Prédiction du prix de Changer jusqu'à $0.005824 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.001951 | $0.005824 |
| 2027 | $0.001878 | $0.004934 |
| 2028 | $0.003389 | $0.0083031 |
| 2029 | $0.007446 | $0.024496 |
| 2030 | $0.006333 | $0.018311 |
| 2031 | $0.007487 | $0.016715 |
| 2032 | $0.011429 | $0.0310072 |
| 2033 | $0.026559 | $0.082592 |
| 2034 | $0.021352 | $0.047832 |
| 2035 | $0.025245 | $0.056359 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Changer aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.94, soit un rendement de 39.55% sur les 90 prochains jours.
Prévision du prix à long terme de Changer pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Changer'
'name_with_ticker' => 'Changer <small>CNG</small>'
'name_lang' => 'Changer'
'name_lang_with_ticker' => 'Changer <small>CNG</small>'
'name_with_lang' => 'Changer'
'name_with_lang_with_ticker' => 'Changer <small>CNG</small>'
'image' => '/uploads/coins/changer.png?1717087354'
'price_for_sd' => 0.005647
'ticker' => 'CNG'
'marketcap' => '$236.11K'
'low24h' => '$0.005646'
'high24h' => '$0.005704'
'volume24h' => '$6.94K'
'current_supply' => '41.81M'
'max_supply' => '200M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.005647'
'change_24h_pct' => '-0.4816%'
'ath_price' => '$1.13'
'ath_days' => 1456
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 janv. 2022'
'ath_pct' => '-99.50%'
'fdv' => '$1.13M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.278465'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.005695'
'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' => '$0.004991'
'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' => '$0.001951'
'current_year_max_price_prediction' => '$0.005824'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.006333'
'grand_prediction_max_price' => '$0.018311'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0057546088598677
107 => 0.0057760944804274
108 => 0.0058245026806314
109 => 0.0054108599100055
110 => 0.0055965733701029
111 => 0.0057056626289121
112 => 0.0052127933889109
113 => 0.0056959201887327
114 => 0.005403659309641
115 => 0.0053044615776662
116 => 0.0054380182554629
117 => 0.0053859710882374
118 => 0.0053412239901691
119 => 0.0053162543405943
120 => 0.0054143236246555
121 => 0.0054097485753359
122 => 0.005249288192184
123 => 0.0050399741635642
124 => 0.0051102268220678
125 => 0.0050847033726112
126 => 0.0049922030991903
127 => 0.0050545371149504
128 => 0.0047800496560662
129 => 0.0043078082496725
130 => 0.0046197853878816
131 => 0.0046077746074264
201 => 0.0046017182272754
202 => 0.0048361604242248
203 => 0.0048136242164898
204 => 0.0047727207787757
205 => 0.0049914518754798
206 => 0.0049116120828344
207 => 0.0051576595111465
208 => 0.0053197222607828
209 => 0.0052786179052943
210 => 0.0054310387046445
211 => 0.0051118453014293
212 => 0.0052178685461608
213 => 0.0052397197899581
214 => 0.0049887527676992
215 => 0.0048173114187852
216 => 0.0048058782353871
217 => 0.0045086225624435
218 => 0.0046674141435661
219 => 0.0048071441637118
220 => 0.0047402243275496
221 => 0.0047190395065939
222 => 0.0048272681624295
223 => 0.0048356784559037
224 => 0.0046439228734094
225 => 0.0046837949311195
226 => 0.0048500680399488
227 => 0.0046796052753898
228 => 0.0043484239687863
301 => 0.0042662864258089
302 => 0.0042553277634804
303 => 0.0040325642325149
304 => 0.0042717752491866
305 => 0.0041673532299527
306 => 0.0044972211375447
307 => 0.0043088023578452
308 => 0.0043006800008402
309 => 0.0042884018669364
310 => 0.0040966600935888
311 => 0.0041386393561265
312 => 0.0042781848184242
313 => 0.0043279762114641
314 => 0.0043227825612412
315 => 0.0042775009695302
316 => 0.0042982306503362
317 => 0.0042314531257604
318 => 0.0042078725919786
319 => 0.0041334459410267
320 => 0.0040240593250145
321 => 0.0040392702048781
322 => 0.0038225466959929
323 => 0.003704464225965
324 => 0.0036717805545632
325 => 0.0036280745832201
326 => 0.0036767172603236
327 => 0.0038219327455221
328 => 0.0036467720611889
329 => 0.0033464713539931
330 => 0.0033645199381831
331 => 0.0034050697481852
401 => 0.0033295054455101
402 => 0.0032579901746593
403 => 0.0033201669004467
404 => 0.0031929255320136
405 => 0.0034204462596575
406 => 0.0034142924615942
407 => 0.0034990981190725
408 => 0.0035521288370809
409 => 0.0034299102009703
410 => 0.0033991725445028
411 => 0.0034166821105753
412 => 0.0031272879864377
413 => 0.0034754484450926
414 => 0.0034784593511967
415 => 0.0034526781451591
416 => 0.0036380628411446
417 => 0.0040292823726108
418 => 0.003882089848104
419 => 0.0038250924536974
420 => 0.0037167403652656
421 => 0.0038611130897906
422 => 0.0038500275171124
423 => 0.0037998943533831
424 => 0.0037695736595346
425 => 0.0038254404676337
426 => 0.0037626511437606
427 => 0.0037513724558577
428 => 0.0036830358785
429 => 0.0036586428294994
430 => 0.0036405831871347
501 => 0.0036207012953949
502 => 0.0036645557943141
503 => 0.0035651757302234
504 => 0.0034453331152777
505 => 0.00343536949856
506 => 0.0034628799203277
507 => 0.0034507086066055
508 => 0.0034353112269926
509 => 0.0034059134360847
510 => 0.0033971917395067
511 => 0.0034255330222194
512 => 0.0033935373664362
513 => 0.0034407486994379
514 => 0.0034279098291837
515 => 0.0033561929436102
516 => 0.0032668071511938
517 => 0.0032660114301483
518 => 0.0032467534077943
519 => 0.0032222254208634
520 => 0.0032154022960235
521 => 0.0033149305500259
522 => 0.0035209510571808
523 => 0.0034805043019734
524 => 0.003509731227761
525 => 0.0036534987756842
526 => 0.003699198155928
527 => 0.0036667618182801
528 => 0.0036223609587214
529 => 0.0036243143712039
530 => 0.0037760455493699
531 => 0.0037855088368348
601 => 0.0038094195112865
602 => 0.0038401514851128
603 => 0.0036719956063115
604 => 0.0036163942444343
605 => 0.0035900472345308
606 => 0.003508908641604
607 => 0.0035964096577783
608 => 0.0035454265628207
609 => 0.003552305924161
610 => 0.0035478257310633
611 => 0.0035502722194439
612 => 0.0034203826629773
613 => 0.0034677075905596
614 => 0.0033890207196333
615 => 0.0032836678324787
616 => 0.0032833146526595
617 => 0.0033090996225373
618 => 0.003293761713488
619 => 0.0032524877946102
620 => 0.0032583505599794
621 => 0.0032069865662536
622 => 0.0032645870787928
623 => 0.0032662388553879
624 => 0.0032440595205392
625 => 0.0033328010574448
626 => 0.0033691585375213
627 => 0.0033545596241964
628 => 0.0033681342388447
629 => 0.0034821850472584
630 => 0.0035007803054155
701 => 0.0035090390907551
702 => 0.0034979734124795
703 => 0.0033702188782565
704 => 0.0033758853351035
705 => 0.0033343086345133
706 => 0.0032991807037593
707 => 0.0033005856367677
708 => 0.0033186459594866
709 => 0.0033975164480239
710 => 0.0035634947414814
711 => 0.0035697934963896
712 => 0.0035774277710859
713 => 0.0035463753392169
714 => 0.0035370096286334
715 => 0.003549365418388
716 => 0.0036116981386866
717 => 0.003772034818463
718 => 0.0037153611273032
719 => 0.0036692845342118
720 => 0.0037097061285133
721 => 0.0037034835409055
722 => 0.0036509586393049
723 => 0.0036494844402566
724 => 0.0035486723608583
725 => 0.0035114044304848
726 => 0.0034802605584084
727 => 0.0034462522631323
728 => 0.0034260910057243
729 => 0.0034570678602306
730 => 0.0034641526333636
731 => 0.0033964211996027
801 => 0.0033871896554573
802 => 0.003442500606351
803 => 0.0034181603190628
804 => 0.0034431949081488
805 => 0.0034490031475595
806 => 0.0034480678872393
807 => 0.0034226538318462
808 => 0.0034388519928957
809 => 0.0034005385131094
810 => 0.0033588783583404
811 => 0.0033323017751171
812 => 0.0033091101813825
813 => 0.0033219782254898
814 => 0.0032761059978594
815 => 0.003261430549015
816 => 0.0034333644204023
817 => 0.0035603738197967
818 => 0.0035585270528283
819 => 0.0035472853338578
820 => 0.0035305824197671
821 => 0.0036104762164848
822 => 0.0035826428152353
823 => 0.0036028939402028
824 => 0.0036080487014441
825 => 0.0036236506112067
826 => 0.0036292269529174
827 => 0.0036123713752494
828 => 0.0035558019978602
829 => 0.0034148364878614
830 => 0.0033492166624279
831 => 0.0033275610270501
901 => 0.0033283481682662
902 => 0.0033066352995738
903 => 0.0033130307125062
904 => 0.0033044112359509
905 => 0.0032880880326305
906 => 0.0033209703136823
907 => 0.0033247596902539
908 => 0.0033170845729424
909 => 0.0033188923409126
910 => 0.0032553456476589
911 => 0.0032601769647309
912 => 0.0032332755773404
913 => 0.0032282318915057
914 => 0.0031602275267543
915 => 0.0030397479372069
916 => 0.0031065053250529
917 => 0.0030258717880442
918 => 0.0029953346457815
919 => 0.003139892727753
920 => 0.0031253831057401
921 => 0.0031005489400351
922 => 0.0030638140330639
923 => 0.003050188698734
924 => 0.0029674054806025
925 => 0.002962514206444
926 => 0.0030035438046849
927 => 0.002984610056839
928 => 0.0029580199040923
929 => 0.0028617130662444
930 => 0.0027534322944051
1001 => 0.0027567006102783
1002 => 0.002791142709165
1003 => 0.0028912877568279
1004 => 0.0028521593541791
1005 => 0.0028237712491107
1006 => 0.0028184550103747
1007 => 0.0028849988684555
1008 => 0.0029791723690091
1009 => 0.0030233564684555
1010 => 0.0029795713677951
1011 => 0.0029292734017137
1012 => 0.0029323348058508
1013 => 0.0029527009560413
1014 => 0.0029548411504645
1015 => 0.0029221023452599
1016 => 0.0029313181271564
1017 => 0.0029173185117469
1018 => 0.0028314028978205
1019 => 0.002829848956806
1020 => 0.002808763879572
1021 => 0.0028081254318131
1022 => 0.0027722544555191
1023 => 0.0027672358579713
1024 => 0.0026960118573269
1025 => 0.0027428917102372
1026 => 0.0027114471662077
1027 => 0.0026640528213373
1028 => 0.0026558820184176
1029 => 0.0026556363942153
1030 => 0.0027042997892157
1031 => 0.0027423230501334
1101 => 0.0027119941575137
1102 => 0.0027050888565651
1103 => 0.0027788194049559
1104 => 0.0027694365206043
1105 => 0.0027613110032689
1106 => 0.0029707401649385
1107 => 0.0028049606415157
1108 => 0.002732671306939
1109 => 0.002643199528028
1110 => 0.0026723319903973
1111 => 0.0026784706282635
1112 => 0.0024633071284829
1113 => 0.0023760153234188
1114 => 0.0023460600654431
1115 => 0.0023288203909729
1116 => 0.0023366767271112
1117 => 0.002258103864246
1118 => 0.0023109061275666
1119 => 0.0022428686699241
1120 => 0.0022314619687373
1121 => 0.0023531213712257
1122 => 0.0023700495663581
1123 => 0.0022978286267455
1124 => 0.0023442061614848
1125 => 0.0023273890226924
1126 => 0.002244034976856
1127 => 0.0022408514654159
1128 => 0.0021990273352517
1129 => 0.002133580670292
1130 => 0.0021036697882369
1201 => 0.0020880919411645
1202 => 0.0020945196644728
1203 => 0.0020912696108765
1204 => 0.0020700608127401
1205 => 0.0020924852743596
1206 => 0.002035200041349
1207 => 0.0020123885999857
1208 => 0.0020020852011433
1209 => 0.0019512412596314
1210 => 0.0020321565809802
1211 => 0.0020480979186303
1212 => 0.0020640706656401
1213 => 0.0022031025233026
1214 => 0.0021961568845938
1215 => 0.0022589420758587
1216 => 0.0022565023587807
1217 => 0.0022385950051793
1218 => 0.0021630468259516
1219 => 0.0021931589836749
1220 => 0.0021004784426707
1221 => 0.0021699210056553
1222 => 0.0021382303198999
1223 => 0.0021592063529234
1224 => 0.0021214895542145
1225 => 0.0021423635879084
1226 => 0.0020518782011718
1227 => 0.0019673842202009
1228 => 0.0020013870646766
1229 => 0.0020383520453187
1230 => 0.0021185015418527
1231 => 0.0020707651629361
]
'min_raw' => 0.0019512412596314
'max_raw' => 0.0058245026806314
'avg_raw' => 0.0038878719701314
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001951'
'max' => '$0.005824'
'avg' => '$0.003887'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0036963487403686
'max_diff' => 0.00017691268063144
'year' => 2026
]
1 => [
'items' => [
101 => 0.0020879329699068
102 => 0.002030423690411
103 => 0.0019117656200974
104 => 0.0019124372118892
105 => 0.001894184252878
106 => 0.0018784110313167
107 => 0.0020762482602949
108 => 0.0020516440735277
109 => 0.0020124405220305
110 => 0.0020649160335967
111 => 0.0020787913917531
112 => 0.0020791864036934
113 => 0.0021174711823431
114 => 0.0021379037755714
115 => 0.0021415051086878
116 => 0.0022017470350905
117 => 0.0022219393342104
118 => 0.0023051085565644
119 => 0.0021361702127905
120 => 0.0021326910387735
121 => 0.0020656544716583
122 => 0.0020231388209876
123 => 0.0020685655546334
124 => 0.0021088074392761
125 => 0.0020669048991879
126 => 0.0020723764863125
127 => 0.0020161257498075
128 => 0.0020362327412649
129 => 0.0020535515910123
130 => 0.0020439891401367
131 => 0.0020296736883481
201 => 0.0021055080636478
202 => 0.0021012291909961
203 => 0.0021718479046998
204 => 0.0022269002420246
205 => 0.002325563872293
206 => 0.0022226032306565
207 => 0.0022188509356438
208 => 0.0022555302212802
209 => 0.0022219337188029
210 => 0.0022431655486567
211 => 0.0023221430962607
212 => 0.0023238117673904
213 => 0.0022958593760069
214 => 0.0022941584704509
215 => 0.0022995270329818
216 => 0.002330970871409
217 => 0.002319983428091
218 => 0.0023326983756666
219 => 0.0023485986123082
220 => 0.0024143687326183
221 => 0.0024302256859613
222 => 0.0023917015102254
223 => 0.0023951798119574
224 => 0.0023807707127199
225 => 0.0023668517034019
226 => 0.0023981396036406
