0.16630702411998
228 => 0.16526557757073
229 => 0.16432540619229
301 => 0.16276028573883
302 => 0.16771255844782
303 => 0.16751150521975
304 => 0.17076632328344
305 => 0.17019100257507
306 => 0.16634887007969
307 => 0.16648609259341
308 => 0.16740897994506
309 => 0.17060310360649
310 => 0.17155133698172
311 => 0.17111207750175
312 => 0.17215177210919
313 => 0.17297350433515
314 => 0.17225496902516
315 => 0.18242791375777
316 => 0.17820339784956
317 => 0.18026239750923
318 => 0.18075345679573
319 => 0.17949561875922
320 => 0.17976839878954
321 => 0.18018158620736
322 => 0.18269037929796
323 => 0.18927417829284
324 => 0.19219009805023
325 => 0.2009627865093
326 => 0.19194797150595
327 => 0.19141306969066
328 => 0.19299329579195
329 => 0.19814379260081
330 => 0.20231778650282
331 => 0.2037025410836
401 => 0.20388555926126
402 => 0.20648345091155
403 => 0.20797251395769
404 => 0.20616799853387
405 => 0.20463886065283
406 => 0.19916167856651
407 => 0.19979567730687
408 => 0.20416329992167
409 => 0.21033282411677
410 => 0.21562691770575
411 => 0.21377311064867
412 => 0.2279163499103
413 => 0.22931859431314
414 => 0.22912484947666
415 => 0.23231937090827
416 => 0.22597889641949
417 => 0.22326822073464
418 => 0.20496947761916
419 => 0.21011067803858
420 => 0.21758371478031
421 => 0.21659463034509
422 => 0.2111675113084
423 => 0.2156228007493
424 => 0.21414974273035
425 => 0.21298788075358
426 => 0.2183105957072
427 => 0.21245805197062
428 => 0.21752533117958
429 => 0.21102649317979
430 => 0.21378157868316
501 => 0.21221765890296
502 => 0.21322970666755
503 => 0.20731329611529
504 => 0.21050564763654
505 => 0.20718048379653
506 => 0.20717890723592
507 => 0.20710550405985
508 => 0.21101754457159
509 => 0.21114511607223
510 => 0.20825411222329
511 => 0.20783747340269
512 => 0.2093780054917
513 => 0.20757444588147
514 => 0.20841832007162
515 => 0.20760000597102
516 => 0.20741578623064
517 => 0.2059478919969
518 => 0.20531548280041
519 => 0.20556346674153
520 => 0.204716969706
521 => 0.20420692462296
522 => 0.20700404325519
523 => 0.20550965560543
524 => 0.20677500691533
525 => 0.20533297939763
526 => 0.20033428375983
527 => 0.19745948103828
528 => 0.1880174083578
529 => 0.19069516845713
530 => 0.19247052617333
531 => 0.19188377045872
601 => 0.19314434877803
602 => 0.19322173804884
603 => 0.19281191118716
604 => 0.1923373841834
605 => 0.19210641068096
606 => 0.1938278979351
607 => 0.19482727922872
608 => 0.19264870707137
609 => 0.19213829809637
610 => 0.19434095482972
611 => 0.19568457416462
612 => 0.20560510441909
613 => 0.20487015949495
614 => 0.20671472702889
615 => 0.20650705703176
616 => 0.20844045766998
617 => 0.21160075059739
618 => 0.20517499144416
619 => 0.20629028104713
620 => 0.20601683779228
621 => 0.20900221954805
622 => 0.20901153958403
623 => 0.20722165409056
624 => 0.20819198005415
625 => 0.20765037072078
626 => 0.20862913198907
627 => 0.20486034385741
628 => 0.20945032098623
629 => 0.21205254224668
630 => 0.21208867409141
701 => 0.21332210631636
702 => 0.21457534489248
703 => 0.21698082720527
704 => 0.21450825729635
705 => 0.21006034473004
706 => 0.21038146965065
707 => 0.20777366014045
708 => 0.20781749788946
709 => 0.20758348854964
710 => 0.20828576819383
711 => 0.2050144547467
712 => 0.20578222547414
713 => 0.20470734195967
714 => 0.20628794446029
715 => 0.20458747745258
716 => 0.20601670592966
717 => 0.2066335135607
718 => 0.20890954699814
719 => 0.20425130546328
720 => 0.19475283563848
721 => 0.19674952915346
722 => 0.19379626260791
723 => 0.19406959867058
724 => 0.19462178101828
725 => 0.19283197736655
726 => 0.1931734155001
727 => 0.19316121692731
728 => 0.19305609621717
729 => 0.19259049916186
730 => 0.19191529131609
731 => 0.19460511155563
801 => 0.19506216442892
802 => 0.19607813634937
803 => 0.19910097964427
804 => 0.19879892631556
805 => 0.19929158782676
806 => 0.19821611051398
807 => 0.19411948697857
808 => 0.194341953346
809 => 0.19156779417945
810 => 0.19600719486232
811 => 0.19495588618339
812 => 0.19427810063892
813 => 0.19409316057347
814 => 0.19712349691222
815 => 0.19803022103947
816 => 0.19746521141136
817 => 0.19630636018013
818 => 0.1985316971277
819 => 0.19912710341544
820 => 0.19926039292552
821 => 0.20320326333057
822 => 0.19948075558134
823 => 0.20037680019512
824 => 0.20736748448465
825 => 0.20102789848254
826 => 0.2043861185775
827 => 0.20422175117918
828 => 0.20593970294379
829 => 0.20408082899123
830 => 0.20410387196171
831 => 0.20562929674455
901 => 0.20348711274886
902 => 0.20295667786593
903 => 0.2022238858742
904 => 0.20382391037948
905 => 0.20478305270751
906 => 0.21251303545901
907 => 0.21750695684652
908 => 0.21729015754855
909 => 0.21927129730065
910 => 0.21837877569717
911 => 0.21549658800423
912 => 0.22041613095073
913 => 0.21885938172004
914 => 0.21898771823517
915 => 0.21898294154367
916 => 0.2200180436887
917 => 0.21928457895322
918 => 0.217838844671
919 => 0.21879859055713
920 => 0.22164869272353
921 => 0.23049549729982
922 => 0.23544628634529
923 => 0.23019745358289
924 => 0.23381802813772
925 => 0.23164697354745
926 => 0.23125242834511
927 => 0.2335264167239
928 => 0.23580438541833
929 => 0.23565928866042
930 => 0.23400560036326
1001 => 0.23307147380498
1002 => 0.24014499305963
1003 => 0.24535664155221
1004 => 0.24500124206435
1005 => 0.24656985982165
1006 => 0.25117537007262
1007 => 0.25159644021183
1008 => 0.25154339505248
1009 => 0.25049972877831
1010 => 0.25503445172146
1011 => 0.2588173973815
1012 => 0.25025815019026
1013 => 0.25351739947191
1014 => 0.25498058148089
1015 => 0.25712896677663
1016 => 0.26075365288171
1017 => 0.26469102339234
1018 => 0.26524781075362
1019 => 0.26485274347606
1020 => 0.2622559417821
1021 => 0.26656425957743
1022 => 0.26908797109945
1023 => 0.2705907835567
1024 => 0.27440166590414
1025 => 0.25498961759486
1026 => 0.24124880496014
1027 => 0.23910297864749
1028 => 0.24346660083472
1029 => 0.24461725320625
1030 => 0.24415342667808
1031 => 0.22868689279768
1101 => 0.23902155054748
1102 => 0.25014077332356
1103 => 0.25056790795485
1104 => 0.25613442336854
1105 => 0.25794710896642
1106 => 0.26242888349429
1107 => 0.26214854727732
1108 => 0.26323978805425
1109 => 0.26298893069729
1110 => 0.2712904742612
1111 => 0.28044830960335
1112 => 0.28013120288559
1113 => 0.27881465570457
1114 => 0.28076995277304
1115 => 0.29022182025942
1116 => 0.28935164376436
1117 => 0.29019694610785
1118 => 0.3013412305582
1119 => 0.31583038559962
1120 => 0.3090987183955
1121 => 0.32370449924339
1122 => 0.33289806406797
1123 => 0.34879738379973
1124 => 0.34680671066351
1125 => 0.35299619916048
1126 => 0.34324299028366
1127 => 0.32084765125375
1128 => 0.31730350312635
1129 => 0.32439897742952
1130 => 0.34184250863762
1201 => 0.32384961855552
1202 => 0.32748955678514
1203 => 0.32644125433014
1204 => 0.32638539474731
1205 => 0.32851732782653
1206 => 0.32542484770097
1207 => 0.31282552734289
1208 => 0.31859972161474
1209 => 0.31637002790679
1210 => 0.31884403931044
1211 => 0.33219525849597
1212 => 0.32629236624073
1213 => 0.32007414876187
1214 => 0.32787317341329
1215 => 0.33780401183018
1216 => 0.33718255780948
1217 => 0.3359766772617
1218 => 0.34277416277169
1219 => 0.3540016173578
1220 => 0.35703635321686
1221 => 0.35927653318557
1222 => 0.35958541615511
1223 => 0.36276710271102
1224 => 0.34565837221165
1225 => 0.3728103668975
1226 => 0.37749876632103
1227 => 0.37661754154366
1228 => 0.3818285001849
1229 => 0.38029530396339
1230 => 0.37807394318953
1231 => 0.38633442103859
]
'min_raw' => 0.14240624535013
'max_raw' => 0.38633442103859
'avg_raw' => 0.26437033319436
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.1424062'
'max' => '$0.386334'
'avg' => '$0.26437'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.049112233690939
'max_diff' => 0.17806211211887
'year' => 2032
]
7 => [
'items' => [
101 => 0.37686444977083
102 => 0.36342301779247
103 => 0.35604878236776
104 => 0.36575977043762
105 => 0.3716899319851
106 => 0.37560939153888
107 => 0.37679541763165
108 => 0.34698647425801
109 => 0.33092110705941
110 => 0.3412188232439
111 => 0.35378274769939
112 => 0.34558857897693