227 => 0.0024553188562921
228 => 0.002454963147129
301 => 0.0024682276223383
302 => 0.0024764912805048
303 => 0.0024410176102865
304 => 0.0024179255553774
305 => 0.0024267805186152
306 => 0.0024409397976684
307 => 0.0024221888552522
308 => 0.002306449352378
309 => 0.002341557324082
310 => 0.0023357136408983
311 => 0.0023273915254286
312 => 0.0023626928624589
313 => 0.0023592879623841
314 => 0.0022572979859699
315 => 0.0022638270533543
316 => 0.0022576950401825
317 => 0.0022775088292324
318 => 0.0022208637091709
319 => 0.0022382873665911
320 => 0.0022492153211884
321 => 0.0022556519703988
322 => 0.0022789055609981
323 => 0.0022761770205332
324 => 0.0022787359510918
325 => 0.0023132148872303
326 => 0.0024875975144769
327 => 0.0024970887761243
328 => 0.0024503503325064
329 => 0.0024690214188567
330 => 0.0024331770159819
331 => 0.0024572396037684
401 => 0.0024737026152085
402 => 0.0023993094321658
403 => 0.0023949043506737
404 => 0.0023589120051976
405 => 0.0023782522529458
406 => 0.0023474805281654
407 => 0.0023550308330773
408 => 0.0023339195223199
409 => 0.0023719156784631
410 => 0.002414401285037
411 => 0.002425134827065
412 => 0.0023968994990697
413 => 0.0023764552608023
414 => 0.0023405619131556
415 => 0.0024002533502276
416 => 0.002417708945491
417 => 0.0024001616634167
418 => 0.0023960955747444
419 => 0.0023883903440577
420 => 0.0023977302758596
421 => 0.0024176138785704
422 => 0.0024082371387245
423 => 0.0024144306405896
424 => 0.0023908273981911
425 => 0.0024410293535474
426 => 0.0025207621404117
427 => 0.0025210184943591
428 => 0.002511641703969
429 => 0.0025078049233672
430 => 0.0025174260793386
501 => 0.0025226451617726
502 => 0.0025537582159659
503 => 0.0025871437627141
504 => 0.0027429395421326
505 => 0.0026991927106988
506 => 0.0028374239945313
507 => 0.002946746992957
508 => 0.0029795281800696
509 => 0.0029493710304001
510 => 0.0028462050504379
511 => 0.0028411432352817
512 => 0.0029953167648984
513 => 0.0029517556811867
514 => 0.0029465742288894
515 => 0.002891452330648
516 => 0.0029240361994886
517 => 0.0029169096293966
518 => 0.0029056599898628
519 => 0.0029678277417986
520 => 0.0030842002236689
521 => 0.0030660624810352
522 => 0.0030525234975448
523 => 0.0029931996130287
524 => 0.0030289258419767
525 => 0.0030162044161391
526 => 0.0030708637347535
527 => 0.0030384847652585
528 => 0.0029514256631341
529 => 0.0029652901120979
530 => 0.0029631945285284
531 => 0.0030063214898939
601 => 0.002993375846569
602 => 0.0029606666838991
603 => 0.0030838024751771
604 => 0.0030758067218088
605 => 0.0030871428720014
606 => 0.0030921333958983
607 => 0.0031670839821532
608 => 0.0031977888391906
609 => 0.0032047593793023
610 => 0.0032339266186889
611 => 0.0032040336718156
612 => 0.0033236267726188
613 => 0.0034031492062021
614 => 0.0034955186049961
615 => 0.0036304951231879
616 => 0.0036812475426306
617 => 0.0036720795723256
618 => 0.0037744172279529
619 => 0.0039583157202769
620 => 0.0037092507154834
621 => 0.003971516770308
622 => 0.0038884863653578
623 => 0.0036916227688738
624 => 0.0036789470741296
625 => 0.0038122653873019
626 => 0.0041079525745058
627 => 0.0040338862877676
628 => 0.0041080737204174
629 => 0.0040215301395339
630 => 0.0040172325212964
701 => 0.0041038704918628
702 => 0.004306304832481
703 => 0.0042101358653911
704 => 0.0040722540694695
705 => 0.0041740638418997
706 => 0.004085866794971
707 => 0.0038871341634417
708 => 0.004033829650674
709 => 0.0039357385560087
710 => 0.0039643667522414
711 => 0.0041705396432786
712 => 0.0041457323755632
713 => 0.0041778352770781
714 => 0.0041211744961836
715 => 0.004068244392243
716 => 0.0039694464225969
717 => 0.0039401972144657
718 => 0.0039482806433169
719 => 0.0039401932087198
720 => 0.003884916652703
721 => 0.0038729796856941
722 => 0.0038530842177087
723 => 0.0038592506551599
724 => 0.003821841354723
725 => 0.0038924404338034
726 => 0.0039055442449976
727 => 0.0039569203672777
728 => 0.0039622544067266
729 => 0.0041053361759832
730 => 0.0040265291418681
731 => 0.0040793997042245
801 => 0.0040746704634903
802 => 0.0036958893999523
803 => 0.0037480820884942
804 => 0.0038292775328975
805 => 0.0037926990952516
806 => 0.0037409857424566
807 => 0.0036992244373801
808 => 0.0036359517898764
809 => 0.0037250068261942
810 => 0.0038421047290049
811 => 0.0039652242027828
812 => 0.0041131441834195
813 => 0.0040801301657198
814 => 0.0039624589416358
815 => 0.0039677375867893
816 => 0.0040003680940581
817 => 0.0039581086223508
818 => 0.0039456454791415
819 => 0.0039986558495657
820 => 0.0039990209028528
821 => 0.0039503962734259
822 => 0.003896358896031
823 => 0.0038961324774467
824 => 0.0038865170480784
825 => 0.0040232407030577
826 => 0.0040984248889756
827 => 0.0041070446347257
828 => 0.0040978447114081
829 => 0.0041013853967611
830 => 0.004057637375546
831 => 0.0041576323789711
901 => 0.0042493976825949
902 => 0.004224802620944
903 => 0.0041879311271352
904 => 0.0041585612063447
905 => 0.0042178840009953
906 => 0.0042152424503322
907 => 0.0042485961927221
908 => 0.0042470830743067
909 => 0.0042358674652387
910 => 0.0042248030214887
911 => 0.0042686722902895
912 => 0.0042560386453938
913 => 0.004243385376958
914 => 0.0042180073099916
915 => 0.0042214566107774
916 => 0.0041845914833519
917 => 0.0041675359885714
918 => 0.0039110622689265
919 => 0.0038425241105168
920 => 0.0038640876103754
921 => 0.0038711868744248
922 => 0.0038413589800509
923 => 0.0038841245184257
924 => 0.0038774595545699
925 => 0.0039033890300594
926 => 0.0038871894195005
927 => 0.0038878542571685
928 => 0.0039354938577011
929 => 0.003949323836409
930 => 0.0039422897976165
1001 => 0.003947216197274
1002 => 0.004060742998078
1003 => 0.0040446031173864
1004 => 0.0040360291274487
1005 => 0.0040384041812571
1006 => 0.0040674127129046
1007 => 0.0040755335179588
1008 => 0.0040411250963054
1009 => 0.0040573523068699
1010 => 0.0041264457099137
1011 => 0.0041506244906311
1012 => 0.004227791552208
1013 => 0.004195009612915
1014 => 0.0042551822812564
1015 => 0.0044401325493635
1016 => 0.0045878836211126
1017 => 0.0044520056294609
1018 => 0.0047233316567425
1019 => 0.0049345978883883
1020 => 0.0049264891385354
1021 => 0.004889649984372
1022 => 0.0046491289964466
1023 => 0.0044277979973919
1024 => 0.0046129507763118
1025 => 0.0046134227688223
1026 => 0.0045975179809092
1027 => 0.0044987347091515
1028 => 0.0045940805371772
1029 => 0.0046016487427607
1030 => 0.0045974125601822
1031 => 0.0045216756573352
1101 => 0.0044060394052072
1102 => 0.0044286344520789
1103 => 0.0044656455997813
1104 => 0.0043955757758464
1105 => 0.0043731842214189
1106 => 0.0044148143812672
1107 => 0.0045489554302868
1108 => 0.0045235968419958
1109 => 0.0045229346267734
1110 => 0.0046314294211972
1111 => 0.0045537705630318
1112 => 0.0044289194479793
1113 => 0.0043973928948447
1114 => 0.0042854948700476
1115 => 0.004362783234342
1116 => 0.0043655647049792
1117 => 0.004323234657723
1118 => 0.00443235429802
1119 => 0.0044313487413245
1120 => 0.0045349415994713
1121 => 0.0047329722365474
1122 => 0.0046744048326682
1123 => 0.0046062973140721
1124 => 0.0046137024897601
1125 => 0.004694918989527
1126 => 0.0046458136397756
1127 => 0.0046634722659209
1128 => 0.0046948922610814
1129 => 0.0047138487242763
1130 => 0.0046109749464298
1201 => 0.0045869901477921
1202 => 0.0045379256672999
1203 => 0.0045251256601714
1204 => 0.0045650876557684
1205 => 0.0045545590818067
1206 => 0.0043653309331425
1207 => 0.0043455555387516
1208 => 0.0043461620218648
1209 => 0.0042964358524002
1210 => 0.0042205915083185
1211 => 0.0044199059161347
1212 => 0.0044038981797837
1213 => 0.0043862268777526
1214 => 0.0043883915114204
1215 => 0.0044749071404613
1216 => 0.0044247237064736
1217 => 0.0045581445906331
1218 => 0.0045307172678488
1219 => 0.0045025865377278
1220 => 0.0044986980139421
1221 => 0.0044878700828467
1222 => 0.0044507370782246
1223 => 0.0044058967437959
1224 => 0.0043762892710028
1225 => 0.0040368955227245
1226 => 0.0040998850282423
1227 => 0.0041723487126665
1228 => 0.0041973628861498
1229 => 0.0041545744114786
1230 => 0.0044524266280035
1231 => 0.004506847098138
]
'min_raw' => 0.0018784110313167
'max_raw' => 0.0049345978883883
'avg_raw' => 0.0034065044598525
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001878'
'max' => '$0.004934'
'avg' => '$0.0034065'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -7.2830228314732E-5
'max_diff' => -0.00088990479224319
'year' => 2027
]
2 => [
'items' => [
101 => 0.0043420039443412
102 => 0.0043111685207674
103 => 0.0044544481932394
104 => 0.0043680330355112
105 => 0.004406945775745
106 => 0.0043228377154905
107 => 0.0044937388005
108 => 0.0044924368205698
109 => 0.0044259524385251
110 => 0.0044821445829639
111 => 0.0044723798150469
112 => 0.0043973191114622
113 => 0.0044961183586869
114 => 0.0044961673618809
115 => 0.004432177589658
116 => 0.004357451544864
117 => 0.0043440922930052
118 => 0.0043340278912926
119 => 0.0044044705498827
120 => 0.0044676292173062
121 => 0.0045851518390197
122 => 0.0046146998183871
123 => 0.0047300275489784
124 => 0.0046613555006166
125 => 0.0046917969302035
126 => 0.0047248454082232
127 => 0.0047406900639034
128 => 0.0047148720477436
129 => 0.0048940234841397
130 => 0.0049091493544297
131 => 0.0049142209278997
201 => 0.0048538120715311
202 => 0.0049074692748553
203 => 0.0048823648463597
204 => 0.0049476795950941
205 => 0.0049579217816762
206 => 0.0049492470140175
207 => 0.0049524980457006
208 => 0.0047996238992156
209 => 0.004791696568245
210 => 0.0046836068479629
211 => 0.0047276542079367
212 => 0.0046453097797106
213 => 0.0046714220461427
214 => 0.0046829320843791
215 => 0.0046769198935933
216 => 0.0047301445795815
217 => 0.0046848927234066
218 => 0.004565465634867
219 => 0.004446006008497
220 => 0.0044445062901976
221 => 0.0044130546792119
222 => 0.0043903209251192
223 => 0.0043947002526807
224 => 0.0044101335742122
225 => 0.0043894239124155
226 => 0.0043938433687664
227 => 0.0044672357908736
228 => 0.0044819541177164
229 => 0.004431935492283
301 => 0.004231103493515
302 => 0.0041818188172683
303 => 0.0042172436651968
304 => 0.0042003128695394
305 => 0.0033899803066968
306 => 0.0035803559225038
307 => 0.0034672411961363
308 => 0.0035193696662048
309 => 0.0034039088215
310 => 0.0034590127884145
311 => 0.0034488370978
312 => 0.0037549554543938
313 => 0.0037501758373076
314 => 0.0037524635870751
315 => 0.0036432633299745
316 => 0.0038172223046458
317 => 0.0039029207509312
318 => 0.0038870602493141
319 => 0.00389105199587
320 => 0.0038224605647499
321 => 0.0037531277020617
322 => 0.0036762268870896
323 => 0.0038190990960799
324 => 0.0038032141453501
325 => 0.0038396485070993
326 => 0.003932311347346
327 => 0.0039459563025642
328 => 0.003964295260751
329 => 0.003957722049697
330 => 0.0041143226047084
331 => 0.0040953572442128
401 => 0.0041410583063006
402 => 0.004047047754238
403 => 0.0039406658910157
404 => 0.0039608856053291
405 => 0.003958938284244
406 => 0.0039341466518002
407 => 0.0039117658745386
408 => 0.003874508186143
409 => 0.0039923970253271
410 => 0.0039876109537465
411 => 0.0040650918894363
412 => 0.0040513963814435
413 => 0.003959934427208
414 => 0.0039632010087965
415 => 0.0039851703398446
416 => 0.0040612064454435
417 => 0.0040837791385181
418 => 0.0040733225677196
419 => 0.0040980724951933
420 => 0.0041176338287327
421 => 0.0041005290975143
422 => 0.0043426960208812
423 => 0.0042421314304803
424 => 0.0042911459121178
425 => 0.0043028355771782
426 => 0.004272892745933
427 => 0.0042793862738577
428 => 0.0042892221992832
429 => 0.0043489440123948
430 => 0.0045056713306455
501 => 0.0045750847930198
502 => 0.0047839186193728
503 => 0.0045693209712517
504 => 0.0045565876349055
505 => 0.0045942049132091
506 => 0.0047168124765838
507 => 0.0048161743907563
508 => 0.0048491384700136
509 => 0.0048534952172651
510 => 0.0049153380213624
511 => 0.004950785163371
512 => 0.0049078286783178
513 => 0.0048714275549666
514 => 0.0047410432493966
515 => 0.004756135587791
516 => 0.0048601068329766
517 => 0.005006972340677
518 => 0.0051329982250357
519 => 0.0050888683527788
520 => 0.0054255481272643
521 => 0.005458928551691
522 => 0.0054543164563536
523 => 0.0055303620308708
524 => 0.0053794270518661
525 => 0.0053148994241141
526 => 0.0048792978910054
527 => 0.0050016841538533
528 => 0.005179579774396
529 => 0.0051560346219428
530 => 0.0050268420671412
531 => 0.0051329002208979
601 => 0.0050978340785208
602 => 0.0050701759571325
603 => 0.0051968831730033
604 => 0.0050575633843078
605 => 0.0051781899529296
606 => 0.00502348513095
607 => 0.0050890699343181
608 => 0.0050518408279463
609 => 0.0050759326223965
610 => 0.0049350924843171
611 => 0.0050110864041236
612 => 0.0049319308874083
613 => 0.004931893357387
614 => 0.0049301459949683
615 => 0.0050232721093546
616 => 0.0050263089486014
617 => 0.0049574886093642
618 => 0.0049475705233044
619 => 0.0049842428857469
620 => 0.0049413091538336
621 => 0.0049613975767742
622 => 0.0049419176117001
623 => 0.0049375322612511
624 => 0.0049025890427675
625 => 0.0048875345434609
626 => 0.0048934378005457
627 => 0.0048732869407778
628 => 0.0048611453188792
629 => 0.0049277307207725
630 => 0.0048921568265884
701 => 0.0049222785112873
702 => 0.0048879510499132
703 => 0.0047689571130275
704 => 0.0047005224415865
705 => 0.0044757539255532
706 => 0.0045394979978758
707 => 0.0045817603837736
708 => 0.0045677926654865
709 => 0.0045978007291567
710 => 0.0045996429805506
711 => 0.0045898870531555
712 => 0.0045785909390435
713 => 0.0045730926154082
714 => 0.0046140726150943
715 => 0.0046378628842355
716 => 0.0045860019795963
717 => 0.0045738516952505
718 => 0.0046262859331597
719 => 0.0046582707879941
720 => 0.0048944289853536
721 => 0.0048769336233123
722 => 0.0049208435487446
723 => 0.0049158999649937
724 => 0.0049619245622465
725 => 0.0050371553273087
726 => 0.0048841901470845
727 => 0.0049107396132334
728 => 0.0049042302972504
729 => 0.0049752973023186
730 => 0.0049755191657512
731 => 0.0049329109461526
801 => 0.0049560095532365
802 => 0.0049431165444394
803 => 0.0049664159539303
804 => 0.0048766999620858
805 => 0.0049859643559096
806 => 0.0050479102263656
807 => 0.005048770344837
808 => 0.0050781321958003
809 => 0.0051079655369028
810 => 0.0051652280372126
811 => 0.0051063685168484
812 => 0.0050004859695721
813 => 0.0050081303474869
814 => 0.0049460514487597
815 => 0.0049470950062628
816 => 0.0049415244145263
817 => 0.0049582421796621
818 => 0.0048803685714117
819 => 0.0048986453516165
820 => 0.004873057752301
821 => 0.0049106839907897
822 => 0.0048702043780159
823 => 0.0049042271582611
824 => 0.0049189102623419
825 => 0.0049730912325047
826 => 0.0048622018046697
827 => 0.0046360907547598
828 => 0.0046836220387824
829 => 0.0046133195362113
830 => 0.0046198263004847
831 => 0.004632970999861
901 => 0.0045903647285045
902 => 0.0045984926624014
903 => 0.0045982022754072
904 => 0.0045956998771711
905 => 0.004584616340459
906 => 0.0045685430194156
907 => 0.0046325741833452
908 => 0.004643454325826
909 => 0.0046676395347963
910 => 0.0047395983117078
911 => 0.0047324079329895
912 => 0.004744135739005
913 => 0.0047185340043221
914 => 0.0046210138915291
915 => 0.0046263097028372
916 => 0.0045602708509659
917 => 0.0046659507728783
918 => 0.0046409243724627
919 => 0.0046247896893083
920 => 0.0046203871915228
921 => 0.0046925243403239
922 => 0.0047141089058565
923 => 0.0047006588531029
924 => 0.0046730724025046
925 => 0.0047260465428554
926 => 0.0047402201880137
927 => 0.0047433931444607
928 => 0.0048372531643783
929 => 0.0047486388769193
930 => 0.004769969216661
1001 => 0.0049363824383113
1002 => 0.0047854686097293
1003 => 0.0048654110305092
1004 => 0.0048614982650123
1005 => 0.0049023941023792
1006 => 0.0048581436126881
1007 => 0.0048586921505416
1008 => 0.0048950048835995
1009 => 0.0048440101990556
1010 => 0.0048313831980227
1011 => 0.004813939086532
1012 => 0.0048520276657919
1013 => 0.0048748600464599
1014 => 0.0050588722661084
1015 => 0.0051777525519781
1016 => 0.005172591645244
1017 => 0.0052197526719807
1018 => 0.0051985061974903
1019 => 0.0051298957268242
1020 => 0.0052470054340957
1021 => 0.0052099470226367
1022 => 0.0052130020730514
1023 => 0.0052128883639224
1024 => 0.0052375289678401
1025 => 0.0052200688416862
1026 => 0.0051856531407918
1027 => 0.005208499889159
1028 => 0.0052763465639477
1029 => 0.0054869447242819
1030 => 0.0056047982448595
1031 => 0.0054798497943619
1101 => 0.0055660375623887
1102 => 0.0055143556134144
1103 => 0.005504963465881
1104 => 0.0055590957534279
1105 => 0.0056133227923781
1106 => 0.0056098687644269
1107 => 0.0055705027187383
1108 => 0.0055482658384052
1109 => 0.0057166509461887
1110 => 0.0058407142252381
1111 => 0.0058322539413377
1112 => 0.0058695948830424
1113 => 0.005979229042799
1114 => 0.0059892526163871
1115 => 0.0059879898765042
1116 => 0.0059631454035143
1117 => 0.0060710944715894
1118 => 0.0061611474833608
1119 => 0.005957394625843
1120 => 0.006034981046665
1121 => 0.0060698120906504
1122 => 0.0061209543971259
1123 => 0.006207240040596
1124 => 0.0063009691355411
1125 => 0.0063142234572536
1126 => 0.0063048188817209
1127 => 0.0062430020240313
1128 => 0.0063455615181409
1129 => 0.0064056384644742
1130 => 0.0064414129111793
1201 => 0.0065321309557229
1202 => 0.0060700271953201
1203 => 0.0057429271856599
1204 => 0.0056918457957701
1205 => 0.0057957218107875
1206 => 0.0058231130875519
1207 => 0.0058120716982339
1208 => 0.0054438908987296
1209 => 0.0056899074000575
1210 => 0.0059546004698313
1211 => 0.0059647684086378
1212 => 0.0060972792938376
1213 => 0.0061404302698634
1214 => 0.0062471189010481
1215 => 0.0062404454981193
1216 => 0.0062664224820258
1217 => 0.0062604508232844
1218 => 0.0064580690466121
1219 => 0.0066760712935328
1220 => 0.0066685225689266
1221 => 0.0066371821666463
1222 => 0.0066837280083653
1223 => 0.006908729689728
1224 => 0.0068880151404866
1225 => 0.0069081375606135
1226 => 0.0071734272234791
1227 => 0.007518341522219
1228 => 0.0073580942016249
1229 => 0.0077057847773898
1230 => 0.0079246375645482
1231 => 0.0083031208301383
]
'min_raw' => 0.0033899803066968
'max_raw' => 0.0083031208301383
'avg_raw' => 0.0058465505684175
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003389'
'max' => '$0.0083031'
'avg' => '$0.005846'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0015115692753801
'max_diff' => 0.00336852294175
'year' => 2028
]
3 => [
'items' => [
101 => 0.008255732861217
102 => 0.0084030736190727
103 => 0.0081708985066804
104 => 0.0076377775182958
105 => 0.0075534090811787
106 => 0.0077223168288361
107 => 0.0081375600446749
108 => 0.0077092393422442
109 => 0.0077958880624999
110 => 0.0077709332252371
111 => 0.0077696034880106
112 => 0.0078203541495141
113 => 0.0077467376680267
114 => 0.0074468108790952
115 => 0.0075842655589829
116 => 0.0075311877059624
117 => 0.0075900815411047
118 => 0.0079079072797026
119 => 0.0077673889446491
120 => 0.007619364293453
121 => 0.0078050200553527
122 => 0.0080414236384924
123 => 0.0080266299271176
124 => 0.0079979239437589
125 => 0.0081597380689558
126 => 0.0084270075966909
127 => 0.0084992494760617
128 => 0.0085525769544931
129 => 0.0085599299127936
130 => 0.0086356699531274
131 => 0.0082283966673047
201 => 0.0088747498314252
202 => 0.008986357167723
203 => 0.0089653796141491
204 => 0.0090894264712895
205 => 0.0090529287391537
206 => 0.0090000492516078
207 => 0.0091966899056984
208 => 0.0089712572638661
209 => 0.0086512840099655
210 => 0.0084757403545222
211 => 0.0087069104007126
212 => 0.0088480778811983
213 => 0.0089413806058613
214 => 0.0089696139539692
215 => 0.0082600121331248
216 => 0.0078775761080108
217 => 0.0081227132154709
218 => 0.0084217974050317
219 => 0.0082267352395306
220 => 0.0082343813071167
221 => 0.0079562739205475
222 => 0.0084464037377609
223 => 0.0083749959460335
224 => 0.0087454596958333
225 => 0.0086570455487862
226 => 0.0089591443554281
227 => 0.0088795916152058
228 => 0.0092098105921348
301 => 0.0093415438823537
302 => 0.0095627445792806
303 => 0.0097254607123889
304 => 0.0098210107380137
305 => 0.0098152742728744
306 => 0.010193891077234
307 => 0.0099706339755666
308 => 0.0096901704382139
309 => 0.0096850977376744
310 => 0.0098303537778684
311 => 0.010134770589066
312 => 0.010213701439126
313 => 0.010257813016364
314 => 0.010190254600288
315 => 0.0099479250174093
316 => 0.0098432883321611
317 => 0.0099324418196092
318 => 0.0098234147655066
319 => 0.010011626048476
320 => 0.010270080339754
321 => 0.010216710550644
322 => 0.010395117753992
323 => 0.010579750440473
324 => 0.010843783474512
325 => 0.010912811486725
326 => 0.011026912166013
327 => 0.011144359245121
328 => 0.011182080081642
329 => 0.011254100862651
330 => 0.011253721277585
331 => 0.011470760748711
401 => 0.011710162006516
402 => 0.011800530439186
403 => 0.012008327667166
404 => 0.011652482196334
405 => 0.011922395073618
406 => 0.012165863245285
407 => 0.011875590454009
408 => 0.012275663871897
409 => 0.012291197816128
410 => 0.012525741931265
411 => 0.012287986537358
412 => 0.012146808143399
413 => 0.012554384876874
414 => 0.012751598419656
415 => 0.012692196095593
416 => 0.01224014147642
417 => 0.011977026298526
418 => 0.01128840312685
419 => 0.012104107020007
420 => 0.012501412591955
421 => 0.01223911255097
422 => 0.012371401434561
423 => 0.013093126688616
424 => 0.013367912937111
425 => 0.013310759318325
426 => 0.013320417339071
427 => 0.013468687011036
428 => 0.014126196390126
429 => 0.013732201529227
430 => 0.014033395837679
501 => 0.014193148212845
502 => 0.014341535121995
503 => 0.013977143771286
504 => 0.013503075977984
505 => 0.013352918807834
506 => 0.012213031981263
507 => 0.012153695921663
508 => 0.012120388793342
509 => 0.011910392060669
510 => 0.011745392151734
511 => 0.011614178098094
512 => 0.011269833237512
513 => 0.011386039519609
514 => 0.010837225682199
515 => 0.011188337326606
516 => 0.010312417190526
517 => 0.011041909507961
518 => 0.010644880005526
519 => 0.010911474638337
520 => 0.010910544514778
521 => 0.010419659271868
522 => 0.010136526908272
523 => 0.010316949870032
524 => 0.010510377607031
525 => 0.01054176060659
526 => 0.010792544716591
527 => 0.010862533171105
528 => 0.010650464886477
529 => 0.010294265692624
530 => 0.010377002641317
531 => 0.010134850246647
601 => 0.0097104874892457
602 => 0.010015272230275
603 => 0.010119339141301
604 => 0.010165301017771
605 => 0.0097479889842587
606 => 0.009616860483044
607 => 0.009547048769272
608 => 0.010240395949477
609 => 0.010278379073152
610 => 0.010084052042161
611 => 0.010962428649085
612 => 0.010763624970454
613 => 0.010985737387568
614 => 0.010369495130431
615 => 0.010393036414534
616 => 0.010101297454285
617 => 0.01026465177802
618 => 0.01014919820716
619 => 0.010251454362961
620 => 0.010312746281131
621 => 0.010604437369887
622 => 0.011045240151644
623 => 0.010560868448267
624 => 0.010349820760775
625 => 0.010480753559118
626 => 0.010829444855227
627 => 0.011357730018012
628 => 0.011044974568914
629 => 0.011183770126291
630 => 0.011214090780994
701 => 0.010983476491665
702 => 0.011366233095804
703 => 0.011571355469471
704 => 0.011781768580759
705 => 0.011964464389649
706 => 0.011697724957027
707 => 0.011983174385529
708 => 0.011753152534764
709 => 0.011546799155406
710 => 0.011547112108304
711 => 0.011417663619091
712 => 0.011166840859681
713 => 0.011120585294535
714 => 0.011361212585861
715 => 0.011554172886016
716 => 0.011570066020554
717 => 0.011676898757378
718 => 0.011740121270566
719 => 0.012359787846644
720 => 0.012609022869693
721 => 0.0129137827381
722 => 0.01303250388217
723 => 0.013389811961933
724 => 0.013101256668381
725 => 0.013038825915523
726 => 0.012172113388598
727 => 0.012314037516328
728 => 0.012541271738465
729 => 0.012175860397225
730 => 0.012407629787145
731 => 0.012453385974262
801 => 0.012163443859677
802 => 0.012318314470736
803 => 0.011907024043698
804 => 0.011054205159027
805 => 0.011367182527014
806 => 0.011597639216895
807 => 0.01126874910533
808 => 0.011858271900506
809 => 0.011513884853785
810 => 0.011404730693468
811 => 0.010978881397802
812 => 0.011179865872914
813 => 0.011451700253322
814 => 0.011283738210369
815 => 0.011632284669125
816 => 0.01212591940867
817 => 0.012477712920527
818 => 0.01250471925813
819 => 0.012278539598341
820 => 0.012640993946612
821 => 0.012643634030839
822 => 0.012234784045319
823 => 0.011984365705675
824 => 0.011927470132023
825 => 0.01206960643004
826 => 0.01224218613564
827 => 0.012514296230697
828 => 0.012678726662191
829 => 0.013107474020364
830 => 0.013223480762336
831 => 0.013350937000716
901 => 0.01352125784124
902 => 0.013725771679657
903 => 0.013278307044181
904 => 0.013296085648327
905 => 0.012879412775341
906 => 0.012434138053621
907 => 0.012772046063129
908 => 0.013213815835541
909 => 0.013112473361638
910 => 0.013101070263085
911 => 0.013120247111895
912 => 0.013043838196107
913 => 0.012698243501847
914 => 0.012524688009926
915 => 0.012748618873232
916 => 0.012867628161063
917 => 0.013052201187788
918 => 0.01302944866638
919 => 0.013504888961528
920 => 0.013689630683654
921 => 0.01364236584559
922 => 0.013651063713285
923 => 0.01398552977678
924 => 0.014357524827578
925 => 0.014705947281721
926 => 0.015060377567168
927 => 0.014633098024412
928 => 0.014416151823539
929 => 0.014639984925635
930 => 0.014521215930984
1001 => 0.015203697803421
1002 => 0.015250951367509
1003 => 0.015933383888739
1004 => 0.016581093613939
1005 => 0.016174278740466
1006 => 0.016557886842806
1007 => 0.016972790281515
1008 => 0.017773206330442
1009 => 0.017503654364139
1010 => 0.01729718178237
1011 => 0.017102066190266
1012 => 0.017508070763706
1013 => 0.018030389161356
1014 => 0.018142891541507
1015 => 0.018325188376568
1016 => 0.018133525544698
1017 => 0.018364362314716
1018 => 0.019179317547699
1019 => 0.018959109449938
1020 => 0.0186463785509
1021 => 0.019289707438207
1022 => 0.019522525661646
1023 => 0.02115656588159
1024 => 0.023219609158103
1025 => 0.022365495694954
1026 => 0.021835319906308
1027 => 0.021959923792578
1028 => 0.022713277358738
1029 => 0.022955230613942
1030 => 0.02229751826001
1031 => 0.022529833382464
1101 => 0.023809912547903
1102 => 0.024496633950305
1103 => 0.023563974046854
1104 => 0.020990802363062
1105 => 0.018618220555104
1106 => 0.019247536089326
1107 => 0.01917619123768
1108 => 0.020551476607817
1109 => 0.018953857559635
1110 => 0.018980757367083
1111 => 0.020384482182222