113 => 0.34590977487724
114 => 0.33422704366868
115 => 0.35481641018082
116 => 0.35181671266383
117 => 0.36737914868834
118 => 0.36366504843474
119 => 0.37635561088244
120 => 0.3730137604829
121 => 0.38688559465106
122 => 0.39241944486565
123 => 0.40171164065097
124 => 0.40854701769669
125 => 0.41256088183787
126 => 0.41231990449046
127 => 0.42822483391697
128 => 0.41884625271006
129 => 0.40706454435232
130 => 0.40685145041894
131 => 0.41295336412551
201 => 0.42574130127622
202 => 0.42905702732248
203 => 0.43091006584268
204 => 0.42807207284427
205 => 0.41789229511314
206 => 0.41349671870149
207 => 0.41724187715633
208 => 0.41266187019119
209 => 0.420568247136
210 => 0.43142539139221
211 => 0.4291834340371
212 => 0.43667796134219
213 => 0.44443400865568
214 => 0.45552550465987
215 => 0.45842523243227
216 => 0.46321837217328
217 => 0.46815208743116
218 => 0.46973666380463
219 => 0.47276211176677
220 => 0.47274616616261
221 => 0.48186355723265
222 => 0.49192032192501
223 => 0.49571651778173
224 => 0.50444566083082
225 => 0.48949730926492
226 => 0.50083580564194
227 => 0.51106341319498
228 => 0.49886963783548
301 => 0.51567591638328
302 => 0.51632846609544
303 => 0.52618119200643
304 => 0.51619356674176
305 => 0.51026294674122
306 => 0.52738442446534
307 => 0.53566896821454
308 => 0.53317359621543
309 => 0.51418369209046
310 => 0.50313075337442
311 => 0.4742030808019
312 => 0.50846915854651
313 => 0.52515916546072
314 => 0.51414046900456
315 => 0.51969765857775
316 => 0.5500158829643
317 => 0.56155909985104
318 => 0.55915819143177
319 => 0.55956390543231
320 => 0.56579241574019
321 => 0.5934130605486
322 => 0.57686212993787
323 => 0.58951469623823
324 => 0.59622557178173
325 => 0.60245900698768
326 => 0.58715166021929
327 => 0.56723702698319
328 => 0.56092922667788
329 => 0.51304487679677
330 => 0.51055228843426
331 => 0.50915312305323
401 => 0.50033158324171
402 => 0.49340026937296
403 => 0.48788823124136
404 => 0.47342299715009
405 => 0.47830458902449
406 => 0.45525002501201
407 => 0.46999951806362
408 => 0.43320387722778
409 => 0.46384838030423
410 => 0.4471699705143
411 => 0.45836907412385
412 => 0.45833000150637
413 => 0.43770890108216
414 => 0.42581508070886
415 => 0.43339428596514
416 => 0.44151979563794
417 => 0.44283813224485
418 => 0.45337306763313
419 => 0.45631314165232
420 => 0.44740458011524
421 => 0.43244136935758
422 => 0.43591698194208
423 => 0.42574464753077
424 => 0.40791802274814
425 => 0.42072141589003
426 => 0.42509305723413
427 => 0.4270238230986
428 => 0.40949338502657
429 => 0.40398494078001
430 => 0.40105229128347
501 => 0.43017840994029
502 => 0.43177400446881
503 => 0.42361071726659
504 => 0.46050954949528
505 => 0.45215820734155
506 => 0.46148870265577
507 => 0.43560160652969
508 => 0.4365905284633
509 => 0.42433516229809
510 => 0.43119734844675
511 => 0.42634737645546
512 => 0.43064295161938
513 => 0.43321770166131
514 => 0.44547105684152
515 => 0.46398829393756
516 => 0.44364081419099
517 => 0.43477512588413
518 => 0.44027534904718
519 => 0.45492316814132
520 => 0.477115363877
521 => 0.46397713734191
522 => 0.46980765917663
523 => 0.47108136881565
524 => 0.46139372697226
525 => 0.47747256105007
526 => 0.48608933885658
527 => 0.49492836989514
528 => 0.50260305288188
529 => 0.49139786652388
530 => 0.50338902212731
531 => 0.49372626743485
601 => 0.4850577775585
602 => 0.48507092407944
603 => 0.47963305375358
604 => 0.46909649478145
605 => 0.46715339164718
606 => 0.47726165953856
607 => 0.48536753313092
608 => 0.4860351717045
609 => 0.49052299982005
610 => 0.49317885027053
611 => 0.51920979513882
612 => 0.52967965650411
613 => 0.54248200479726
614 => 0.54746924095826
615 => 0.56247903377974
616 => 0.55035740704062
617 => 0.54773481684701
618 => 0.51132596912791
619 => 0.51728791590225
620 => 0.52683356793027
621 => 0.51148337341397
622 => 0.52121953870683
623 => 0.52314166397582
624 => 0.51096177967813
625 => 0.51746758214326
626 => 0.50019009963188
627 => 0.46436489584239
628 => 0.47751244474307
629 => 0.48719346615107
630 => 0.47337745494052
701 => 0.49814212028196
702 => 0.48367511403595
703 => 0.47908976759473
704 => 0.4612006963335
705 => 0.4696436493553
706 => 0.48106286420873
707 => 0.47400711705553
708 => 0.48864885182419
709 => 0.50938545306465
710 => 0.52416358999456
711 => 0.52529807184718
712 => 0.51579671985953
713 => 0.53102269705655
714 => 0.53113360167786
715 => 0.51395863719967
716 => 0.50343906708738
717 => 0.5010489986245
718 => 0.50701985824529
719 => 0.51426958410642
720 => 0.52570038117694
721 => 0.53260777244528
722 => 0.55061858547586
723 => 0.55549179507146
724 => 0.56084597495219
725 => 0.56800081044077
726 => 0.57659202490697
727 => 0.55779493675303
728 => 0.55854178010754
729 => 0.54103819188199
730 => 0.52233309759452
731 => 0.53652793253579
801 => 0.55508579096174
802 => 0.55082859773421
803 => 0.55034957652955
804 => 0.55115515732639
805 => 0.54794537265977
806 => 0.53342763557282
807 => 0.52613691889359
808 => 0.53554380346998
809 => 0.54054314397007
810 => 0.5482966850974
811 => 0.54734089749606
812 => 0.56731318677054
813 => 0.57507381445192
814 => 0.57308831379504
815 => 0.57345369369965
816 => 0.5875039394209
817 => 0.60313070231635
818 => 0.61776722790092
819 => 0.63265613037895
820 => 0.61470697731794
821 => 0.60559350434341
822 => 0.61499628216827
823 => 0.61000703590072
824 => 0.63867672486065
825 => 0.6406617519205
826 => 0.6693293677356
827 => 0.69653834882032
828 => 0.67944887530053
829 => 0.6955634791029
830 => 0.71299273695808
831 => 0.7466166031559
901 => 0.73529326792235
902 => 0.72661977059273
903 => 0.71842335752628
904 => 0.73547879197363
905 => 0.75742033592294
906 => 0.76214633433612
907 => 0.76980425723582
908 => 0.76175288767305
909 => 0.77144987548214
910 => 0.80568450352062
911 => 0.7964340048272
912 => 0.78329680959068
913 => 0.81032176049843
914 => 0.8201019851751
915 => 0.88874472389945
916 => 0.97540901702904
917 => 0.93952943060496
918 => 0.91725781348451
919 => 0.92249217179764
920 => 0.95413903787711
921 => 0.96430300684051
922 => 0.93667383546777
923 => 0.9464329258853
924 => 1.0002064735785
925 => 1.0290542566539
926 => 0.98987509246333
927 => 0.88178133232963
928 => 0.7821139488968
929 => 0.80855022706395
930 => 0.80555317353302
1001 => 0.86332614214267
1002 => 0.79621338349271
1003 => 0.79734339022811
1004 => 0.85631104264597
1005 => 0.84057948394237
1006 => 0.81509637358836
1007 => 0.78230000380368
1008 => 0.72167288095966
1009 => 0.66797374754432
1010 => 0.77329011434366
1011 => 0.76874868110188
1012 => 0.7621720127651
1013 => 0.77680767647877
1014 => 0.84787430506677
1015 => 0.84623598925759
1016 => 0.83581385995565
1017 => 0.84371895317474
1018 => 0.81371057252649
1019 => 0.82144441549767
1020 => 0.78209816107404
1021 => 0.79988431131826
1022 => 0.81504169827859
1023 => 0.81808476811983
1024 => 0.82494095985513
1025 => 0.76635555214779
1026 => 0.79265868023118
1027 => 0.80810930371037
1028 => 0.73830282473291
1029 => 0.80672945406593
1030 => 0.76533571054037
1031 => 0.75128605227464
1101 => 0.77020206622772
1102 => 0.76283047719378
1103 => 0.75649281781663
1104 => 0.75295629498936
1105 => 0.76684612795223
1106 => 0.76619815064258
1107 => 0.74347168801491
1108 => 0.71382594396625
1109 => 0.72377602875736
1110 => 0.72016106967021
1111 => 0.70705999159937
1112 => 0.71588853638891
1113 => 0.67701209316002
1114 => 0.61012719320638
1115 => 0.65431340685564
1116 => 0.6526122856955
1117 => 0.65175450326685
1118 => 0.68495922160703
1119 => 0.68176735410181
1120 => 0.67597408332499
1121 => 0.70695359363841
1122 => 0.6956456556408
1123 => 0.73049405606418
1124 => 0.75344746643624
1125 => 0.74762573910084
1126 => 0.76921353249923
1127 => 0.7240052586146
1128 => 0.73902163375794
1129 => 0.74211648786319
1130 => 0.70657131128997
1201 => 0.68228958310016
1202 => 0.68067026866186
1203 => 0.63856909820899
1204 => 0.66105920363614
1205 => 0.68084956570823
1206 => 0.67137151806984
1207 => 0.66837105133614
1208 => 0.68369978515676
1209 => 0.68489095905635
1210 => 0.65773206791076
1211 => 0.66337926139016
1212 => 0.68692899696705
1213 => 0.66278586847602
1214 => 0.61587971357561
1215 => 0.60424633863198
1216 => 0.60269423196886
1217 => 0.57114359646713
1218 => 0.60502373637286
1219 => 0.59023414737271
1220 => 0.6369542818177
1221 => 0.61026799158783
1222 => 0.60911759895323
1223 => 0.60737861176013
1224 => 0.58022167644345
1225 => 0.58616731936453
1226 => 0.60593154198117
1227 => 0.6129836392707
1228 => 0.61224804774727
1229 => 0.60583468650802
1230 => 0.60877069044162
1231 => 0.5993127987999
]
'min_raw' => 0.33092110705941
'max_raw' => 1.0290542566539
'avg_raw' => 0.67998768185667
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.330921'
'max' => '$1.02'
'avg' => '$0.679987'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.18851486170928
'max_diff' => 0.64271983561535
'year' => 2033
]
8 => [
'items' => [
101 => 0.59597302041221
102 => 0.58543176114226
103 => 0.56993902211263
104 => 0.57209338249719
105 => 0.5413982125838
106 => 0.52467385489902
107 => 0.52004477311536
108 => 0.51385457149161
109 => 0.52074397286026
110 => 0.54131125702408
111 => 0.51650274872977
112 => 0.47397030137369
113 => 0.47652657393156
114 => 0.48226975940494
115 => 0.47156737127026
116 => 0.46143845908414
117 => 0.47024472644535
118 => 0.45222316780524
119 => 0.48444757866759
120 => 0.48357599866163
121 => 0.49558726628691
122 => 0.50309815842903
123 => 0.48578798372166
124 => 0.48143452159445
125 => 0.48391445147593
126 => 0.4429267346471
127 => 0.49223769537537
128 => 0.49266413861143
129 => 0.48901267272309
130 => 0.51526923700579
131 => 0.57067877727005
201 => 0.54983147937904
202 => 0.54175877552273
203 => 0.52641255959077
204 => 0.54686048115197
205 => 0.54529039981333
206 => 0.53818989656437
207 => 0.53389549004448
208 => 0.54180806573107
209 => 0.53291503435231
210 => 0.53131760155253
211 => 0.52163889680986
212 => 0.51818403956973
213 => 0.51562620081097
214 => 0.51281027166562
215 => 0.51902150967444
216 => 0.50494602719005
217 => 0.48797237515045
218 => 0.48656119964081
219 => 0.49045757929473
220 => 0.48873372134922
221 => 0.48655294647218
222 => 0.48238925333323
223 => 0.48115397452212
224 => 0.48516803138612
225 => 0.48063639522072
226 => 0.48732307123376
227 => 0.48550466534888
228 => 0.47534719789341
301 => 0.46268723266778
302 => 0.4625745324221
303 => 0.45984696368074
304 => 0.45637299479592
305 => 0.4554066161258
306 => 0.46950308717087
307 => 0.49868236036228
308 => 0.49295377083397
309 => 0.49709326385764
310 => 0.51745547252726
311 => 0.52392800635035
312 => 0.51933395515309
313 => 0.51304533452553
314 => 0.51332200191786
315 => 0.53481212229714
316 => 0.53615243474487
317 => 0.53953897189912
318 => 0.54389162917762
319 => 0.52007523150904
320 => 0.51220025172944
321 => 0.50846864942262
322 => 0.49697675862945
323 => 0.50936977760963
324 => 0.50214889617186
325 => 0.50312323977825
326 => 0.50248869722638
327 => 0.50283520036728
328 => 0.48443857128802
329 => 0.49114133602614
330 => 0.47999668962641
331 => 0.46507525914243
401 => 0.46502523727532
402 => 0.46867723624709
403 => 0.46650488435595
404 => 0.46065914127314
405 => 0.46148950148693
406 => 0.45421467226811
407 => 0.46237279746913
408 => 0.46260674330872
409 => 0.45946542073024
410 => 0.47203413820674
411 => 0.47718355201196
412 => 0.47511586619716
413 => 0.47703847766316
414 => 0.49319181959191
415 => 0.49582551914601
416 => 0.49699523451552
417 => 0.49542797087797
418 => 0.47733373110051
419 => 0.47813628757729
420 => 0.47224766065528
421 => 0.4672723914344
422 => 0.46747137611138
423 => 0.47002931123064
424 => 0.48119996391736
425 => 0.50470794395062
426 => 0.50560005460878
427 => 0.50668131875116
428 => 0.50228327408426
429 => 0.50095678172911
430 => 0.50270676754229
501 => 0.51153512885191
502 => 0.53424407101697
503 => 0.52621721417659
504 => 0.51969125461989
505 => 0.52541628053718
506 => 0.52453495767145
507 => 0.5170957057527
508 => 0.51688691072854
509 => 0.50260860782374
510 => 0.49733024434107
511 => 0.49291924873629
512 => 0.48810255668782
513 => 0.48524706018451
514 => 0.48963440061355
515 => 0.49063783727915
516 => 0.48104484075348
517 => 0.47973735077437
518 => 0.48757119881645
519 => 0.48412381436842
520 => 0.48766953476424
521 => 0.48849217231069
522 => 0.48835970871876
523 => 0.48476024342544
524 => 0.4870544352658
525 => 0.48162798763184
526 => 0.47572754085599
527 => 0.47196342342382
528 => 0.46867873172652
529 => 0.47050126958759
530 => 0.46400425489517
531 => 0.461925729136
601 => 0.48627721469124
602 => 0.50426591889349
603 => 0.50400435601008
604 => 0.50241215922583
605 => 0.50004647776977
606 => 0.51136206451848
607 => 0.50741994035753
608 => 0.51028816506012
609 => 0.51101824862594
610 => 0.51322799169257
611 => 0.51401778490506
612 => 0.51163048127027
613 => 0.50361839868732
614 => 0.48365305065656
615 => 0.47435912725282
616 => 0.47129197772704
617 => 0.47140346278696
618 => 0.46832820714326
619 => 0.46923400775362
620 => 0.46801320665645
621 => 0.46570130472192
622 => 0.4703585161579
623 => 0.47089521639097
624 => 0.46980816759228
625 => 0.47006420693611
626 => 0.46106390716758
627 => 0.46174818041136
628 => 0.45793806003677
629 => 0.45722370839822
630 => 0.44759205587638
701 => 0.43052818730358
702 => 0.43998322692271
703 => 0.42856286864256
704 => 0.4242378059152
705 => 0.44471198018126
706 => 0.44265694095015
707 => 0.43913960709056
708 => 0.43393673723562
709 => 0.43200694219616
710 => 0.42028211843526
711 => 0.41958935329796
712 => 0.42540049255073
713 => 0.42271885173467
714 => 0.41895281241212
715 => 0.40531259974314
716 => 0.38997648458399
717 => 0.39043938550126
718 => 0.39531751839482
719 => 0.40950134768869
720 => 0.40395948020084
721 => 0.3999387917528
722 => 0.39918583766793
723 => 0.40861063445619
724 => 0.42194869646755
725 => 0.42820661674097
726 => 0.42200520780588
727 => 0.41488136312882
728 => 0.41531495854559
729 => 0.41819947459923
730 => 0.4185025964516
731 => 0.4138657059099
801 => 0.41517096343665
802 => 0.41318815789827
803 => 0.40101968396922
804 => 0.40079959486249
805 => 0.39781325511715
806 => 0.39772282993651
807 => 0.39264232105232
808 => 0.39193152273953
809 => 0.38184386398514
810 => 0.38848359152552
811 => 0.38403001089277
812 => 0.37731741438575
813 => 0.37616016021781
814 => 0.3761253717601
815 => 0.38301770746369
816 => 0.38840305056991
817 => 0.38410748283462
818 => 0.38312946532738
819 => 0.39357213360228
820 => 0.39224320887727
821 => 0.39109236863605
822 => 0.42075441930758
823 => 0.39727459164239
824 => 0.38703604659865
825 => 0.37436390286006
826 => 0.37849001675984
827 => 0.37935944958375
828 => 0.34888522821803
829 => 0.33652184040528
830 => 0.33227919161239
831 => 0.32983748724983
901 => 0.33095020258884
902 => 0.31982170347661
903 => 0.32730023892842
904 => 0.31766389936584
905 => 0.31604833567882
906 => 0.3332793045301
907 => 0.3356768931839
908 => 0.32544803511439
909 => 0.33201661789672
910 => 0.32963475846972
911 => 0.31782908674967
912 => 0.31737819692661
913 => 0.31145452584692
914 => 0.30218512765594
915 => 0.29794876395151
916 => 0.29574242895245
917 => 0.29665280577367
918 => 0.29619249139487
919 => 0.29318862870454
920 => 0.29636466928809
921 => 0.28825119802771
922 => 0.28502034839715
923 => 0.28356104857417
924 => 0.27635987583661
925 => 0.28782014403812
926 => 0.29007796124647
927 => 0.2923402270522
928 => 0.3120317063766
929 => 0.3110479757171
930 => 0.31994042178276
1001 => 0.3195948776808
1002 => 0.3170586080148
1003 => 0.30635850349006
1004 => 0.3106233744426
1005 => 0.29749676455878
1006 => 0.30733211320644
1007 => 0.30284367081763
1008 => 0.30581456631982
1009 => 0.30047262833203
1010 => 0.30342907737769
1011 => 0.29061337346607
1012 => 0.27864624947522
1013 => 0.28346216951127
1014 => 0.28869762535771
1015 => 0.30004942760213
1016 => 0.29328838783569
1017 => 0.29571991339892
1018 => 0.28757470979456
1019 => 0.27076882819637
1020 => 0.2708639476611
1021 => 0.26827872891326
1022 => 0.266044722467
1023 => 0.29406497458415
1024 => 0.29058021329875
1025 => 0.28502770226474
1026 => 0.29245995893178
1027 => 0.29442516556032
1028 => 0.29448111223028
1029 => 0.29990349484024
1030 => 0.30279742141119
1031 => 0.30330748851231
1101 => 0.31183972470742
1102 => 0.3146996177371