1112 => 0.020009992467479
1113 => 0.019403367090614
1114 => 0.018622649591687
1115 => 0.017179421087294
1116 => 0.015901113353549
1117 => 0.018408169196113
1118 => 0.018300060389396
1119 => 0.018143502816443
1120 => 0.018491904753752
1121 => 0.020183645665706
1122 => 0.020144645562055
1123 => 0.019896546800651
1124 => 0.020084727524534
1125 => 0.019370378099877
1126 => 0.019554482212045
1127 => 0.018617844726024
1128 => 0.019041243987142
1129 => 0.019402065545004
1130 => 0.019474505814799
1201 => 0.01963771744154
1202 => 0.018243091960759
1203 => 0.018869237857577
1204 => 0.019237039910021
1205 => 0.017575296856325
1206 => 0.01920419259276
1207 => 0.0182188146339
1208 => 0.017884362554782
1209 => 0.018334658218603
1210 => 0.018159177560485
1211 => 0.018008309595206
1212 => 0.017924122678339
1213 => 0.01825477011653
1214 => 0.018239345018329
1215 => 0.017698341633546
1216 => 0.016992624772216
1217 => 0.017229486515245
1218 => 0.017143432423412
1219 => 0.01683156129341
1220 => 0.017041724779567
1221 => 0.016116271147837
1222 => 0.014524076275338
1223 => 0.015575928978359
1224 => 0.015535433793488
1225 => 0.015515014284966
1226 => 0.016305452520212
1227 => 0.016229470122406
1228 => 0.016091561326366
1229 => 0.016829028490221
1230 => 0.016559843055081
1231 => 0.017389409138118
]
'min_raw' => 0.0074468108790952
'max_raw' => 0.024496633950305
'avg_raw' => 0.0159717224147
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.007446'
'max' => '$0.024496'
'avg' => '$0.015971'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0040568305723985
'max_diff' => 0.016193513120166
'year' => 2029
]
4 => [
'items' => [
101 => 0.017935815013377
102 => 0.017797228809033
103 => 0.018311126175722
104 => 0.017234943331411
105 => 0.017592408103329
106 => 0.017666081097397
107 => 0.016819928259893
108 => 0.016241901782377
109 => 0.016203354006311
110 => 0.015201135751253
111 => 0.015736512653482
112 => 0.016207622172042
113 => 0.015981997272227
114 => 0.015910571169298
115 => 0.016275471638732
116 => 0.016303827530368
117 => 0.015657310196041
118 => 0.015791741622389
119 => 0.016352343017624
120 => 0.015777615905584
121 => 0.01466101500803
122 => 0.014384082547221
123 => 0.014347134652071
124 => 0.013596071854568
125 => 0.014402588498456
126 => 0.014050522370097
127 => 0.015162695051185
128 => 0.014527427980449
129 => 0.014500042886722
130 => 0.014458646301033
131 => 0.013812175525209
201 => 0.013953711539753
202 => 0.014424198808643
203 => 0.014592073966601
204 => 0.014574563212265
205 => 0.014421893164352
206 => 0.014491784730489
207 => 0.014266639644124
208 => 0.014187136228139
209 => 0.013936201578151
210 => 0.013567396965137
211 => 0.013618681508586
212 => 0.012887983067228
213 => 0.012489859775274
214 => 0.012379664495242
215 => 0.012232306761405
216 => 0.012396308943383
217 => 0.012885913090351
218 => 0.012295346613793
219 => 0.011282861813157
220 => 0.011343713874865
221 => 0.011480430390384
222 => 0.011225660068184
223 => 0.010984541339474
224 => 0.011194174511507
225 => 0.010765171354126
226 => 0.011532273372367
227 => 0.011511525412552
228 => 0.011797453607682
301 => 0.011976250375934
302 => 0.011564181711254
303 => 0.01146054755644
304 => 0.011519582280932
305 => 0.01054386978655
306 => 0.011717717080691
307 => 0.011727868560836
308 => 0.011640945424694
309 => 0.012265982870355
310 => 0.013585006834769
311 => 0.013088736961741
312 => 0.012896566267068
313 => 0.012531249636018
314 => 0.013018012356536
315 => 0.012980636574282
316 => 0.012811609112583
317 => 0.012709380776349
318 => 0.012897739620351
319 => 0.012686041031103
320 => 0.012648014147385
321 => 0.012417612605716
322 => 0.012335369737943
323 => 0.012274480392826
324 => 0.012207447206716
325 => 0.012355305711645
326 => 0.012020238887069
327 => 0.011616181143635
328 => 0.011582588114234
329 => 0.01167534142194
330 => 0.011634304987952
331 => 0.011582391647576
401 => 0.011483274943042
402 => 0.0114538691341
403 => 0.011549423747491
404 => 0.011441548160153
405 => 0.011600724465558
406 => 0.011557437318114
407 => 0.01131563883129
408 => 0.011014268391442
409 => 0.011011585562381
410 => 0.010946655795462
411 => 0.010863957975036
412 => 0.010840953333263
413 => 0.011176519790472
414 => 0.011871132314238
415 => 0.011734763255154
416 => 0.011833303876005
417 => 0.012318026201358
418 => 0.012472104852479
419 => 0.012362743475466
420 => 0.012213042877495
421 => 0.012219628944063
422 => 0.012731201204782
423 => 0.012763107339176
424 => 0.01284372384748
425 => 0.012947338842873
426 => 0.012380389557225
427 => 0.012192925683693
428 => 0.012104094900314
429 => 0.011830530469346
430 => 0.012125546254504
501 => 0.011953653190328
502 => 0.011976847437388
503 => 0.011961742153562
504 => 0.011969990659946
505 => 0.011532058951719
506 => 0.011691618249184
507 => 0.011426319970114
508 => 0.011071115355569
509 => 0.01106992458515
510 => 0.011156860411342
511 => 0.011105147580124
512 => 0.010965989680974
513 => 0.010985756403742
514 => 0.010812579112776
515 => 0.011006783262341
516 => 0.011012352342455
517 => 0.010937573166501
518 => 0.011236771453914
519 => 0.01135935323639
520 => 0.011310131980852
521 => 0.011355899741888
522 => 0.011740430005228
523 => 0.011803125216384
524 => 0.011830970287767
525 => 0.011793661580879
526 => 0.01136292824921
527 => 0.011382033104089
528 => 0.011241854355256
529 => 0.011123418084165
530 => 0.011128154913893
531 => 0.011189046552871
601 => 0.011454963911536
602 => 0.012014571316162
603 => 0.0120358080081
604 => 0.012061547498247
605 => 0.011956852056189
606 => 0.011925274909064
607 => 0.011966933316875
608 => 0.012177092435293
609 => 0.012717678745509
610 => 0.012526599438933
611 => 0.01237124898836
612 => 0.012507533215693
613 => 0.012486553327127
614 => 0.012309461954209
615 => 0.012304491589192
616 => 0.011964596625026
617 => 0.011838945195808
618 => 0.011733941456707
619 => 0.0116192801148
620 => 0.011551305027835
621 => 0.011655745655538
622 => 0.011679632462799
623 => 0.011451271205016
624 => 0.011420146409404
625 => 0.01160663114203
626 => 0.011524566164053
627 => 0.011608972029015
628 => 0.011628554913707
629 => 0.01162540161824
630 => 0.011539716356129
701 => 0.011594329587027
702 => 0.011465153014966
703 => 0.011324692894543
704 => 0.011235088088688
705 => 0.011156896011226
706 => 0.011200281520352
707 => 0.0110456201022
708 => 0.010996140801813
709 => 0.011575827853235
710 => 0.012004048910807
711 => 0.011997822407035
712 => 0.011959920166655
713 => 0.011903605125638
714 => 0.012172972639278
715 => 0.012079130383699
716 => 0.012147408465416
717 => 0.012164788102835
718 => 0.01221739103089
719 => 0.012236192056295
720 => 0.012179362299369
721 => 0.011988634693953
722 => 0.011513359635095
723 => 0.011292117812216
724 => 0.011219104325591
725 => 0.011221758227158
726 => 0.011148551774417
727 => 0.011170114355633
728 => 0.011141053188634
729 => 0.011086018368989
730 => 0.011196883275323
731 => 0.011209659423
801 => 0.011183782229125
802 => 0.01118987724505
803 => 0.010975625132057
804 => 0.010991914254877
805 => 0.010901214349095
806 => 0.010884209210165
807 => 0.010654927746492
808 => 0.010248722398717
809 => 0.010473799592691
810 => 0.010201937993013
811 => 0.010098979885839
812 => 0.010586367551929
813 => 0.010537447348283
814 => 0.010453717224743
815 => 0.01032986292114
816 => 0.010283924155156
817 => 0.010004814755486
818 => 0.0099883234831628
819 => 0.010126657638227
820 => 0.010062821185453
821 => 0.0099731706290019
822 => 0.009648465401269
823 => 0.0092833892190908
824 => 0.0092944085742437
825 => 0.0094105325153107
826 => 0.0097481785354101
827 => 0.0096162543940219
828 => 0.0095205419157895
829 => 0.0095026178457231
830 => 0.0097269751091863
831 => 0.010044487641287
901 => 0.010193457417406
902 => 0.010045832893551
903 => 0.0098762497892158
904 => 0.0098865715270043
905 => 0.0099552374242908
906 => 0.0099624532392121
907 => 0.0098520720717146
908 => 0.0098831437238038
909 => 0.0098359430430289
910 => 0.0095462725522395
911 => 0.0095410333316162
912 => 0.0094699435216088
913 => 0.0094677909504147
914 => 0.009346849449408
915 => 0.009329928897388
916 => 0.0090897922065147
917 => 0.0092478509036484
918 => 0.0091418334280652
919 => 0.008982040085367
920 => 0.0089544916528561
921 => 0.0089536635137091
922 => 0.0091177355475225
923 => 0.0092459336264059
924 => 0.009143677647443
925 => 0.009120395943182
926 => 0.009368983634784
927 => 0.0093373485851005
928 => 0.0093099528360988
929 => 0.010016057876545
930 => 0.0094571206389684
1001 => 0.0092133921003629
1002 => 0.0089117317510444
1003 => 0.009009953881886
1004 => 0.0090306507280377
1005 => 0.0083052119662917
1006 => 0.0080109015509989
1007 => 0.0079099053073245
1008 => 0.0078517805412126
1009 => 0.0078782687270147
1010 => 0.0076133548340826
1011 => 0.0077913813514043
1012 => 0.0075619883127391
1013 => 0.0075235298232973
1014 => 0.0079337129927753
1015 => 0.0079907875845528
1016 => 0.007747289644344
1017 => 0.0079036547406938
1018 => 0.0078469545831199
1019 => 0.007565920597989
1020 => 0.0075551871669031
1021 => 0.0074141741919866
1022 => 0.0071935161917348
1023 => 0.0070926695645752
1024 => 0.0070401477655599
1025 => 0.007061819283463
1026 => 0.0070508615008518
1027 => 0.0069793545571837
1028 => 0.0070549601951598
1029 => 0.0068618190325374
1030 => 0.0067849086653371
1031 => 0.0067501700367797
1101 => 0.0065787461381618
1102 => 0.0068515577934166
1103 => 0.0069053051262925
1104 => 0.0069591583580175
1105 => 0.0074279139730211
1106 => 0.0074044962671851
1107 => 0.0076161809230569
1108 => 0.0076079552465929
1109 => 0.0075475793536742
1110 => 0.0072928633928025
1111 => 0.0073943886349305
1112 => 0.0070819097201861
1113 => 0.0073160401696134
1114 => 0.0072091928100161
1115 => 0.0072799149698548
1116 => 0.0071527501497048
1117 => 0.0072231284116825
1118 => 0.0069180506128119
1119 => 0.006633173256787
1120 => 0.0067478162209399
1121 => 0.0068724462339873
1122 => 0.0071426758574108
1123 => 0.0069817293230457
1124 => 0.0070396117828657
1125 => 0.0068457152318757
1126 => 0.0064456512633717
1127 => 0.0064479155819866
1128 => 0.0063863744562995
1129 => 0.0063331939385545
1130 => 0.0070002159686086
1201 => 0.0069172612351135
1202 => 0.0067850837241362
1203 => 0.0069620085751049
1204 => 0.0070087903138759
1205 => 0.0070101221242114
1206 => 0.0071392019283867
1207 => 0.0072080918430139
1208 => 0.007220233989053
1209 => 0.0074233438498767
1210 => 0.0074914235961409
1211 => 0.0077718344359971
1212 => 0.0072022470150649
1213 => 0.0071905167369582
1214 => 0.0069644982705856
1215 => 0.0068211537860015
1216 => 0.0069743131900816
1217 => 0.007109991513753
1218 => 0.0069687141743039
1219 => 0.0069871620123085
1220 => 0.0067975087268808
1221 => 0.0068653008524047
1222 => 0.0069236925634914
1223 => 0.0068914520927355
1224 => 0.0068431865475574
1225 => 0.0070988674384672
1226 => 0.0070844409205805
1227 => 0.0073225368442739
1228 => 0.0075081496431958
1229 => 0.0078408009611204
1230 => 0.0074936619693607
1231 => 0.0074810108447485
]
'min_raw' => 0.0063331939385545
'max_raw' => 0.018311126175722
'avg_raw' => 0.012322160057138
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.006333'
'max' => '$0.018311'
'avg' => '$0.012322'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0011136169405407
'max_diff' => -0.0061855077745823
'year' => 2030
]
5 => [
'items' => [
101 => 0.0076046776171374
102 => 0.0074914046634024
103 => 0.0075629892601134
104 => 0.0078292675758967
105 => 0.0078348936171133
106 => 0.0077406501779901
107 => 0.0077349154561546
108 => 0.0077530159395485
109 => 0.0078590310361446
110 => 0.0078219861038791
111 => 0.0078648554373597
112 => 0.0079184641953158
113 => 0.0081402127478644
114 => 0.0081936755731577
115 => 0.0080637886249918
116 => 0.0080755159621287
117 => 0.0080269346780382
118 => 0.0079800057663285
119 => 0.0080854951064348
120 => 0.0082782789488772
121 => 0.0082770796505988
122 => 0.0083218017548631
123 => 0.0083496632553218
124 => 0.0082300612994882
125 => 0.0081522048241263
126 => 0.0081820599509163
127 => 0.0082297989488135
128 => 0.0081665788373083
129 => 0.0077763550226938
130 => 0.0078947240004541
131 => 0.0078750216146075
201 => 0.0078469630212699
202 => 0.0079659839437281
203 => 0.0079545040854035
204 => 0.0076106377592103
205 => 0.0076326509657416
206 => 0.0076119764552095
207 => 0.0076787800283457
208 => 0.0074877970512224
209 => 0.0075465421286955
210 => 0.0075833864905858
211 => 0.0076050881027909
212 => 0.0076834892070105
213 => 0.0076742897423324
214 => 0.0076829173553694
215 => 0.0077991654958029
216 => 0.0083871086985711
217 => 0.0084191091498742
218 => 0.0082615272240425
219 => 0.0083244780952462
220 => 0.0082036261883772
221 => 0.0082847548830958
222 => 0.0083402610755768
223 => 0.0080894392649821
224 => 0.0080745872251787
225 => 0.0079532365195007
226 => 0.0080184435150768
227 => 0.0079146944965663
228 => 0.0079401508767222
301 => 0.0078689726185591
302 => 0.0079970793118029
303 => 0.0081403225006169
304 => 0.0081765113869563
305 => 0.0080813140072926
306 => 0.008012384830603
307 => 0.0078913679030184
308 => 0.0080926217506297
309 => 0.0081514745087711
310 => 0.0080923126221455
311 => 0.0080786035203016
312 => 0.0080526247970793
313 => 0.0080841150292426
314 => 0.008151153984011
315 => 0.0081195396509573
316 => 0.0081404214749121
317 => 0.0080608414952398
318 => 0.0082301008927122
319 => 0.0084989255503906
320 => 0.0084997898656223
321 => 0.0084681753621556
322 => 0.008455239388481
323 => 0.0084876777875663
324 => 0.0085052742883773
325 => 0.0086101741228341
326 => 0.0087227358246
327 => 0.0092480121722235
328 => 0.009100516675738
329 => 0.0095665731001793
330 => 0.0099351632220598
331 => 0.010045687283119
401 => 0.0099440103475035
402 => 0.0095961790432424
403 => 0.0095791127800385
404 => 0.010098919599193
405 => 0.0099520503641215
406 => 0.0099345807359437
407 => 0.009748733407535
408 => 0.0098585921962639
409 => 0.0098345644676377
410 => 0.0097966355225245
411 => 0.01000623843859
412 => 0.010398596386083
413 => 0.010337443720457
414 => 0.010291796092357
415 => 0.01009178147385
416 => 0.010212234949073
417 => 0.010169343773681
418 => 0.010353631482581
419 => 0.010244463526301
420 => 0.0099509376852159
421 => 0.0099976826428825
422 => 0.009990617236569
423 => 0.010136022797841
424 => 0.010092375657535
425 => 0.0099820944319127
426 => 0.010397255349273
427 => 0.010370297108546
428 => 0.010408517730385
429 => 0.010425343630131
430 => 0.010678044764572
501 => 0.010781568333818
502 => 0.010805069996472
503 => 0.010903409380456
504 => 0.010802623223014
505 => 0.011205839712095
506 => 0.011473955149
507 => 0.01178538502606
508 => 0.012240467780903
509 => 0.012411583106475
510 => 0.012380672654504
511 => 0.012725711205439
512 => 0.013345737811692
513 => 0.012505997758867
514 => 0.01339024607354
515 => 0.013110303266252
516 => 0.012446563906129
517 => 0.01240382691631
518 => 0.012853318917158
519 => 0.013850248913036
520 => 0.013600529256155
521 => 0.013850657364935
522 => 0.013558869639707
523 => 0.013544379919769
524 => 0.013836485886403
525 => 0.014519007399312
526 => 0.014194767012466
527 => 0.013729888910916
528 => 0.014073147666796
529 => 0.013775785165355
530 => 0.013105744223085
531 => 0.01360033830024
601 => 0.013269617326074
602 => 0.01336613928843
603 => 0.014061265585093
604 => 0.013977626150003
605 => 0.014085863323813
606 => 0.013894827545098
607 => 0.013716370004201
608 => 0.013383265751685
609 => 0.013284650004356
610 => 0.013311903849095
611 => 0.013284636498704
612 => 0.013098267730807
613 => 0.013058021413124
614 => 0.012990942453754
615 => 0.013011733028148
616 => 0.012885604959891
617 => 0.013123634684081
618 => 0.013167815098401
619 => 0.013341033281635
620 => 0.013359017368047
621 => 0.013841427542746
622 => 0.013575724125096
623 => 0.013753980917385
624 => 0.013738035952065
625 => 0.012460949150697
626 => 0.012636920444093
627 => 0.012910676553784
628 => 0.012787349797436
629 => 0.012612994617976
630 => 0.01247219346223
701 => 0.012258865313616
702 => 0.012559120586185
703 => 0.012953924341026
704 => 0.013369030242795
705 => 0.013867752784955
706 => 0.013756443719316
707 => 0.013359706971774
708 => 0.013377504292452
709 => 0.013487520325898
710 => 0.013345039566575
711 => 0.013303019209096
712 => 0.013481747374047
713 => 0.013482978176692
714 => 0.013319036843715
715 => 0.01313684605306
716 => 0.013136082666994
717 => 0.013103663575551
718 => 0.013564636924055
719 => 0.013818125656069
720 => 0.013847187730677
721 => 0.013816169546894
722 => 0.013828107214764
723 => 0.013680607706848
724 => 0.014017747842324
725 => 0.014327140970341
726 => 0.014244217002812
727 => 0.01411990218715
728 => 0.014020879448663
729 => 0.014220890392613
730 => 0.014211984220125
731 => 0.014324438691276
801 => 0.014319337106896
802 => 0.014281522897875
803 => 0.014244218353277
804 => 0.014392126655893
805 => 0.014349531440074
806 => 0.01430687006212
807 => 0.014221306137503
808 => 0.014232935695925
809 => 0.014108642344969
810 => 0.014051138553539
811 => 0.013186419501333
812 => 0.012955338315074
813 => 0.013028041160362
814 => 0.01305197682476
815 => 0.012951409996361
816 => 0.013095596994786
817 => 0.013073125603814
818 => 0.013160548640765
819 => 0.013105930522745
820 => 0.01310817206936
821 => 0.013268792308646
822 => 0.013315421047438
823 => 0.013291705294548
824 => 0.013308314994944
825 => 0.013691078530042
826 => 0.01363666179544
827 => 0.013607753989749
828 => 0.013615761649485
829 => 0.013713565939245
830 => 0.013740945800462
831 => 0.013624935404538
901 => 0.013679646577904
902 => 0.013912599810213
903 => 0.013994120257511
904 => 0.014254294393249
905 => 0.014143767796161
906 => 0.014346644148596
907 => 0.014970216890334
908 => 0.015468369944387
909 => 0.015010247808834
910 => 0.015925042453193
911 => 0.016637341303324
912 => 0.01661000208706
913 => 0.01648579630677
914 => 0.015674863003341
915 => 0.014928630087191
916 => 0.015552885608274
917 => 0.015554476963976
918 => 0.01550085286109
919 => 0.015167798163531
920 => 0.015489263279553
921 => 0.015514780013073
922 => 0.015500497427749
923 => 0.015245145172019
924 => 0.014855269474504
925 => 0.014931450252568
926 => 0.015056235921082
927 => 0.014819990617567
928 => 0.014744495928486
929 => 0.01488485491894
930 => 0.015337120831138
1001 => 0.015251622580235
1002 => 0.015249389875378
1003 => 0.015615187649642
1004 => 0.01535335538737
1005 => 0.014932411136144
1006 => 0.014826117161137
1007 => 0.014448845158063
1008 => 0.014709428274383
1009 => 0.014718806196832
1010 => 0.014576087487118
1011 => 0.014943991972869
1012 => 0.014940601668265
1013 => 0.015289872222129
1014 => 0.015957546341089
1015 => 0.015760082249864
1016 => 0.015530452995803
1017 => 0.015555420062648
1018 => 0.015829247161967
1019 => 0.015663685046854
1020 => 0.015723222337788
1021 => 0.015829157045146
1022 => 0.015893070084306
1023 => 0.015546223959878
1024 => 0.015465357536706
1025 => 0.015299933215154
1026 => 0.015256777097453
1027 => 0.015391511755665
1028 => 0.015356013933472
1029 => 0.014718018018763
1030 => 0.0146513438959
1031 => 0.01465338869606
1101 => 0.014485733443939
1102 => 0.014230018942585
1103 => 0.014902021384225
1104 => 0.014848050183493
1105 => 0.014788470154924
1106 => 0.014795768368465
1107 => 0.015087461852105
1108 => 0.01491826490072
1109 => 0.015368102726812
1110 => 0.01527562959313
1111 => 0.015180784872503
1112 => 0.015167674443071
1113 => 0.015131167317401
1114 => 0.015005970799774
1115 => 0.014854788481595
1116 => 0.014754964819946
1117 => 0.013610675101911
1118 => 0.013823048617551
1119 => 0.01406736498884
1120 => 0.014151702021172
1121 => 0.014007437691423
1122 => 0.015011667234814
1123 => 0.015195149649388
1124 => 0.014639369447381
1125 => 0.014535405663942
1126 => 0.015018483083148
1127 => 0.014727128345554
1128 => 0.014858325366053
1129 => 0.014574749168668
1130 => 0.01515095410871
1201 => 0.015146564392474
1202 => 0.014922407656619
1203 => 0.015111863394804
1204 => 0.015078940798018
1205 => 0.014825868395311
1206 => 0.015158976955273
1207 => 0.015159142172962
1208 => 0.014943396188289
1209 => 0.014691452111061
1210 => 0.014646410460706
1211 => 0.014612477627657
1212 => 0.014849979969243
1213 => 0.015062923826059
1214 => 0.015459159550333
1215 => 0.015558782625745
1216 => 0.015947618121358
1217 => 0.015716085515777
1218 => 0.015818720920982
1219 => 0.015930146171997
1220 => 0.015983567534861
1221 => 0.015896520290822
1222 => 0.016500541866585
1223 => 0.016551539794322
1224 => 0.016568638958362
1225 => 0.016364966281504
1226 => 0.016545875288738
1227 => 0.01646123395533
1228 => 0.016681447190818
1229 => 0.016715979437966
1230 => 0.016686731853152
1231 => 0.016697692933451
]
'min_raw' => 0.0074877970512224
'max_raw' => 0.016715979437966
'avg_raw' => 0.012101888244594
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.007487'
'max' => '$0.016715'
'avg' => '$0.0121018'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0011546031126679
'max_diff' => -0.0015951467377561
'year' => 2031
]
6 => [
'items' => [
101 => 0.016182267075245
102 => 0.016155539525409
103 => 0.015791107486895
104 => 0.015939616236335
105 => 0.015661986247466
106 => 0.015750025576842
107 => 0.015788832474362
108 => 0.015768561953369
109 => 0.015948012698208
110 => 0.01579544290573
111 => 0.015392786138586
112 => 0.014990019667875
113 => 0.014984963262921
114 => 0.014878921960602
115 => 0.014802273521458
116 => 0.014817038730086
117 => 0.01486907325115
118 => 0.0147992491805
119 => 0.014814149686143
120 => 0.015061597361373
121 => 0.015111221227924
122 => 0.014942579940087
123 => 0.014265460834598
124 => 0.014099294107686
125 => 0.014218731455761
126 => 0.014161648096132
127 => 0.011429555284895
128 => 0.01207141996519
129 => 0.011690045767824
130 => 0.011865800544153
131 => 0.011476516245012
201 => 0.0116623031167
202 => 0.01162799506535
203 => 0.012660094477107
204 => 0.012643979664398
205 => 0.012651692972465
206 => 0.012283516681532
207 => 0.012870031510064
208 => 0.01315896980499
209 => 0.013105495016443
210 => 0.013118953468651
211 => 0.012887692669728
212 => 0.01265393208251
213 => 0.012394655615787
214 => 0.012876359243417
215 => 0.01282280202298
216 => 0.012945643017384
217 => 0.013258062252788
218 => 0.013304067171967
219 => 0.013365898249878
220 => 0.013343736209883
221 => 0.013871725914606
222 => 0.013807782877575
223 => 0.013961867199151
224 => 0.013644904059265
225 => 0.013286230180066
226 => 0.013354402358569
227 => 0.013347836829573
228 => 0.013264250109892
229 => 0.013188791756779
301 => 0.013063174859104
302 => 0.013460645311149
303 => 0.013444508736662
304 => 0.013705741120887
305 => 0.013659565759499
306 => 0.013351195395125
307 => 0.013362208903016
308 => 0.013436280036494
309 => 0.013692641075192
310 => 0.013768746485868
311 => 0.013733491427367
312 => 0.013816937535829
313 => 0.013882889937586
314 => 0.013825220142069
315 => 0.014641702831755
316 => 0.014302642294023
317 => 0.014467898040945
318 => 0.014507310562843
319 => 0.014406356216758
320 => 0.01442824959952
321 => 0.014461412108814
322 => 0.014662768371364
323 => 0.015191185467198
324 => 0.015425217801886
325 => 0.016129315627748
326 => 0.015405784674378
327 => 0.015362853341873
328 => 0.015489682622028
329 => 0.015903062582133
330 => 0.016238068212993
331 => 0.016349208907687
401 => 0.016363897985224
402 => 0.016572405316965
403 => 0.016691917831087
404 => 0.016547087042604
405 => 0.016424358113781
406 => 0.01598475832441
407 => 0.01603564319702
408 => 0.016386189509204
409 => 0.016881356822238
410 => 0.0173062618902
411 => 0.017157474944836
412 => 0.018292614310745
413 => 0.018405158742247
414 => 0.01838960874081
415 => 0.018646001704628
416 => 0.01813711388497
417 => 0.017919554482829
418 => 0.016450893501225
419 => 0.016863527331153
420 => 0.017463314836088
421 => 0.017383930710722
422 => 0.016948348992272
423 => 0.017305931462407
424 => 0.017187703515143
425 => 0.017094452227853
426 => 0.017521654452577
427 => 0.017051928057993
428 => 0.01745862895598
429 => 0.01693703084753
430 => 0.01715815459107
501 => 0.017032634059684
502 => 0.017113861226708
503 => 0.016639008868029
504 => 0.016895227674383
505 => 0.016628349323316
506 => 0.016628222788229
507 => 0.016622331433837
508 => 0.016936312630348
509 => 0.016946551545894
510 => 0.016714518967273
511 => 0.016681079447664
512 => 0.016804722878021
513 => 0.016659968803338
514 => 0.016727698323811
515 => 0.016662020261516
516 => 0.016647234746302
517 => 0.016529421245527
518 => 0.016478663950043
519 => 0.016498567193457
520 => 0.016430627162861
521 => 0.016389690836929
522 => 0.016614188168257
523 => 0.016494248300325
524 => 0.016595805663316
525 => 0.016480068230627
526 => 0.016078871864525
527 => 0.015848139591806
528 => 0.015090316847163
529 => 0.015305234437467
530 => 0.015447725022188
531 => 0.015400631884787
601 => 0.015501806166548
602 => 0.015508017445744
603 => 0.015475124655394
604 => 0.015437039017996
605 => 0.015418501035979
606 => 0.015556667966053
607 => 0.015636878519446
608 => 0.015462025858642
609 => 0.015421060326665
610 => 0.015597846020617
611 => 0.015705685191803
612 => 0.016501909042239
613 => 0.01644292220763
614 => 0.016590967586918
615 => 0.016574299949152
616 => 0.016729475092124
617 => 0.016983120868976
618 => 0.016467388084162
619 => 0.016556901462908
620 => 0.016534954849605
621 => 0.016774562218932
622 => 0.016775310246985
623 => 0.016631653659798
624 => 0.016709532226274
625 => 0.016666062546954
626 => 0.016744618132765
627 => 0.016442134402491
628 => 0.016810526934864
629 => 0.017019381762029
630 => 0.017022281711507
701 => 0.017121277242009
702 => 0.017221862434433
703 => 0.017414926952168
704 => 0.017216477969819
705 => 0.016859487569194
706 => 0.016885261123047
707 => 0.016675957781778
708 => 0.016679476208759
709 => 0.016660694569793
710 => 0.016717059682145
711 => 0.016454503374967
712 => 0.016516124815472
713 => 0.016429854437911
714 => 0.016556713927955
715 => 0.016420234087292
716 => 0.016534944266283
717 => 0.016584449376833
718 => 0.016767124300532
719 => 0.016393252852533
720 => 0.015630903661193
721 => 0.015791158703803
722 => 0.015554128908021
723 => 0.015576066918056
724 => 0.015620385189737
725 => 0.015476735171184
726 => 0.015504139067792
727 => 0.015503160007766
728 => 0.015494722997401
729 => 0.015457354079549
730 => 0.015403161755447
731 => 0.015619047295149
801 => 0.015655730455151
802 => 0.015737272575751