1103 => 0.32647911237915
1104 => 0.30255189196038
1105 => 0.3020591266016
1106 => 0.29256454602474
1107 => 0.28654293291951
1108 => 0.29297685102577
1109 => 0.29867642415051
1110 => 0.29274164764922
1111 => 0.29351660417032
1112 => 0.2855496516064
1113 => 0.28839746226804
1114 => 0.29085038045137
1115 => 0.2894960232064
1116 => 0.28746848485905
1117 => 0.29820912415135
1118 => 0.29760309518958
1119 => 0.3076050254248
1120 => 0.31540224528804
1121 => 0.32937625720275
1122 => 0.31479364728804
1123 => 0.31426219902212
1124 => 0.31945719106844
1125 => 0.31469882241089
1126 => 0.31770594714916
1127 => 0.32889176291745
1128 => 0.32912810157826
1129 => 0.32516912450458
1130 => 0.32492822038986
1201 => 0.32568858524332
1202 => 0.33014206593961
1203 => 0.32858588294269
1204 => 0.33038673730446
1205 => 0.33263873325952
1206 => 0.34195394335614
1207 => 0.34419980897394
1208 => 0.3387435198705
1209 => 0.33923616168506
1210 => 0.33719535978189
1211 => 0.3352239707146
1212 => 0.33965536543962
1213 => 0.34775382639886
1214 => 0.34770344629355
1215 => 0.3495821318245
1216 => 0.35075253734642
1217 => 0.34572830005715
1218 => 0.34245770632816
1219 => 0.34371186007714
1220 => 0.34571727923368
1221 => 0.34306152967304
1222 => 0.32666901312193
1223 => 0.33164145548553
1224 => 0.33081379793622
1225 => 0.3296351129394
1226 => 0.33463494218675
1227 => 0.33415269645868
1228 => 0.31970756463335
1229 => 0.32063229510569
1230 => 0.31976380055617
1231 => 0.32257008412293
]
'min_raw' => 0.266044722467
'max_raw' => 0.59597302041221
'avg_raw' => 0.4310088714396
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.266044'
'max' => '$0.595973'
'avg' => '$0.4310088'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.064876384592412
'max_diff' => -0.43308123624173
'year' => 2034
]
9 => [
'items' => [
101 => 0.31454727388884
102 => 0.3170150362824
103 => 0.3185627937218
104 => 0.31947443474404
105 => 0.32276790723447
106 => 0.32238145625083
107 => 0.32274388489873
108 => 0.32762723515754
109 => 0.35232554500315
110 => 0.3536698195143
111 => 0.3470501201761
112 => 0.34969455949392
113 => 0.34461781427902
114 => 0.34802586735302
115 => 0.35035757071108
116 => 0.33982105159676
117 => 0.33919714731625
118 => 0.33409944856795
119 => 0.33683866312687
120 => 0.33248037580713
121 => 0.33354974706898
122 => 0.33055969179475
123 => 0.33594119597429
124 => 0.34195855384823
125 => 0.34347877607985
126 => 0.33947972588528
127 => 0.33658414999416
128 => 0.33150047259135
129 => 0.33995474140937
130 => 0.34242702725093
131 => 0.33994175554432
201 => 0.33936586378564
202 => 0.33827454994356
203 => 0.33959739117622
204 => 0.34241356265128
205 => 0.34108550819016
206 => 0.34196271155904
207 => 0.33861971688506
208 => 0.34572996328875
209 => 0.35702274575179
210 => 0.35705905389397
211 => 0.35573099227414
212 => 0.35518757807279
213 => 0.35655024988825
214 => 0.35728944344842
215 => 0.36169607422834
216 => 0.36642456462312
217 => 0.38849036609357
218 => 0.3822943773384
219 => 0.40187246910338
220 => 0.41735619779244
221 => 0.42199909100489
222 => 0.41772784771444
223 => 0.40311615514584
224 => 0.40239923579967
225 => 0.42423527339463
226 => 0.41806559262017
227 => 0.41733172872381
228 => 0.40952465674916
301 => 0.41413960321085
302 => 0.4131302467225
303 => 0.41153692812623
304 => 0.42034192449518
305 => 0.43682409167043
306 => 0.43425519134738
307 => 0.43233762642408
308 => 0.42393541512495
309 => 0.42899542302886
310 => 0.42719365113235
311 => 0.43493520663248
312 => 0.43034928065065
313 => 0.41801885122026
314 => 0.41998251274868
315 => 0.41968570925899
316 => 0.42579390404492
317 => 0.4239603755849
318 => 0.41932768340009
319 => 0.43676775741486
320 => 0.43563529601513
321 => 0.43724086736323
322 => 0.43794768952461
323 => 0.44856315524882
324 => 0.45291197189902
325 => 0.45389922941536
326 => 0.4580302688835
327 => 0.45379644539011
328 => 0.47073475802867
329 => 0.48199774755537
330 => 0.49508028947877
331 => 0.51419739948463
401 => 0.52138560968999
402 => 0.52008712385557
403 => 0.53458149848145
404 => 0.56062756749232
405 => 0.52535177908828
406 => 0.56249726993403
407 => 0.55073743639758
408 => 0.52285508263303
409 => 0.52105978776195
410 => 0.53994204145209
411 => 0.58182106278725
412 => 0.57133084293072
413 => 0.58183822102892
414 => 0.56958080634512
415 => 0.56897212239247
416 => 0.58124290575679
417 => 0.6099142599331
418 => 0.59629357429358
419 => 0.57676498150018
420 => 0.59118459052027
421 => 0.57869299071525
422 => 0.55054592017591
423 => 0.5713228212573
424 => 0.55742989919625
425 => 0.56148459244202
426 => 0.59068544819816
427 => 0.5871719239777
428 => 0.59171874966255
429 => 0.58369372133993
430 => 0.57619707945578
501 => 0.56220404067109
502 => 0.55806139173542
503 => 0.55920627086434
504 => 0.55806082439018
505 => 0.55023184779281
506 => 0.54854118104201
507 => 0.5457233290542
508 => 0.54659669921278
509 => 0.54129831308403
510 => 0.55129746241142
511 => 0.55315339263879
512 => 0.56042993965941
513 => 0.56118541491011
514 => 0.58145049478739
515 => 0.57028882933182
516 => 0.57777703817124
517 => 0.57710722229089
518 => 0.5234593777858
519 => 0.53085157741966
520 => 0.54235152024991
521 => 0.53717081159269
522 => 0.5298465016505
523 => 0.52393172866752
524 => 0.51497024278173
525 => 0.52758336207589
526 => 0.54416827269201
527 => 0.56160603561261
528 => 0.58255636519421
529 => 0.57788049552032
530 => 0.56121438377382
531 => 0.56196201337217
601 => 0.56658356536774
602 => 0.5605982356212
603 => 0.55883304503143
604 => 0.56634105528705
605 => 0.56639275882735
606 => 0.5595059136027
607 => 0.55185244541486
608 => 0.55182037710371
609 => 0.55045851636341
610 => 0.56982307834543
611 => 0.5804716294575
612 => 0.5816924686815
613 => 0.58038945725058
614 => 0.58089093463567
615 => 0.57469477736837
616 => 0.58885735546805
617 => 0.60185433766613
618 => 0.59837086879702
619 => 0.59314865375794
620 => 0.58898890794337
621 => 0.59739096488173
622 => 0.59701683451233
623 => 0.60174082036495
624 => 0.60152651307961
625 => 0.59993801431547
626 => 0.59837092552731
627 => 0.60458425543666
628 => 0.60279491620579
629 => 0.60100279763687
630 => 0.59740842948728
701 => 0.59789696381494
702 => 0.59267565046492
703 => 0.59026003199816
704 => 0.55393492613718
705 => 0.54422767089406
706 => 0.54728177100294
707 => 0.54828726005847
708 => 0.54406265013647
709 => 0.55011965555136
710 => 0.54917567767341
711 => 0.55284814338794
712 => 0.55055374624943
713 => 0.55064790910831
714 => 0.55739524187564
715 => 0.5593540212832
716 => 0.55835777026723
717 => 0.55905551032933
718 => 0.57513463556279
719 => 0.57284869813607
720 => 0.57163433943855
721 => 0.57197072509684
722 => 0.57607928633432
723 => 0.57722945916169
724 => 0.57235609607092
725 => 0.5746544022771
726 => 0.58444029840454
727 => 0.5878648082154
728 => 0.59879419967367
729 => 0.59415119992775
730 => 0.60267362690571
731 => 0.62886866192649
801 => 0.64979506845964
802 => 0.63055028019143
803 => 0.66897896082775
804 => 0.69890120096997
805 => 0.69775273555521
806 => 0.69253510087253
807 => 0.65846942599453
808 => 0.6271216840812
809 => 0.65334540128713
810 => 0.65341225093525
811 => 0.65115961037059
812 => 0.63716865328984
813 => 0.65067275539134
814 => 0.65174466197646
815 => 0.65114467933176
816 => 0.64041784534148
817 => 0.62403995248863
818 => 0.62724015354894
819 => 0.63248214816806
820 => 0.62255795875943
821 => 0.61938657891553
822 => 0.62528277742504
823 => 0.64428155754444
824 => 0.6406899482153
825 => 0.64059615678089
826 => 0.65596258457031
827 => 0.64496353855575
828 => 0.62728051833277
829 => 0.62281532251609
830 => 0.60696688548318
831 => 0.617913457392
901 => 0.6183074050272
902 => 0.61231207946399
903 => 0.6277670059601
904 => 0.62762458609165
905 => 0.64229673863748
906 => 0.67034438369626
907 => 0.66204931491159
908 => 0.65240305241593
909 => 0.65345186861106
910 => 0.66495479357262
911 => 0.65799986255462
912 => 0.6605009042402
913 => 0.66495100794649
914 => 0.66763586600235
915 => 0.65306555885444
916 => 0.6496685232799
917 => 0.64271938069188
918 => 0.64090647910255
919 => 0.64656641074188
920 => 0.64507521872325
921 => 0.6182742952539
922 => 0.61547344963242
923 => 0.61555934756895
924 => 0.60851648808079
925 => 0.5977744368814
926 => 0.62600390605885
927 => 0.62373668461273
928 => 0.62123384760522
929 => 0.62154043085765
930 => 0.6337938866421
1001 => 0.62668626347277
1002 => 0.64558304458497
1003 => 0.64169843447753
1004 => 0.63771419877882
1005 => 0.63716345604247
1006 => 0.63562986521749
1007 => 0.63037061165459
1008 => 0.62401974694525
1009 => 0.61982635596167
1010 => 0.57175704947743
1011 => 0.58067843315461
1012 => 0.5909416718655
1013 => 0.59448450074115
1014 => 0.58842424679305
1015 => 0.63060990741814
1016 => 0.63831763412549
1017 => 0.61497042716637
1018 => 0.6106031180045
1019 => 0.63089622747972
1020 => 0.61865700173442
1021 => 0.62416832433811
1022 => 0.61225585940122
1023 => 0.63646106847027
1024 => 0.63627666533198
1025 => 0.62686029230468
1026 => 0.63481894630682
1027 => 0.63343593432109
1028 => 0.62280487236477
1029 => 0.63679809209657
1030 => 0.63680503255898
1031 => 0.6277419782498
1101 => 0.61715831497439
1102 => 0.61526620595571
1103 => 0.61384075597922
1104 => 0.62381775102557
1105 => 0.63276309358687
1106 => 0.64940815835496
1107 => 0.65359312311465
1108 => 0.66992731918057
1109 => 0.66020110072088
1110 => 0.66451260738845
1111 => 0.66919335777594
1112 => 0.6714374816406
1113 => 0.66778080222946
1114 => 0.69315453214317
1115 => 0.69529685237889
1116 => 0.69601515382292
1117 => 0.6874592748597
1118 => 0.69505889790745
1119 => 0.69150328595647
1120 => 0.70075400047547
1121 => 0.7022046306311
1122 => 0.70097599849694
1123 => 0.70143645140498
1124 => 0.67978444915631
1125 => 0.67866167861631
1126 => 0.66335262263519
1127 => 0.66959117610632
1128 => 0.65792849941369
1129 => 0.6616268543318
1130 => 0.66325705394049
1201 => 0.66240553017793
1202 => 0.66994389455933
1203 => 0.66353474484904
1204 => 0.64661994500181
1205 => 0.62970053672867
1206 => 0.62948812734005
1207 => 0.62503354579409
1208 => 0.62181369923367
1209 => 0.6224339559114
1210 => 0.62461982134507
1211 => 0.62168665276098
1212 => 0.62231259299382
1213 => 0.63270737147689
1214 => 0.6347919701695
1215 => 0.62770768930672
1216 => 0.59926327938581
1217 => 0.59228294984381
1218 => 0.59730027229265
1219 => 0.59490231531905
1220 => 0.4801325986845
1221 => 0.50709604120452
1222 => 0.49107527925111
1223 => 0.49845838343906
1224 => 0.48210533404083
1225 => 0.48990986635042
1226 => 0.48846865420872
1227 => 0.53182507187464
1228 => 0.53114812104759
1229 => 0.53147214158506
1230 => 0.51600579710066
1231 => 0.54064410382132
]
'min_raw' => 0.31454727388884
'max_raw' => 0.7022046306311
'avg_raw' => 0.50837595225997
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.314547'
'max' => '$0.7022046'
'avg' => '$0.508375'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.048502551421847
'max_diff' => 0.10623161021888
'year' => 2035
]
10 => [
'items' => [
101 => 0.55278181967677
102 => 0.55053545150677
103 => 0.55110081397906
104 => 0.54138601356971
105 => 0.53156620208852
106 => 0.52067451989774
107 => 0.54090991915561
108 => 0.53866008818792
109 => 0.54382039096417
110 => 0.55694449383911
111 => 0.55887706784106
112 => 0.56147446689792
113 => 0.56054348423149
114 => 0.58272326836904
115 => 0.58003715016306
116 => 0.58650992219053
117 => 0.57319493903962
118 => 0.55812777173456
119 => 0.56099154765645
120 => 0.56071574300614
121 => 0.55720443325387
122 => 0.55403457981078
123 => 0.54875766692872
124 => 0.56545460012373
125 => 0.5647767351282
126 => 0.57575058147408
127 => 0.57381084753819
128 => 0.56085682958089
129 => 0.56131948486647
130 => 0.56443106400651
131 => 0.5752002749376
201 => 0.57839730996573
202 => 0.57691631596088
203 => 0.58042171891904
204 => 0.58319224649038
205 => 0.58076965452621
206 => 0.61506844794454
207 => 0.60082519761371
208 => 0.60776725872106
209 => 0.60942289939016
210 => 0.60518201063063
211 => 0.60610170754773
212 => 0.60749479777473
213 => 0.61595336883804
214 => 0.63815110681544
215 => 0.64798233386051
216 => 0.67756006548981
217 => 0.6471659873117
218 => 0.64536252849581
219 => 0.65069037112418
220 => 0.66805563071144
221 => 0.68212854257102
222 => 0.68679733932061
223 => 0.6874143978845
224 => 0.69617337096246
225 => 0.70119385098557
226 => 0.69510980124694
227 => 0.68995420612
228 => 0.67148750431134
229 => 0.67362507532885
301 => 0.68835081991233
302 => 0.70915180147851
303 => 0.72700120763556
304 => 0.72075096771397
305 => 0.76843588633397
306 => 0.77316365123972
307 => 0.77251042699669
308 => 0.78328097903773
309 => 0.76190362662104
310 => 0.75276439429621
311 => 0.69106890430494
312 => 0.70840282046615
313 => 0.73359868559167
314 => 0.73026391836267
315 => 0.7119660076211
316 => 0.72698732702945
317 => 0.72202080907296
318 => 0.71810351029966
319 => 0.73604941538589
320 => 0.71631715556643
321 => 0.73340184120558
322 => 0.71149055515493
323 => 0.72077951828345
324 => 0.71550665355511
325 => 0.71891884325234
326 => 0.69897125200481
327 => 0.70973448804158
328 => 0.69852346599945
329 => 0.69851815051528
330 => 0.69827066658233
331 => 0.71146038429761
401 => 0.71189050051878
402 => 0.70214327919863
403 => 0.70073855232618
404 => 0.70593256382078
405 => 0.69985173667437
406 => 0.7026969174239
407 => 0.69993791430084
408 => 0.69931680458434
409 => 0.69436769669018
410 => 0.69223548493082
411 => 0.69307158010199
412 => 0.69021755624617
413 => 0.68849790363849
414 => 0.69792858439563
415 => 0.69289015209966
416 => 0.69715637238498
417 => 0.69229447592994
418 => 0.6754410245893
419 => 0.66574842650129
420 => 0.63391381923459
421 => 0.64294207436472
422 => 0.6489278168564
423 => 0.64694952899861
424 => 0.65119965681292
425 => 0.65146058014261
426 => 0.65007882026525
427 => 0.64847891934168
428 => 0.64770017605215
429 => 0.65350429051987
430 => 0.6568737743259
501 => 0.64952856619434
502 => 0.6478076866995
503 => 0.65523409766056
504 => 0.6597642040567
505 => 0.69321196443894
506 => 0.69073404631498
507 => 0.69695313453925
508 => 0.69625296064488
509 => 0.70277155588236
510 => 0.71342670413174
511 => 0.69176180851444
512 => 0.69552208527788
513 => 0.69460015225296
514 => 0.70466557527525
515 => 0.70469699842724
516 => 0.69866227452021
517 => 0.70193379625243
518 => 0.70010772257101
519 => 0.70340768452199
520 => 0.69070095220772
521 => 0.70617638055951
522 => 0.7149499512204
523 => 0.71507177225754
524 => 0.71923037511944
525 => 0.72345575647717
526 => 0.73156600804016
527 => 0.72322956596292
528 => 0.70823311820224
529 => 0.70931581329233
530 => 0.70052340145723
531 => 0.70067120348866
601 => 0.69988222466145
602 => 0.70225000951346
603 => 0.69122054783065
604 => 0.69380914044223
605 => 0.69018509562723
606 => 0.69551420731221
607 => 0.6897809640729
608 => 0.69459970766894
609 => 0.69667931766111
610 => 0.70435312330302
611 => 0.6886475367402
612 => 0.65662278256389
613 => 0.66335477415437
614 => 0.65339762980553
615 => 0.65431920142453
616 => 0.65618092276196
617 => 0.65014647479004
618 => 0.65129765729577
619 => 0.65125652895592
620 => 0.65090210714241
621 => 0.64933231416347
622 => 0.64705580376994
623 => 0.65612472050483
624 => 0.65766570617752
625 => 0.66109112644019
626 => 0.67128285365715
627 => 0.6702644597707
628 => 0.67192550245225
629 => 0.66829945560477
630 => 0.65448740333803
701 => 0.65523746422791
702 => 0.6458841929123
703 => 0.66085194226363
704 => 0.6573073816526
705 => 0.65502218036793
706 => 0.65439864202517
707 => 0.66461563256259
708 => 0.66767271626309
709 => 0.6657677468542
710 => 0.66186059901971
711 => 0.66936347790649
712 => 0.67137093177554
713 => 0.67182032666477
714 => 0.6851139895178
715 => 0.67256329474408
716 => 0.67558437171929
717 => 0.69915395187543
718 => 0.67777959505355
719 => 0.68910206856714
720 => 0.68854789240795
721 => 0.69434008672589
722 => 0.6880727634124
723 => 0.68815045439619
724 => 0.69329353055329
725 => 0.68607100764932
726 => 0.68428260940772
727 => 0.68181195004571
728 => 0.6872065443754
729 => 0.69044035969953
730 => 0.71650253623637
731 => 0.73333989085881
801 => 0.73260893688929
802 => 0.73928848788224
803 => 0.73627928898224
804 => 0.72656179194758
805 => 0.74314837446323
806 => 0.73789968574319