803 => 0.01597988661611
804 => 0.015955643752245
805 => 0.015995184869035
806 => 0.015908866833096
807 => 0.015580070964178
808 => 0.015597926161744
809 => 0.015375271561975
810 => 0.015731578797039
811 => 0.01564720054075
812 => 0.015592801330008
813 => 0.015577958001352
814 => 0.015821173434989
815 => 0.015893947304669
816 => 0.015848599512757
817 => 0.015755589868541
818 => 0.01593419588127
819 => 0.015981983315493
820 => 0.015992681159683
821 => 0.016309136769933
822 => 0.016010367512913
823 => 0.016082284242588
824 => 0.016643358037982
825 => 0.016134541528451
826 => 0.016404072981512
827 => 0.016390880819459
828 => 0.016528763990398
829 => 0.016379570374934
830 => 0.016381419808604
831 => 0.016503850723383
901 => 0.016331918584108
902 => 0.016289345768537
903 => 0.016230531728737
904 => 0.016358950032971
905 => 0.016435930998499
906 => 0.017056341044367
907 => 0.017457154228133
908 => 0.017439753870756
909 => 0.017598760565077
910 => 0.017527126592951
911 => 0.01729580160087
912 => 0.017690645155275
913 => 0.017565700133705
914 => 0.017576000449475
915 => 0.017575617071208
916 => 0.017658694587668
917 => 0.017599826553313
918 => 0.01748379161492
919 => 0.017560821022149
920 => 0.017789570823103
921 => 0.018499617224164
922 => 0.018896968597061
923 => 0.018475696172586
924 => 0.018766284249926
925 => 0.018592034950641
926 => 0.018560368669493
927 => 0.018742879456353
928 => 0.018925709704185
929 => 0.018914064207795
930 => 0.018781338836306
1001 => 0.018706365641734
1002 => 0.019274087788899
1003 => 0.019692375796035
1004 => 0.019663851358187
1005 => 0.019789748950206
1006 => 0.020159388174238
1007 => 0.020193183352414
1008 => 0.020188925936737
1009 => 0.020105161061466
1010 => 0.020469118881244
1011 => 0.020772738897732
1012 => 0.02008577191304
1013 => 0.020347359947752
1014 => 0.020464795244375
1015 => 0.020637225101299
1016 => 0.02092814317253
1017 => 0.021244157360094
1018 => 0.021288845231134
1019 => 0.02125713704812
1020 => 0.021048717196504
1021 => 0.02139450369137
1022 => 0.021597057310371
1023 => 0.021717673355129
1024 => 0.022023535576039
1025 => 0.020465520484787
1026 => 0.019362679964824
1027 => 0.019190455492422
1028 => 0.019540680729445
1029 => 0.019633032331454
1030 => 0.019595805516483
1031 => 0.018354458245392
1101 => 0.019183920055943
1102 => 0.020076351220965
1103 => 0.020110633136554
1104 => 0.02055740283762
1105 => 0.020702889365996
1106 => 0.021062597534797
1107 => 0.0210400976909
1108 => 0.021127680905797
1109 => 0.021107547041422
1110 => 0.021773830678635
1111 => 0.022508840474559
1112 => 0.022483389422514
1113 => 0.022377723068109
1114 => 0.022534655623191
1115 => 0.023293264501021
1116 => 0.02322342395201
1117 => 0.023291268096371
1118 => 0.024185710716655
1119 => 0.025348613356004
1120 => 0.02480832832651
1121 => 0.025980591377682
1122 => 0.026718468829401
1123 => 0.027994551584195
1124 => 0.027834779738455
1125 => 0.028331549390569
1126 => 0.027548754789189
1127 => 0.025751300155532
1128 => 0.025466846079375
1129 => 0.026036330343365
1130 => 0.027436351836921
1201 => 0.025992238684279
1202 => 0.026284380894242
1203 => 0.026200243918119
1204 => 0.02619576061622
1205 => 0.026366870014778
1206 => 0.026118666907704
1207 => 0.025107442798602
1208 => 0.025570880848623
1209 => 0.025391925161387
1210 => 0.025590489838405
1211 => 0.026662061505972
1212 => 0.026188294128663
1213 => 0.025689218682404
1214 => 0.02631517004572
1215 => 0.027112221231447
1216 => 0.027062343200683
1217 => 0.026965558973601
1218 => 0.027511126594204
1219 => 0.028412244467125
1220 => 0.028655813007191
1221 => 0.028835610323928
1222 => 0.028860401336205
1223 => 0.029115764170192
1224 => 0.027742613852128
1225 => 0.029921838671897
1226 => 0.0302981305984
1227 => 0.03022740331192
1228 => 0.030645635951443
1229 => 0.030522581299358
1230 => 0.030344294415169
1231 => 0.031007282109447
]
'min_raw' => 0.011429555284895
'max_raw' => 0.031007282109447
'avg_raw' => 0.021218418697171
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.011429'
'max' => '$0.0310072'
'avg' => '$0.021218'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0039417582336726
'max_diff' => 0.014291302671481
'year' => 2032
]
7 => [
'items' => [
101 => 0.030247220218305
102 => 0.02916840805296
103 => 0.028576550362566
104 => 0.029355956313074
105 => 0.029831912329531
106 => 0.03014648897992
107 => 0.030241679684255
108 => 0.027849207602461
109 => 0.026559797842959
110 => 0.027386294715687
111 => 0.028394677942182
112 => 0.02773701223239
113 => 0.027762791483088
114 => 0.026825133012432
115 => 0.028477639910938
116 => 0.028236883555596
117 => 0.029485927953
118 => 0.029187833483352
119 => 0.03020638070181
120 => 0.029938163083955
121 => 0.031051519419824
122 => 0.031495667405122
123 => 0.032241460998551
124 => 0.032790069801803
125 => 0.033112223384287
126 => 0.033092882491562
127 => 0.034369415481641
128 => 0.033616688576057
129 => 0.032671086178534
130 => 0.0326539832145
131 => 0.033143724095467
201 => 0.034170086628124
202 => 0.034436207499875
203 => 0.034584932762306
204 => 0.034357154845729
205 => 0.033540123738141
206 => 0.033187333848326
207 => 0.033487921055755
208 => 0.033120328730823
209 => 0.033754896211847
210 => 0.034626292899592
211 => 0.034446352929449
212 => 0.035047865271531
213 => 0.035670367264641
214 => 0.036560573073104
215 => 0.036793305835661
216 => 0.037178004242135
217 => 0.03757398526924
218 => 0.037701163703158
219 => 0.037943986794658
220 => 0.037942706997105
221 => 0.03867447072722
222 => 0.039481628782373
223 => 0.039786312262441
224 => 0.040486915124513
225 => 0.039287157275268
226 => 0.040197187385745
227 => 0.041018057324927
228 => 0.040039382342939
301 => 0.041388257803585
302 => 0.041440631581104
303 => 0.042231413440633
304 => 0.041429804530527
305 => 0.040953811718532
306 => 0.042327985131543
307 => 0.042992904360043
308 => 0.042792625277127
309 => 0.041268491567137
310 => 0.040381380374753
311 => 0.038059639273314
312 => 0.04080984189972
313 => 0.042149385374532
314 => 0.041265022473147
315 => 0.041711043680288
316 => 0.044144390763584
317 => 0.045070851785347
318 => 0.044878154369272
319 => 0.044910717060519
320 => 0.045410618611405
321 => 0.047627457388848
322 => 0.046299076207484
323 => 0.047314573847143
324 => 0.04785319013357
325 => 0.048353486957814
326 => 0.047124916077905
327 => 0.045526563414433
328 => 0.045020298031631
329 => 0.041177090011492
330 => 0.040977034343837
331 => 0.040864737035276
401 => 0.040156718389564
402 => 0.039600409676663
403 => 0.039158012333746
404 => 0.037997029594902
405 => 0.038388827188256
406 => 0.036538463018469
407 => 0.037722260441419
408 => 0.034769034547833
409 => 0.037228568827593
410 => 0.035889956140421
411 => 0.036788798557984
412 => 0.036785662581465
413 => 0.035130608712483
414 => 0.034176008180948
415 => 0.034784316793251
416 => 0.035436471913237
417 => 0.035542281887342
418 => 0.036387818023395
419 => 0.036623788984229
420 => 0.035908785956471
421 => 0.03470783550536
422 => 0.03498678890439
423 => 0.03417035519922
424 => 0.032739586534579
425 => 0.033767189568348
426 => 0.034118058424593
427 => 0.034273022100069
428 => 0.032866025443285
429 => 0.03242391654634
430 => 0.03218854147926
501 => 0.034526209905277
502 => 0.034654272658642
503 => 0.033999085506177
504 => 0.036960593562716
505 => 0.036290313080182
506 => 0.037039180601877
507 => 0.034961476807279
508 => 0.035040847890232
509 => 0.034057229617189
510 => 0.034607990124696
511 => 0.03421873034983
512 => 0.034563494118411
513 => 0.034770144099784
514 => 0.035753600970748
515 => 0.037239798325311
516 => 0.035606705309622
517 => 0.034895143296364
518 => 0.035336592367413
519 => 0.036512229417094
520 => 0.038293379727114
521 => 0.037238902894591
522 => 0.037706861806687
523 => 0.037809090010937
524 => 0.037031557833489
525 => 0.038322048447557
526 => 0.039013632851563
527 => 0.039723055346845
528 => 0.040339027021931
529 => 0.039439696401694
530 => 0.040402109079328
531 => 0.039626574349862
601 => 0.038930839524225
602 => 0.038931894666768
603 => 0.038495450047582
604 => 0.037649783602348
605 => 0.037493829734995
606 => 0.038305121447764
607 => 0.038955700571794
608 => 0.039009285384513
609 => 0.039369479415538
610 => 0.039582638532805
611 => 0.04167188765779
612 => 0.042512200939034
613 => 0.043539720113023
614 => 0.043939996739099
615 => 0.045144685876476
616 => 0.044171801557976
617 => 0.04396131191594
618 => 0.041039130119477
619 => 0.041517637224944
620 => 0.042283773269865
621 => 0.041051763420672
622 => 0.041833190100408
623 => 0.041987460279868
624 => 0.041009900197431
625 => 0.041532057275338
626 => 0.0401453628852
627 => 0.037270024473617
628 => 0.038325249521168
629 => 0.039102250341076
630 => 0.037993374367557
701 => 0.039980991630663
702 => 0.038819866658305
703 => 0.038451845785896
704 => 0.037016065153712
705 => 0.037693698343838
706 => 0.038610206936256
707 => 0.038043911181702
708 => 0.039219059902137
709 => 0.04088338389099
710 => 0.042069480277653
711 => 0.042160534030404
712 => 0.041397953516065
713 => 0.042619993657017
714 => 0.042628894885312
715 => 0.041250428614138
716 => 0.040406125698377
717 => 0.040214298299488
718 => 0.04069352075189
719 => 0.041275385278453
720 => 0.042192823462057
721 => 0.042747212142004
722 => 0.04419276379427
723 => 0.04458388862416
724 => 0.045013616230569
725 => 0.045587864835818
726 => 0.04627739752074
727 => 0.044768739261249
728 => 0.044828681066389
729 => 0.043423839383947
730 => 0.04192256457158
731 => 0.043061845017619
801 => 0.044551302648688
802 => 0.044209619422417
803 => 0.044171173079506
804 => 0.044235829164155
805 => 0.043978211169877
806 => 0.042813014529527
807 => 0.04222786007126
808 => 0.042982858611248
809 => 0.043384106734132
810 => 0.044006407580213
811 => 0.043929695865756
812 => 0.045532676015028
813 => 0.046155545629431
814 => 0.045996188927973
815 => 0.046025514396175
816 => 0.047153190080921
817 => 0.048407397366552
818 => 0.049582127996774
819 => 0.05077711444969
820 => 0.049336511639584
821 => 0.048605062376642
822 => 0.049359731307886
823 => 0.048959293350234
824 => 0.051260328632518
825 => 0.051419647322978
826 => 0.053720516214221
827 => 0.055904314774382
828 => 0.05453271002556
829 => 0.055826071525264
830 => 0.057224947436504
831 => 0.059923606028724
901 => 0.059014792754819
902 => 0.058318656029927
903 => 0.057660810188612
904 => 0.059029682954302
905 => 0.060790715899085
906 => 0.061170025528427
907 => 0.061784652035393
908 => 0.061138447416272
909 => 0.061916729702899
910 => 0.064664408169258
911 => 0.063921961193219
912 => 0.062867567132937
913 => 0.065036595392282
914 => 0.065821558287455
915 => 0.07133083897404
916 => 0.078286533417887
917 => 0.075406830244582
918 => 0.073619305557471
919 => 0.074039416259595
920 => 0.076579400405371
921 => 0.077395162697928
922 => 0.075177639576634
923 => 0.075960906231711
924 => 0.080276782510264
925 => 0.082592111663818
926 => 0.079447583683099
927 => 0.070771955698086
928 => 0.062772630484184
929 => 0.064894411745219
930 => 0.064653867596756
1001 => 0.06929073824153
1002 => 0.063904254078384
1003 => 0.063994948657283
1004 => 0.068727704876459
1005 => 0.067465086657166
1006 => 0.065419806845833
1007 => 0.062787563290248
1008 => 0.05792161762469
1009 => 0.053611713851772
1010 => 0.062064427662025
1011 => 0.061699931272265
1012 => 0.061172086484553
1013 => 0.062346747940834
1014 => 0.068050570539068
1015 => 0.067919078966707
1016 => 0.067082596670934
1017 => 0.067717061119861
1018 => 0.065308582160346
1019 => 0.065929302028259
1020 => 0.0627713633502
1021 => 0.064198883519852
1022 => 0.06541541859394
1023 => 0.065659656021173
1024 => 0.066209935415801
1025 => 0.061507858237705
1026 => 0.063618952844937
1027 => 0.064859023143871
1028 => 0.059256340419142
1029 => 0.064748276120402
1030 => 0.061426005535212
1031 => 0.060298376999769
1101 => 0.06181658026898
1102 => 0.061224934978467
1103 => 0.060716273100261
1104 => 0.060432431032302
1105 => 0.061547231955231
1106 => 0.061495225159701
1107 => 0.059671194476255
1108 => 0.057291820806702
1109 => 0.058090416710482
1110 => 0.057800279331762
1111 => 0.056748784042814
1112 => 0.05745736490954
1113 => 0.054337133377051
1114 => 0.048968937200927
1115 => 0.05251533202717
1116 => 0.052378799684095
1117 => 0.052309953885468
1118 => 0.054974971582236
1119 => 0.054718791623111
1120 => 0.054253822488778
1121 => 0.056740244520029
1122 => 0.055832667031527
1123 => 0.058629606998941
1124 => 0.060471852556215
1125 => 0.06000459949249
1126 => 0.061737240343452
1127 => 0.058108814747168
1128 => 0.059314032183086
1129 => 0.059562425826269
1130 => 0.056709562458121
1201 => 0.054760705832655
1202 => 0.054630739314329
1203 => 0.051251690494757
1204 => 0.053056751099443
1205 => 0.054645129733084
1206 => 0.053884419630731
1207 => 0.053643601537894
1208 => 0.054873888947126
1209 => 0.054969492815523
1210 => 0.052789714484441
1211 => 0.053242959424075
1212 => 0.055133066168052
1213 => 0.053195333583641
1214 => 0.049430635698952
1215 => 0.048496938572529
1216 => 0.048372366164412
1217 => 0.045840105505099
1218 => 0.048559332679163
1219 => 0.047372317146926
1220 => 0.051122084990632
1221 => 0.048980237708716
1222 => 0.048887906953248
1223 => 0.048748335474382
1224 => 0.046568714118541
1225 => 0.047045912673307
1226 => 0.04863219334874
1227 => 0.049198196164466
1228 => 0.049139157433661
1229 => 0.048624419708038
1230 => 0.048860064002945
1231 => 0.048100971625136
]
'min_raw' => 0.026559797842959
'max_raw' => 0.082592111663818
'avg_raw' => 0.054575954753388
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.026559'
'max' => '$0.082592'
'avg' => '$0.054575'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.015130242558064
'max_diff' => 0.051584829554371
'year' => 2033
]
8 => [
'items' => [
101 => 0.04783292030739
102 => 0.04698687661526
103 => 0.045743426113365
104 => 0.045916335532179
105 => 0.043452734721402
106 => 0.042110434246499
107 => 0.041738903166282
108 => 0.041242076278463
109 => 0.041795021085267
110 => 0.04344575564984
111 => 0.041454619542091
112 => 0.038040956347313
113 => 0.038246123321919
114 => 0.038707072599235
115 => 0.037848096670441
116 => 0.037035148042222
117 => 0.037741940917851
118 => 0.036295526820697
119 => 0.038881864832551
120 => 0.038811911637459
121 => 0.039775938510208
122 => 0.040378764297561
123 => 0.038989446024879
124 => 0.038640036236415
125 => 0.038839075931713
126 => 0.035549393134832
127 => 0.039507101242433
128 => 0.039541327666494
129 => 0.039248260244212
130 => 0.04135561763098
131 => 0.045802799018312
201 => 0.044129590492941
202 => 0.043481673578922
203 => 0.042249983051747
204 => 0.04389113754866
205 => 0.043765122489296
206 => 0.043195234601057
207 => 0.042850564628092
208 => 0.043485629621439
209 => 0.042771873047463
210 => 0.042643662754058
211 => 0.041866847870198
212 => 0.041589560299486
213 => 0.041384267621267
214 => 0.041158260554189
215 => 0.04165677582671
216 => 0.040527074634032
217 => 0.039164765741635
218 => 0.039051504497619
219 => 0.039364228750378
220 => 0.039225871548115
221 => 0.039050842096564
222 => 0.03871666320712
223 => 0.038617519469224
224 => 0.038939688519682
225 => 0.038575978445337
226 => 0.039112652472346
227 => 0.038966706832528
228 => 0.038151466352369
301 => 0.037135374873408
302 => 0.037126329527921
303 => 0.036907414285503
304 => 0.036628592810157
305 => 0.036551031054286
306 => 0.037682416793271
307 => 0.040024351413444
308 => 0.039564573609758
309 => 0.039896810192846
310 => 0.041531085355004
311 => 0.042050572284686
312 => 0.04168185276672
313 => 0.041177126748899
314 => 0.041199332132156
315 => 0.042924133726005
316 => 0.043031707485729
317 => 0.04330351167194
318 => 0.043652856863076
319 => 0.041741347763382
320 => 0.041109300225459
321 => 0.040809801037329
322 => 0.039887459458661
323 => 0.040882125775664
324 => 0.040302576308604
325 => 0.04038077733194
326 => 0.040329848812903
327 => 0.040357659228068
328 => 0.038881141898367
329 => 0.039419107209844
330 => 0.038524635539425
331 => 0.037327038381892
401 => 0.037323023616288
402 => 0.037616133823959
403 => 0.037441780403033
404 => 0.036972599830355
405 => 0.037039244716234
406 => 0.03645536538889
407 => 0.03711013823805
408 => 0.037128914780475
409 => 0.03687679156783
410 => 0.037885559483202
411 => 0.038298852521207
412 => 0.038132899621641
413 => 0.038287208823377
414 => 0.039583679453274
415 => 0.039795060734926
416 => 0.039888942337173
417 => 0.039763153427091
418 => 0.038310905926526
419 => 0.03837531927861
420 => 0.037902696839953
421 => 0.037503380683014
422 => 0.037519351235154
423 => 0.037724651647288
424 => 0.038621210587785
425 => 0.040507966023024
426 => 0.040579567012591
427 => 0.040666349500695
428 => 0.040313361508194
429 => 0.040206896952015
430 => 0.040347351182448
501 => 0.041055917323036
502 => 0.042878541810459
503 => 0.042234304587607
504 => 0.041710529697279
505 => 0.042170021484793
506 => 0.042099286325721
507 => 0.041502210397804
508 => 0.04148545246513
509 => 0.040339472862736
510 => 0.039915830296424
511 => 0.039561802858917
512 => 0.03917521413928
513 => 0.038946031387708
514 => 0.03929816025582
515 => 0.039378696294224
516 => 0.038608760369936
517 => 0.038503820948467
518 => 0.039132567244462
519 => 0.038855879441619
520 => 0.03914045970837
521 => 0.03920648477134
522 => 0.039195853215516
523 => 0.038906959371956
524 => 0.039091091692903
525 => 0.038655563861378
526 => 0.03818199275876
527 => 0.037879883899811
528 => 0.037616253851454
529 => 0.037762531124551
530 => 0.037241079355135
531 => 0.037074256439348
601 => 0.039028711805675
602 => 0.040472488998716
603 => 0.040451495906531
604 => 0.040323705856837
605 => 0.040133835764258
606 => 0.041042027143136
607 => 0.040725631426595
608 => 0.040955835746125
609 => 0.041014432407091
610 => 0.041191786851648
611 => 0.041255175821447
612 => 0.041063570328243
613 => 0.040420518890409
614 => 0.038818095846822
615 => 0.038072163594374
616 => 0.037825993526582
617 => 0.037834941341003
618 => 0.037588120674477
619 => 0.037660820422495
620 => 0.037562838668973
621 => 0.037377284932133
622 => 0.037751073704178
623 => 0.037794149378073
624 => 0.037706902612234
625 => 0.037727452383968
626 => 0.037005086426407
627 => 0.037060006341264
628 => 0.036754205276455
629 => 0.03669687126329
630 => 0.035923832800598
701 => 0.034554283110221
702 => 0.035313146584095
703 => 0.034396546220007
704 => 0.034049415773366
705 => 0.035692677317908
706 => 0.035527739435816
707 => 0.035245437478449
708 => 0.034827854046621
709 => 0.034672968289765
710 => 0.033731931461981
711 => 0.03367632998596
712 => 0.034142733247941
713 => 0.033927504190493
714 => 0.033625241080218
715 => 0.032530474734721
716 => 0.031299594897702
717 => 0.031336747422947
718 => 0.031728267397769
719 => 0.032866664528227
720 => 0.032421873074887
721 => 0.032099171772094
722 => 0.032038739518447
723 => 0.032795175696337
724 => 0.03386569136633
725 => 0.034367953367253
726 => 0.033870226978262
727 => 0.033298465702082
728 => 0.033333266161676
729 => 0.033564778028478
730 => 0.033589106652277
731 => 0.033216948839492
801 => 0.033321709083864
802 => 0.033162568693186
803 => 0.032185924409341
804 => 0.032168260011219
805 => 0.031928575753447
806 => 0.031921318209378
807 => 0.031513555494868
808 => 0.031456506672378
809 => 0.03064686905329
810 => 0.031179774985982
811 => 0.03082232966515
812 => 0.030283575253828
813 => 0.030190693790247
814 => 0.030187901661294
815 => 0.03074108197844
816 => 0.031173310751899
817 => 0.030828547579541
818 => 0.030750051688148
819 => 0.031588182446223
820 => 0.031481522667527
821 => 0.031389155987057
822 => 0.033769838429601
823 => 0.03188534250936
824 => 0.031063594724868
825 => 0.030046525795888
826 => 0.030377688567671
827 => 0.030447469429479
828 => 0.028001601995735
829 => 0.027009313882478
830 => 0.026668797995598
831 => 0.02647282628851
901 => 0.026562133056287
902 => 0.02566895737057
903 => 0.026269186203134
904 => 0.025495771557564
905 => 0.025366106075325
906 => 0.026749067269294
907 => 0.026941498240293
908 => 0.026120527934396
909 => 0.026647723773801
910 => 0.026456555233863
911 => 0.025509029531828
912 => 0.025472841019537
913 => 0.024997405929395
914 => 0.024253442075696
915 => 0.023913430631341
916 => 0.023736349719006
917 => 0.023809416754673
918 => 0.023772471825552
919 => 0.023531381172519
920 => 0.023786290859573
921 => 0.023135101945106
922 => 0.02287579327238
923 => 0.022758669560825
924 => 0.0221807019182
925 => 0.023100505460993
926 => 0.023281718346303
927 => 0.023463288276977
928 => 0.025043730560433
929 => 0.024964776130235
930 => 0.025678485726858
1001 => 0.025650752284361
1002 => 0.025447190746075
1003 => 0.024588398100296
1004 => 0.024930697542396
1005 => 0.023877153064755
1006 => 0.024666540221465
1007 => 0.024306296888738
1008 => 0.024544741588298
1009 => 0.024115996518798
1010 => 0.024353281742709
1011 => 0.023324690643965
1012 => 0.022364206748625
1013 => 0.022750733506383
1014 => 0.023170932296762
1015 => 0.024082030338964
1016 => 0.023539387861424
1017 => 0.023734542615931
1018 => 0.023080806856843
1019 => 0.021731963255458
1020 => 0.021739597563758
1021 => 0.02153210736184
1022 => 0.021352805533317
1023 => 0.023601716877636
1024 => 0.023322029201942
1025 => 0.022876383495343
1026 => 0.023472897982883
1027 => 0.023630625881346
1028 => 0.023635116172876
1029 => 0.024070317744717
1030 => 0.024302584901623
1031 => 0.024343522994731
1101 => 0.025028322071176
1102 => 0.025257857688882
1103 => 0.026203282413117
1104 => 0.02428287865612
1105 => 0.024243329204501
1106 => 0.023481292165021
1107 => 0.022997996227253
1108 => 0.023514383851357
1109 => 0.023971832792374
1110 => 0.023495506378752
1111 => 0.023557704552572
1112 => 0.022918275259583
1113 => 0.023146841143882
1114 => 0.023343712874589
1115 => 0.023235011876478
1116 => 0.023072281221117
1117 => 0.023934327195889
1118 => 0.023885687183607
1119 => 0.024688444213666
1120 => 0.025314250724303
1121 => 0.026435807867659
1122 => 0.025265404520471
1123 => 0.025222750370567
1124 => 0.025639701527815
1125 => 0.025257793855832
1126 => 0.02549914632152
1127 => 0.026396922254142
1128 => 0.026415890844901
1129 => 0.026098142510031
1130 => 0.026078807494977
1201 => 0.026139834538475
1202 => 0.026497271838386
1203 => 0.026372372262859
1204 => 0.02651690921373
1205 => 0.026697654884023
1206 => 0.02744529561093
1207 => 0.027625549259062
1208 => 0.027187626344903
1209 => 0.027227165880837
1210 => 0.027063370689689
1211 => 0.026905146587387
1212 => 0.027260811262586
1213 => 0.027910795447119
1214 => 0.027906751929241
1215 => 0.028057535626165
1216 => 0.02815147262019
1217 => 0.027748226275755
1218 => 0.027485727733307
1219 => 0.027586386377698
1220 => 0.027747341742139
1221 => 0.027534190722312
1222 => 0.026218523886782
1223 => 0.026617613159559
1224 => 0.0265511851901
1225 => 0.026456583683674
1226 => 0.026857871033518
1227 => 0.026819165889678
1228 => 0.025659796562937
1229 => 0.025734015625671
1230 => 0.025664310069963
1231 => 0.025889542980869
]
'min_raw' => 0.021352805533317
'max_raw' => 0.04783292030739
'avg_raw' => 0.034592862920354
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.021352'
'max' => '$0.047832'
'avg' => '$0.034592'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0052069923096419
'max_diff' => -0.034759191356428
'year' => 2034
]
9 => [
'items' => [
101 => 0.025245630539492
102 => 0.025443693669643
103 => 0.025567917008147
104 => 0.025641085508855
105 => 0.025905420305521
106 => 0.025874403668073
107 => 0.025903492267788
108 => 0.026295430989446
109 => 0.028277722546462
110 => 0.028385614302231
111 => 0.02785431583727
112 => 0.028066559094623
113 => 0.027659098453004
114 => 0.027932629511472
115 => 0.02811977251474
116 => 0.027274109268501
117 => 0.027224034579367
118 => 0.026814892202738
119 => 0.02703474214093
120 => 0.026684945081497
121 => 0.0267707730445
122 => 0.026530790577596
123 => 0.026962711237991
124 => 0.027445665649998
125 => 0.027567679006918
126 => 0.027246714394913
127 => 0.027014314863223
128 => 0.026606297842739
129 => 0.027284839241056
130 => 0.027483265424098
131 => 0.027283796992789
201 => 0.027237575798783
202 => 0.027149986719662
203 => 0.027256158235979
204 => 0.027482184752491
205 => 0.027375594821358
206 => 0.027445999348744
207 => 0.027177689891182
208 => 0.027748359767074
209 => 0.028654720869175
210 => 0.028657634968323
211 => 0.028551044462631
212 => 0.028507429924226
213 => 0.028616798251519
214 => 0.028676126082552
215 => 0.029029803198295
216 => 0.029409312834606
217 => 0.031180318714242
218 => 0.030683027350035
219 => 0.032254369124059
220 => 0.03349709645412
221 => 0.033869736042525
222 => 0.03352692515524
223 => 0.032354187628117
224 => 0.032296647530197
225 => 0.03404921251273
226 => 0.033554032632603
227 => 0.033495132561512
228 => 0.032868535318335
301 => 0.033238931894631
302 => 0.033157920730005
303 => 0.033030040643441
304 => 0.033736731508964
305 => 0.035059593722494
306 => 0.034853413240792
307 => 0.034699509075639
308 => 0.034025145824766
309 => 0.034431263126277
310 => 0.034286652533873
311 => 0.034907991410987
312 => 0.034539924024526
313 => 0.033550281157988
314 => 0.03370788504639
315 => 0.033684063535713
316 => 0.034174308537433
317 => 0.034027149156546
318 => 0.033655328304771
319 => 0.035055072323261
320 => 0.034964180732486
321 => 0.035093044227495
322 => 0.035149773923234
323 => 0.036001773441033
324 => 0.036350810382531
325 => 0.036430047879003
326 => 0.03676160597794
327 => 0.036421798411459
328 => 0.037781270956074
329 => 0.038685240870822
330 => 0.039735248444667
331 => 0.041269591725484
401 => 0.041846518992541
402 => 0.041742302245623
403 => 0.04290562380992
404 => 0.044996086801778
405 => 0.042164844584901
406 => 0.045146149514066
407 => 0.044202302794313
408 => 0.041964459200856
409 => 0.041820368455881
410 => 0.043335862119268
411 => 0.046697081203801
412 => 0.045855133945757
413 => 0.046698458327896
414 => 0.045714675640319
415 => 0.045665822537909
416 => 0.046650678198604
417 => 0.048951847131507
418 => 0.047858648029512
419 => 0.046291279053386
420 => 0.047448599914395
421 => 0.0464460214796
422 => 0.044186931661971
423 => 0.045854490124556
424 => 0.044739441269956
425 => 0.045064871804986
426 => 0.047408538646355
427 => 0.047126542451428
428 => 0.047491471639808
429 => 0.046847381174177
430 => 0.046245699115534
501 => 0.045122614871581
502 => 0.04479012499433