807 => 0.73833238126411
808 => 0.73831627631521
809 => 0.74180619546571
810 => 0.73933326790119
811 => 0.73445887383072
812 => 0.73769472409314
813 => 0.74730404253492
814 => 0.77713166182807
815 => 0.79382359274791
816 => 0.77612678662769
817 => 0.78833380651974
818 => 0.78101394439043
819 => 0.7796837076945
820 => 0.7873506182784
821 => 0.79503094877434
822 => 0.79454174492473
823 => 0.78896621937401
824 => 0.78581674646413
825 => 0.80966561048855
826 => 0.82723704724694
827 => 0.82603879306043
828 => 0.83132749734657
829 => 0.84685529670415
830 => 0.84827496407669
831 => 0.84809611861843
901 => 0.84457732490862
902 => 0.85986645991571
903 => 0.87262092532536
904 => 0.84376282583253
905 => 0.85475161233913
906 => 0.85968483263854
907 => 0.86692826365857
908 => 0.87914914592937
909 => 0.89242426550439
910 => 0.89430151296657
911 => 0.89296951605759
912 => 0.8842142178435
913 => 0.8987400120876
914 => 0.90724888168399
915 => 0.91231571880663
916 => 0.92516437470834
917 => 0.85971529852764
918 => 0.81338718937679
919 => 0.80615238614688
920 => 0.82086464300949
921 => 0.82474414781611
922 => 0.82318032429305
923 => 0.77103382547636
924 => 0.80587784562258
925 => 0.84336708153148
926 => 0.84480719576246
927 => 0.86357509112141
928 => 0.86968668717231
929 => 0.88479730290055
930 => 0.88385212977257
1001 => 0.88753132423998
1002 => 0.88668554114669
1003 => 0.9146747748677
1004 => 0.94555105610341
1005 => 0.94448190866478
1006 => 0.94004307792557
1007 => 0.94663549850641
1008 => 0.97850312964504
1009 => 0.97556926883818
1010 => 0.97841926470638
1011 => 1.0159929977998
1012 => 1.0648441956225
1013 => 1.0421479096538
1014 => 1.0913923195255
1015 => 1.1223890652058
1016 => 1.1759947317364
1017 => 1.1692830382733
1018 => 1.1901513308772
1019 => 1.1572677062017
1020 => 1.0817602570697
1021 => 1.0698109142136
1022 => 1.093733801217
1023 => 1.1525458845535
1024 => 1.0918815994183
1025 => 1.1041539052918
1026 => 1.1006194803746
1027 => 1.1004311458911
1028 => 1.1076191071145
1029 => 1.0971925944611
1030 => 1.0547131062174
1031 => 1.0741812053463
1101 => 1.0666636373377
1102 => 1.0750049395151
1103 => 1.1200195071515
1104 => 1.1001174937861
1105 => 1.0791523394141
1106 => 1.1054472955369
1107 => 1.1389298106084
1108 => 1.1368345349891
1109 => 1.1327688245303
1110 => 1.1556870215125
1111 => 1.1935411685255
1112 => 1.2037729923528
1113 => 1.2113259155217
1114 => 1.212367336019
1115 => 1.2230946143805
1116 => 1.1654113350085
1117 => 1.2569561807835
1118 => 1.2727634467736
1119 => 1.2697923359115
1120 => 1.287361446788
1121 => 1.2821921686828
1122 => 1.2747026957433
1123 => 1.3025534735395
1124 => 1.270624804238
1125 => 1.2253060778721
1126 => 1.2004433282851
1127 => 1.2331846025621
1128 => 1.2531785562501
1129 => 1.2663932877836
1130 => 1.2703920575611
1201 => 1.1698891237829
1202 => 1.1157236166247
1203 => 1.1504430857043
1204 => 1.1928032341912
1205 => 1.1651760222448
1206 => 1.1662589566479
1207 => 1.126869812716
1208 => 1.1962882994153
1209 => 1.1861746098046
1210 => 1.2386444493958
1211 => 1.2261221010806
1212 => 1.2689092183998
1213 => 1.2576419364572
1214 => 1.3044117938557
1215 => 1.3230695562153
1216 => 1.3543988430659
1217 => 1.3774447940063
1218 => 1.3909778171973
1219 => 1.390165345246
1220 => 1.4437899252542
1221 => 1.4121693839235
1222 => 1.3724465316227
1223 => 1.3717280705486
1224 => 1.3923010986323
1225 => 1.4354165215612
1226 => 1.4465957234228
1227 => 1.4528433721686
1228 => 1.4432748806322
1229 => 1.4089530492823
1230 => 1.394133056521
1231 => 1.4067601197301
]
'min_raw' => 0.52067451989774
'max_raw' => 1.4528433721686
'avg_raw' => 0.98675894603319
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.520674'
'max' => '$1.45'
'avg' => '$0.986758'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.2061272460089
'max_diff' => 0.75063874153754
'year' => 2036
]
11 => [
'items' => [
101 => 1.3913183064813
102 => 1.4179752083564
103 => 1.4545808282378
104 => 1.4470219124866
105 => 1.4722902345468
106 => 1.4984402895742
107 => 1.5358360427359
108 => 1.545612677373
109 => 1.5617730826562
110 => 1.5784074481091
111 => 1.5837499579839
112 => 1.5939504670183
113 => 1.5938967053005
114 => 1.6246366258491
115 => 1.6585437101503
116 => 1.6713428495232
117 => 1.7007737647624
118 => 1.6503743537974
119 => 1.6886028859611
120 => 1.7230859788949
121 => 1.6819738139282
122 => 1.738637355429
123 => 1.7408374723431
124 => 1.7740566256474
125 => 1.7403826497538
126 => 1.7203871503593
127 => 1.7781134078896
128 => 1.8060453255484
129 => 1.7976320046321
130 => 1.733606217042
131 => 1.6963404624693
201 => 1.5988087947255
202 => 1.7143392682225
203 => 1.7706107917929
204 => 1.7334604873901
205 => 1.7521969400267
206 => 1.8544169502968
207 => 1.8933357119521
208 => 1.8852408815905
209 => 1.8866087746693
210 => 1.907608632033
211 => 2.0007335644164
212 => 1.9449309463133
213 => 1.9875899569689
214 => 2.0102161424022
215 => 2.0312326044036
216 => 1.9796228160491
217 => 1.9124792396984
218 => 1.8912120505725
219 => 1.7297666217697
220 => 1.7213626860786
221 => 1.7166453023098
222 => 1.686902864935
223 => 1.6635334562977
224 => 1.6449492348988
225 => 1.5961786882297
226 => 1.6126373160561
227 => 1.5349072438697
228 => 1.5846361894699
301 => 1.4605771174023
302 => 1.5638971990555
303 => 1.5076647759993
304 => 1.5454233357153
305 => 1.5452915996576
306 => 1.4757661198581
307 => 1.4356652740695
308 => 1.4612190937542
309 => 1.488614816921
310 => 1.4930596808346
311 => 1.5285789510219
312 => 1.538491615847
313 => 1.5084557786488
314 => 1.4580062688813
315 => 1.4697245393695
316 => 1.4354278036921
317 => 1.3753240936222
318 => 1.4184916275045
319 => 1.4332309215144
320 => 1.4397406334282
321 => 1.3806355375322
322 => 1.3620634331677
323 => 1.352175800639
324 => 1.4503765432112
325 => 1.4557562015649
326 => 1.4282331088201
327 => 1.5526400978733
328 => 1.52448296473
329 => 1.5559413811162
330 => 1.4686612291478
331 => 1.4719954484913
401 => 1.430675625823
402 => 1.4538119655257
403 => 1.4374599463428
404 => 1.4519427779155
405 => 1.4606237274452
406 => 1.5019367699372
407 => 1.5643689276387
408 => 1.4957659790574
409 => 1.4658746919483
410 => 1.4844190783558
411 => 1.5338052231098
412 => 1.6086277604422
413 => 1.5643313123975
414 => 1.5839893238373
415 => 1.5882837248128
416 => 1.5556211639683
417 => 1.60983207565
418 => 1.6388841436288
419 => 1.6686855538968
420 => 1.6945612834158
421 => 1.6567822152887
422 => 1.6972112336014
423 => 1.6646325815238
424 => 1.635406162691
425 => 1.6354504871043
426 => 1.6171163276406
427 => 1.5815915834271
428 => 1.5750402755467
429 => 1.6091210064792
430 => 1.6364505252299
501 => 1.6387015152938
502 => 1.6538325411155
503 => 1.6627869263348
504 => 1.7505520743808
505 => 1.7858519429563
506 => 1.829015954058
507 => 1.8458307689726
508 => 1.8964373334204
509 => 1.8555684225646
510 => 1.8467261766234
511 => 1.7239712045539
512 => 1.7440723243534
513 => 1.776256156622
514 => 1.7245019040939
515 => 1.7573280651362
516 => 1.7638086446791
517 => 1.7227433143971
518 => 1.7446780816289
519 => 1.6864258430664
520 => 1.5656386672543
521 => 1.6099665463055
522 => 1.6426067858899
523 => 1.5960251394904
524 => 1.6795209377028
525 => 1.6307444160903
526 => 1.615284600425
527 => 1.5549703476927
528 => 1.5834363532739
529 => 1.6219370334164
530 => 1.5981480892728
531 => 1.6475137202986
601 => 1.7174286191641
602 => 1.7672541395998
603 => 1.7710791243729
604 => 1.7390446527834
605 => 1.7903800979469
606 => 1.7907540206208
607 => 1.7328474287648
608 => 1.6973799636783
609 => 1.6893216809865
610 => 1.7094528510701
611 => 1.7338958079706
612 => 1.7724355383666
613 => 1.7957242902865
614 => 1.8564490038939
615 => 1.872879370282
616 => 1.8909313615668
617 => 1.9150543889512
618 => 1.9440202683435
619 => 1.8806445732617
620 => 1.8831626077744
621 => 1.8241480380104
622 => 1.7610825066722
623 => 1.8089413837284
624 => 1.8715104990798
625 => 1.8571570748855
626 => 1.8555420214498
627 => 1.8582580933502
628 => 1.8474360802467
629 => 1.798488516062
630 => 1.7739073557564
701 => 1.8056233238734
702 => 1.8224789494122
703 => 1.848620554658
704 => 1.8453980500291
705 => 1.9127360177387
706 => 1.9389015157962
707 => 1.9322072617083
708 => 1.9334391655667
709 => 1.9808105499727
710 => 2.0334972721005
711 => 2.0828453399985
712 => 2.1330443142131
713 => 2.072527491498
714 => 2.0418007810821
715 => 2.0735029029996
716 => 2.0566813108705
717 => 2.1533431688526
718 => 2.1600358261751
719 => 2.2566906944047
720 => 2.3484276738022
721 => 2.2908093206814
722 => 2.3451408324867
723 => 2.4039047922174
724 => 2.5172700046467
725 => 2.4790925893368
726 => 2.4498492875257
727 => 2.4222145086169
728 => 2.4797180966286
729 => 2.5536955439633
730 => 2.569629577572
731 => 2.5954487992875
801 => 2.5683030446779
802 => 2.6009971160984
803 => 2.7164215547155
804 => 2.6852328525214
805 => 2.6409398815718
806 => 2.7320563903791
807 => 2.76503110071
808 => 2.9964648868021
809 => 3.2886596017962
810 => 3.1676890711347
811 => 3.0925987590585
812 => 3.1102467635624
813 => 3.216946382063
814 => 3.2512149130487
815 => 3.1580612327584
816 => 3.1909646874591
817 => 3.3722659578559
818 => 3.4695282725826
819 => 3.3374329851121
820 => 2.972987325956
821 => 2.6369517841577
822 => 2.7260835417203
823 => 2.7159787664931
824 => 2.9107643637404
825 => 2.6844890122889
826 => 2.6882989088918
827 => 2.8871124660087
828 => 2.8340724174972
829 => 2.7481543317647
830 => 2.6375790812662
831 => 2.433170503747
901 => 2.2521201262834
902 => 2.6072016099013
903 => 2.5918898506539
904 => 2.5697161541881
905 => 2.6190613162282
906 => 2.8586674162262
907 => 2.853143720092
908 => 2.8180047835007
909 => 2.8446573572048
910 => 2.743482006731
911 => 2.769557198268
912 => 2.636898554411
913 => 2.6968658017487
914 => 2.7479699901405
915 => 2.7582299125705
916 => 2.7813460416901
917 => 2.5838212493023
918 => 2.6725040820612
919 => 2.7245969378494
920 => 2.4892395202441
921 => 2.7199446784351
922 => 2.5803827821198
923 => 2.5330133783611
924 => 2.5967900400778
925 => 2.571936212982
926 => 2.5505683519106
927 => 2.5386447182864
928 => 2.5854752598779
929 => 2.583290559138
930 => 2.5066667036779
1001 => 2.4067140078181
1002 => 2.4402614133841
1003 => 2.4280733264333
1004 => 2.3839021270294
1005 => 2.4136681821767
1006 => 2.2825935395639
1007 => 2.0570864296156
1008 => 2.206063333917
1009 => 2.2003278851571
1010 => 2.1974358118105
1011 => 2.3093878379738
1012 => 2.2986262338309
1013 => 2.2790938169336
1014 => 2.3835433988756
1015 => 2.3454178964216
1016 => 2.4629117114867
1017 => 2.540300737112
1018 => 2.5206723769407
1019 => 2.593457129595
1020 => 2.4410342778521
1021 => 2.4916630350577
1022 => 2.5020975517493
1023 => 2.3822545072477
1024 => 2.3003869653597
1025 => 2.294927333674
1026 => 2.1529802980823
1027 => 2.228807258739
1028 => 2.295531846184
1029 => 2.263575946835
1030 => 2.2534596637564
1031 => 2.3051415600507
1101 => 2.3091576860183
1102 => 2.2175895883477
1103 => 2.2366294954379
1104 => 2.3160290731254
1105 => 2.2346288297985
1106 => 2.0764814536686
1107 => 2.0372587178299
1108 => 2.0320256818505
1109 => 1.9256505114614
1110 => 2.0398797685894
1111 => 1.9900156366993
1112 => 2.1475358318762
1113 => 2.0575611411889
1114 => 2.0536825121035
1115 => 2.0478193953698
1116 => 1.9562578919129
1117 => 1.9763040421328
1118 => 2.0429404985788
1119 => 2.0667171369522
1120 => 2.0642370387736
1121 => 2.0426139435889
1122 => 2.0525128858363
1123 => 2.0206249438373
1124 => 2.0093646478273
1125 => 1.9738240562314
1126 => 1.9215892049245
1127 => 1.9288527813737
1128 => 1.8253618729424
1129 => 1.7689745333508
1130 => 1.753367260925
1201 => 1.7324965639645
1202 => 1.7557246616815
1203 => 1.8250686962018
1204 => 1.7414250784128
1205 => 1.5980239626311
1206 => 1.6066426140332
1207 => 1.6260061648331
1208 => 1.5899223160202
1209 => 1.5557719814066
1210 => 1.5854629266489
1211 => 1.5247019834687
1212 => 1.6333488345276
1213 => 1.6304102416857
1214 => 1.6709070690843
1215 => 1.6962305663352
1216 => 1.6378681037515
1217 => 1.6231901022406
1218 => 1.6315513589792
1219 => 1.4933584100198
1220 => 1.6596137568965
1221 => 1.6610515400402
1222 => 1.6487403678604
1223 => 1.7372662075143
1224 => 1.9240833410858
1225 => 1.8537952207344
1226 => 1.8265775360647
1227 => 1.7748366976115
1228 => 1.8437782927834
1229 => 1.8384846539306
1230 => 1.8145448114854
1231 => 1.8000659200777
]
'min_raw' => 1.352175800639
'max_raw' => 3.4695282725826
'avg_raw' => 2.4108520366108
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.35'
'max' => '$3.46'
'avg' => '$2.41'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.83150128074128
'max_diff' => 2.016684900414
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.04244325328538
]
1 => [
'year' => 2028
'avg' => 0.072844944002179
]
2 => [
'year' => 2029
'avg' => 0.19899925799018
]
3 => [
'year' => 2030
'avg' => 0.15352763118084
]
4 => [
'year' => 2031
'avg' => 0.15078316028946
]
5 => [
'year' => 2032
'avg' => 0.26437033319436
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.04244325328538
'min' => '$0.042443'
'max_raw' => 0.26437033319436
'max' => '$0.26437'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.26437033319436
]
1 => [
'year' => 2033
'avg' => 0.67998768185667
]
2 => [
'year' => 2034
'avg' => 0.4310088714396
]
3 => [
'year' => 2035
'avg' => 0.50837595225997
]
4 => [
'year' => 2036
'avg' => 0.98675894603319
]
5 => [
'year' => 2037
'avg' => 2.4108520366108
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.26437033319436
'min' => '$0.26437'
'max_raw' => 2.4108520366108
'max' => '$2.41'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.4108520366108
]
]
]
]
'prediction_2025_max_price' => '$0.07257'
'last_price' => 0.070366
'sma_50day_nextmonth' => '$0.066957'
'sma_200day_nextmonth' => '$0.076975'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.07120079'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.0708094'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.070825'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.070018'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.072763'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.078097'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.071529'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.070847'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.070868'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.070793'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.071038'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.072475'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.073824'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.069013'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.075165'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.070734'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.0710073'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.071995'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.071394'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.05688'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.02844'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.01422'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '47.14'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 87
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.070859'
'vwma_10_action' => 'SELL'
'hma_9' => '0.071133'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 29.57
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 6.11
'cci_20_action' => 'NEUTRAL'
'adx_14' => 7.09
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001968'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -70.43
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 46
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.005659'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 24
'buy_signals' => 6
'sell_pct' => 80
'buy_pct' => 20
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767700776
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Corn pour 2026
La prévision du prix de Corn pour 2026 suggère que le prix moyen pourrait varier entre $0.024311 à la baisse et $0.07257 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Corn pourrait potentiellement gagner 3.13% d'ici 2026 si CORN atteint l'objectif de prix prévu.
Prévision du prix de Corn de 2027 à 2032
La prévision du prix de CORN pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.042443 à la baisse et $0.26437 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Corn atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Corn | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.023404 | $0.042443 | $0.061482 |
| 2028 | $0.042237 | $0.072844 | $0.103452 |
| 2029 | $0.092783 | $0.198999 | $0.305215 |
| 2030 | $0.0789082 | $0.153527 | $0.228146 |
| 2031 | $0.093294 | $0.150783 | $0.208272 |
| 2032 | $0.1424062 | $0.26437 | $0.386334 |
Prévision du prix de Corn de 2032 à 2037
La prévision du prix de Corn pour 2032-2037 est actuellement estimée entre $0.26437 à la baisse et $2.41 à la hausse. Par rapport au prix actuel, Corn pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Corn | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.1424062 | $0.26437 | $0.386334 |
| 2033 | $0.330921 | $0.679987 | $1.02 |
| 2034 | $0.266044 | $0.4310088 | $0.595973 |
| 2035 | $0.314547 | $0.508375 | $0.7022046 |
| 2036 | $0.520674 | $0.986758 | $1.45 |
| 2037 | $1.35 | $2.41 | $3.46 |
Corn Histogramme des prix potentiels
Prévision du prix de Corn basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Corn est Baissier, avec 6 indicateurs techniques montrant des signaux haussiers et 24 indiquant des signaux baissiers. La prévision du prix de CORN a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Corn et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Corn devrait augmenter au cours du prochain mois, atteignant $0.076975 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Corn devrait atteindre $0.066957 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 47.14, ce qui suggère que le marché de CORN est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de CORN 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 | $0.07120079 | SELL |
| SMA 5 | $0.0708094 | SELL |
| SMA 10 | $0.070825 | SELL |
| SMA 21 | $0.070018 | BUY |
| SMA 50 | $0.072763 | SELL |
| SMA 100 | $0.078097 | SELL |
| SMA 200 | $0.071529 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.070847 | SELL |
| EMA 5 | $0.070868 | SELL |
| EMA 10 | $0.070793 | SELL |
| EMA 21 | $0.071038 | SELL |
| EMA 50 | $0.072475 | SELL |
| EMA 100 | $0.073824 | SELL |
| EMA 200 | $0.069013 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.075165 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.071394 | SELL |
| EMA 50 | $0.05688 | BUY |
| EMA 100 | $0.02844 | BUY |
| EMA 200 | $0.01422 | BUY |
Oscillateurs de Corn
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) | 47.14 | NEUTRAL |
| Stoch RSI (14) | 87 | NEUTRAL |
| Stochastique Rapide (14) | 29.57 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | 6.11 | NEUTRAL |
| Indice Directionnel Moyen (14) | 7.09 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.001968 | SELL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Plage de Pourcentage de Williams (14) | -70.43 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 46 | NEUTRAL |
| VWMA (10) | 0.070859 | SELL |
| Moyenne Mobile de Hull (9) | 0.071133 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | 0.005659 | NEUTRAL |
Prévision du cours de Corn basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Corn
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 Corn par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.098875 | $0.138937 | $0.19523 | $0.27433 | $0.38548 | $0.541664 |
| Action Amazon.com | $0.146822 | $0.306354 | $0.639227 | $1.33 | $2.78 | $5.80 |
| Action Apple | $0.0998088 | $0.141571 | $0.2008078 | $0.28483 | $0.40401 | $0.573058 |
| Action Netflix | $0.111026 | $0.175182 | $0.27641 | $0.436132 | $0.688148 | $1.08 |
| Action Google | $0.091123 | $0.1180047 | $0.152815 | $0.197895 | $0.256273 | $0.331873 |
| Action Tesla | $0.159514 | $0.361607 | $0.819735 | $1.85 | $4.21 | $9.54 |
| Action Kodak | $0.052767 | $0.039569 | $0.029673 | $0.022251 | $0.016686 | $0.012512 |
| Action Nokia | $0.046614 | $0.03088 | $0.020456 | $0.013551 | $0.008977 | $0.005947 |
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 Corn
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Corn maintenant ?", "Devrais-je acheter CORN aujourd'hui ?", " Corn sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Corn avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Corn 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 Corn afin de prendre une décision responsable concernant cet investissement.
Le cours de Corn est de $0.07036 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 Corn basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Corn présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.072195 | $0.074071 | $0.075996 | $0.077972 |
| Si Corn présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.074024 | $0.077872 | $0.08192 | $0.086179 |
| Si Corn présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.079511 | $0.089844 | $0.101521 | $0.114716 |
| Si Corn présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.088656 | $0.111701 | $0.140735 | $0.177317 |
| Si Corn présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.106946 | $0.162544 | $0.247045 | $0.375475 |
| Si Corn présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.161817 | $0.372126 | $0.855764 | $1.96 |
| Si Corn présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.253269 | $0.911599 | $3.28 | $11.80 |
Boîte à questions
Est-ce que CORN est un bon investissement ?
La décision d'acquérir Corn dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Corn a connu une baisse de -1.2675% au cours des 24 heures précédentes, et Corn a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Corn dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Corn peut monter ?
Il semble que la valeur moyenne de Corn pourrait potentiellement s'envoler jusqu'à $0.07257 pour la fin de cette année. En regardant les perspectives de Corn sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.228146. 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 Corn la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Corn, le prix de Corn va augmenter de 0.86% durant la prochaine semaine et atteindre $0.070968 d'ici 13 janvier 2026.
Quel sera le prix de Corn le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Corn, le prix de Corn va diminuer de -11.62% durant le prochain mois et atteindre $0.06219 d'ici 5 février 2026.
Jusqu'où le prix de Corn peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Corn en 2026, CORN devrait fluctuer dans la fourchette de $0.024311 et $0.07257. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Corn ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Corn dans 5 ans ?
L'avenir de Corn semble suivre une tendance haussière, avec un prix maximum de $0.228146 prévue après une période de cinq ans. Selon la prévision de Corn pour 2030, la valeur de Corn pourrait potentiellement atteindre son point le plus élevé d'environ $0.228146, tandis que son point le plus bas devrait être autour de $0.0789082.
Combien vaudra Corn en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Corn, il est attendu que la valeur de CORN en 2026 augmente de 3.13% jusqu'à $0.07257 si le meilleur scénario se produit. Le prix sera entre $0.07257 et $0.024311 durant 2026.
Combien vaudra Corn en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Corn, le valeur de CORN pourrait diminuer de -12.62% jusqu'à $0.061482 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.061482 et $0.023404 tout au long de l'année.
Combien vaudra Corn en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Corn suggère que la valeur de CORN en 2028 pourrait augmenter de 47.02%, atteignant $0.103452 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.103452 et $0.042237 durant l'année.
Combien vaudra Corn en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Corn pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.305215 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.305215 et $0.092783.
Combien vaudra Corn en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Corn, il est prévu que la valeur de CORN en 2030 augmente de 224.23%, atteignant $0.228146 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.228146 et $0.0789082 au cours de 2030.
Combien vaudra Corn en 2031 ?
Notre simulation expérimentale indique que le prix de Corn pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.208272 dans des conditions idéales. Il est probable que le prix fluctue entre $0.208272 et $0.093294 durant l'année.
Combien vaudra Corn en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Corn, CORN pourrait connaître une 449.04% hausse en valeur, atteignant $0.386334 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.386334 et $0.1424062 tout au long de l'année.
Combien vaudra Corn en 2033 ?
Selon notre prédiction expérimentale de prix de Corn, la valeur de CORN est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $1.02. Tout au long de l'année, le prix de CORN pourrait osciller entre $1.02 et $0.330921.
Combien vaudra Corn en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Corn suggèrent que CORN pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.595973 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.595973 et $0.266044.
Combien vaudra Corn en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Corn, CORN pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.7022046 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.7022046 et $0.314547.
Combien vaudra Corn en 2036 ?
Notre récente simulation de prédiction de prix de Corn suggère que la valeur de CORN pourrait augmenter de 1964.7% en 2036, pouvant atteindre $1.45 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $1.45 et $0.520674.
Combien vaudra Corn en 2037 ?
Selon la simulation expérimentale, la valeur de Corn pourrait augmenter de 4830.69% en 2037, avec un maximum de $3.46 sous des conditions favorables. Il est prévu que le prix chute entre $3.46 et $1.35 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de Corn ?
Les traders de Corn 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 Corn
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Corn. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de CORN 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 CORN 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 CORN.
Comment lire les graphiques de Corn 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 Corn 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 CORN 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 Corn ?
L'action du prix de Corn 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 CORN. La capitalisation boursière de Corn peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de CORN, de grands détenteurs de Corn, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Corn.
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