503 => 0.044882013234669
504 => 0.044790079459081
505 => 0.044161724146266
506 => 0.04402603087629
507 => 0.043799869481471
508 => 0.043869966354591
509 => 0.043444716766482
510 => 0.044247250600292
511 => 0.044396207951751
512 => 0.04498022515023
513 => 0.045040859753179
514 => 0.04666733933798
515 => 0.045771501714551
516 => 0.046372506935246
517 => 0.046318747371427
518 => 0.042012960057262
519 => 0.042606259558871
520 => 0.043529247395734
521 => 0.043113442626307
522 => 0.04252559196567
523 => 0.042050871038647
524 => 0.0413316202915
525 => 0.042343951906122
526 => 0.043675060329885
527 => 0.045074618859469
528 => 0.046756096730057
529 => 0.046380810443902
530 => 0.04504318480029
531 => 0.045103189709526
601 => 0.045474116447364
602 => 0.044993732619617
603 => 0.044852058050608
604 => 0.045454652537143
605 => 0.045458802274192
606 => 0.044906062624044
607 => 0.044291793653192
608 => 0.044289219843776
609 => 0.044179916613547
610 => 0.045734120442158
611 => 0.046588775400163
612 => 0.046686760213753
613 => 0.046582180241506
614 => 0.046622428922193
615 => 0.046125124033167
616 => 0.047261815538297
617 => 0.048304956070543
618 => 0.048025372124454
619 => 0.047606236044067
620 => 0.04727237396771
621 => 0.047946724829554
622 => 0.047916697047203
623 => 0.04829584514801
624 => 0.048278644800092
625 => 0.048151151554272
626 => 0.04802537667764
627 => 0.048524059846539
628 => 0.048380447102502
629 => 0.048236611288208
630 => 0.047948126542479
701 => 0.047987336410647
702 => 0.047568272700014
703 => 0.047374394652424
704 => 0.044458933995155
705 => 0.043679827642108
706 => 0.043924950360949
707 => 0.0440056511246
708 => 0.043666583041302
709 => 0.044152719573307
710 => 0.04407695570974
711 => 0.044371708582502
712 => 0.044187559784282
713 => 0.044195117315195
714 => 0.044736659666095
715 => 0.044893871714447
716 => 0.044813912397798
717 => 0.044869913162334
718 => 0.046160427144616
719 => 0.04597695732465
720 => 0.045879492639481
721 => 0.045906491023359
722 => 0.046236245014763
723 => 0.046328558128456
724 => 0.045937420979012
725 => 0.046121883519827
726 => 0.046907301606834
727 => 0.047182153486473
728 => 0.048059348749894
729 => 0.04768670061109
730 => 0.048370712397698
731 => 0.050473131432928
801 => 0.052152689234601
802 => 0.050608098469521
803 => 0.053692392481898
804 => 0.056093957786232
805 => 0.056001781709835
806 => 0.055583013249818
807 => 0.052848894999751
808 => 0.050332918622633
809 => 0.052437639696092
810 => 0.052443005062948
811 => 0.052262207656153
812 => 0.051139290490197
813 => 0.052223132572842
814 => 0.052309164021426
815 => 0.052261009287828
816 => 0.051400071329507
817 => 0.050085578195084
818 => 0.050342427007098
819 => 0.050763150600751
820 => 0.049966633065829
821 => 0.049712097450722
822 => 0.050185327586588
823 => 0.051710173685763
824 => 0.051421910363546
825 => 0.051414382643239
826 => 0.052647695378356
827 => 0.051764909625559
828 => 0.050345666693161
829 => 0.049987289135216
830 => 0.048715290236562
831 => 0.049593864406567
901 => 0.04962548272685
902 => 0.049144296632749
903 => 0.05038471229273
904 => 0.050373281644052
905 => 0.051550871701698
906 => 0.053801981609288
907 => 0.053136217639223
908 => 0.05236200657695
909 => 0.052446184785964
910 => 0.053369411969315
911 => 0.052811207739034
912 => 0.053011941872181
913 => 0.053369108134163
914 => 0.053584595407956
915 => 0.052415179483426
916 => 0.052142532691788
917 => 0.051584793042118
918 => 0.051439289178222
919 => 0.051893556485259
920 => 0.051773873099356
921 => 0.049622825329463
922 => 0.049398028869192
923 => 0.049404923055693
924 => 0.048839661667854
925 => 0.047977502373121
926 => 0.050243205522822
927 => 0.050061237851406
928 => 0.049860359625341
929 => 0.049884966061839
930 => 0.05086843100732
1001 => 0.050297971672771
1002 => 0.051814631310116
1003 => 0.05150285168364
1004 => 0.051183076086196
1005 => 0.051138873358027
1006 => 0.051015787034983
1007 => 0.050593678234863
1008 => 0.050083956493911
1009 => 0.049747394049194
1010 => 0.045889341373081
1011 => 0.046605373508508
1012 => 0.047429103211933
1013 => 0.047713451404666
1014 => 0.0472270541447
1015 => 0.050612884163312
1016 => 0.051231507934383
1017 => 0.049357656179981
1018 => 0.049007135025595
1019 => 0.050635864271839
1020 => 0.049653541432301
1021 => 0.050095881346796
1022 => 0.049139784398655
1023 => 0.05108249958335
1024 => 0.051067699348581
1025 => 0.050311939263522
1026 => 0.050950702512192
1027 => 0.050839701678544
1028 => 0.049986450403868
1029 => 0.051109549170674
1030 => 0.051110106213651
1031 => 0.050382703563423
1101 => 0.049533256516872
1102 => 0.049381395447992
1103 => 0.049266988532255
1104 => 0.050067744258797
1105 => 0.050785699339315
1106 => 0.052121635748002
1107 => 0.052457521902212
1108 => 0.053768507923301
1109 => 0.052987879578493
1110 => 0.053333922012917
1111 => 0.053709600026175
1112 => 0.053889713880832
1113 => 0.053596228020111
1114 => 0.055632728934236
1115 => 0.055804672008164
1116 => 0.05586232303355
1117 => 0.05517562638355
1118 => 0.055785573732102
1119 => 0.055500199567048
1120 => 0.056242663865293
1121 => 0.056359091747518
1122 => 0.056260481473316
1123 => 0.056297437520823
1124 => 0.054559643253996
1125 => 0.054469529453666
1126 => 0.053240821391983
1127 => 0.05374152900927
1128 => 0.052805480118292
1129 => 0.053102310863993
1130 => 0.053233151028391
1201 => 0.053164807551624
1202 => 0.053769838266696
1203 => 0.053255438559276
1204 => 0.051897853156251
1205 => 0.050539897879991
1206 => 0.050522849857664
1207 => 0.050165324203326
1208 => 0.04990689863933
1209 => 0.049956680571095
1210 => 0.050132118591795
1211 => 0.049896701862638
1212 => 0.049946939957735
1213 => 0.050781227071017
1214 => 0.050948537401722
1215 => 0.05037995152562
1216 => 0.048096997186517
1217 => 0.047536754465344
1218 => 0.047939445823228
1219 => 0.047746985290804
1220 => 0.038535543629091
1221 => 0.040699635212265
1222 => 0.039413805479149
1223 => 0.04000637497835
1224 => 0.038693875784834
1225 => 0.039320269193957
1226 => 0.039204597203516
1227 => 0.042684392429135
1228 => 0.042630060212989
1229 => 0.042656066169661
1230 => 0.041414734099533
1231 => 0.043392209793086
]
'min_raw' => 0.025245630539492
'max_raw' => 0.056359091747518
'avg_raw' => 0.040802361143505
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.025245'
'max' => '$0.056359'
'avg' => '$0.0408023'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0038928250061749
'max_diff' => 0.0085261714401283
'year' => 2035
]
10 => [
'items' => [
101 => 0.044366385427456
102 => 0.044186091444379
103 => 0.044231467555638
104 => 0.043451755625958
105 => 0.042663615485506
106 => 0.041789446775848
107 => 0.043413544187875
108 => 0.043232972279925
109 => 0.043647139269041
110 => 0.044700482533622
111 => 0.044855591330593
112 => 0.045064059126681
113 => 0.044989338261532
114 => 0.046769492414068
115 => 0.046553904000361
116 => 0.047073410048376
117 => 0.04600474669259
118 => 0.044795452667061
119 => 0.045025299926514
120 => 0.045003163787114
121 => 0.044721345325871
122 => 0.044466932220015
123 => 0.044043406079214
124 => 0.045383505458784
125 => 0.045329099871282
126 => 0.046209863093358
127 => 0.046054179638578
128 => 0.045014487425358
129 => 0.045051620236151
130 => 0.045301356234155
131 => 0.046165695374681
201 => 0.046422290080286
202 => 0.046303425189119
203 => 0.046584769569821
204 => 0.046807132696993
205 => 0.046612694955031
206 => 0.049365523348309
207 => 0.048222357072894
208 => 0.048779528361431
209 => 0.048912410430704
210 => 0.048572035804471
211 => 0.048645850873
212 => 0.048757660588418
213 => 0.049436547285849
214 => 0.051218142417358
215 => 0.052007198773375
216 => 0.054381113751807
217 => 0.051941678627202
218 => 0.051796932642294
219 => 0.052224546415274
220 => 0.053618285812035
221 => 0.054747780685824
222 => 0.055122499297582
223 => 0.055172024548056
224 => 0.055875021574538
225 => 0.056277966359998
226 => 0.055789659244865
227 => 0.055375870092676
228 => 0.053893728710936
229 => 0.054065290611609
301 => 0.055247181977499
302 => 0.056916673144871
303 => 0.058349270247428
304 => 0.057847624673163
305 => 0.061674826298225
306 => 0.062054277706633
307 => 0.062001849791124
308 => 0.062866296569419
309 => 0.061150545756029
310 => 0.060417029042198
311 => 0.055465336004086
312 => 0.056856559770861
313 => 0.058878785219576
314 => 0.058611136098482
315 => 0.057142541923384
316 => 0.058348156187054
317 => 0.057949542408441
318 => 0.057635139182748
319 => 0.059075481309712
320 => 0.057491765975122
321 => 0.058862986447634
322 => 0.057104382008178
323 => 0.05784991614789
324 => 0.057426714912761
325 => 0.057700577977482
326 => 0.056099580097062
327 => 0.05696343969131
328 => 0.056063640697834
329 => 0.056063214075954
330 => 0.056043350963302
331 => 0.057101960488806
401 => 0.057136481707428
402 => 0.05635416766861
403 => 0.056241423993574
404 => 0.056658296451533
405 => 0.056170247982333
406 => 0.056398602789331
407 => 0.056177164616808
408 => 0.056127314219971
409 => 0.055730097776632
410 => 0.055558966011148
411 => 0.055626071185917
412 => 0.055397006629343
413 => 0.05525898694838
414 => 0.056015895374853
415 => 0.055611509736187
416 => 0.055953917476021
417 => 0.055563700641179
418 => 0.054211039082232
419 => 0.053433109115545
420 => 0.050878056822487
421 => 0.051602666483265
422 => 0.052083083438025
423 => 0.051924305637343
424 => 0.05226542179206
425 => 0.052286363553529
426 => 0.052175463214363
427 => 0.052047054828822
428 => 0.051984552728169
429 => 0.052450392179421
430 => 0.052720827660307
501 => 0.052131299706584
502 => 0.0519931815554
503 => 0.052589226865344
504 => 0.052952814160086
505 => 0.055637338462407
506 => 0.055438460231192
507 => 0.05593760556366
508 => 0.055881409459234
509 => 0.056404593287748
510 => 0.057259777733385
511 => 0.055520948642073
512 => 0.055822749248138
513 => 0.055748754709125
514 => 0.056556607683665
515 => 0.056559129712471
516 => 0.056074781498985
517 => 0.056337354523168
518 => 0.056190793464384
519 => 0.056455649106523
520 => 0.055435804091164
521 => 0.056677865234404
522 => 0.05738203386597
523 => 0.057391811248102
524 => 0.057725581590837
525 => 0.058064711589729
526 => 0.058715642090606
527 => 0.058046557491353
528 => 0.05684293943137
529 => 0.056929836767638
530 => 0.056224155939457
531 => 0.056236018561671
601 => 0.056172694954605
602 => 0.056362733866187
603 => 0.055477506945441
604 => 0.055685267934374
605 => 0.055394401333221
606 => 0.055822116960953
607 => 0.055361965649439
608 => 0.055748719026718
609 => 0.055915628963273
610 => 0.056531530222478
611 => 0.055270996532681
612 => 0.052700683008555
613 => 0.053240994073366
614 => 0.052441831567993
615 => 0.052515797100492
616 => 0.052665219247666
617 => 0.05218089318079
618 => 0.052273287331481
619 => 0.052269986362251
620 => 0.052241540392752
621 => 0.052115548477197
622 => 0.051932835272903
623 => 0.052660708442655
624 => 0.052784388277735
625 => 0.053059313230429
626 => 0.05387730340627
627 => 0.053795566898167
628 => 0.053928882534098
629 => 0.053637855249395
630 => 0.052529297021542
701 => 0.052589497066749
702 => 0.051838801538379
703 => 0.053040116257975
704 => 0.052755629075795
705 => 0.052572218338745
706 => 0.052522173019853
707 => 0.053342190835122
708 => 0.053587553017655
709 => 0.053434659771144
710 => 0.053121071261941
711 => 0.05372325390373
712 => 0.053884372574627
713 => 0.053920441103213
714 => 0.054987393287395
715 => 0.053980071877949
716 => 0.054222544153116
717 => 0.056114243627209
718 => 0.05439873324089
719 => 0.05530747735297
720 => 0.05526299905756
721 => 0.055727881795076
722 => 0.055224865104173
723 => 0.055231100598917
724 => 0.055643884975947
725 => 0.055064203764463
726 => 0.054920666544424
727 => 0.054722370902974
728 => 0.05515534218158
729 => 0.055414888881497
730 => 0.057506644666787
731 => 0.058858014299738
801 => 0.058799347779987
802 => 0.059335449951381
803 => 0.059093931013035
804 => 0.058314002651639
805 => 0.059645245262411
806 => 0.059223984398806
807 => 0.05925871263257
808 => 0.059257420045975
809 => 0.059537521693008
810 => 0.059339044005146
811 => 0.058947824109053
812 => 0.059207534133547
813 => 0.059978780058263
814 => 0.062372751073297
815 => 0.063712448969207
816 => 0.062292099577789
817 => 0.063271837568753
818 => 0.062684343890515
819 => 0.062577578812756
820 => 0.06319292667315
821 => 0.063809351618515
822 => 0.063770088014374
823 => 0.06332259515781
824 => 0.063069817797848
825 => 0.064983932654109
826 => 0.066394219874106
827 => 0.066298047740388
828 => 0.066722520261767
829 => 0.067968784712978
830 => 0.068082727515702
831 => 0.068068373341504
901 => 0.067785954216251
902 => 0.069013063416357
903 => 0.070036739500018
904 => 0.067720582348627
905 => 0.068602544671153
906 => 0.068998485972787
907 => 0.069579845274075
908 => 0.07056069586248
909 => 0.071626159759258
910 => 0.071776828036479
911 => 0.07166992168365
912 => 0.070967219602518
913 => 0.072133062912
914 => 0.072815986580305
915 => 0.07322265199635
916 => 0.074253887828768
917 => 0.069000931171471
918 => 0.06528262736055
919 => 0.064701960527517
920 => 0.065882769366086
921 => 0.066194139240042
922 => 0.066068626434275
923 => 0.061883337441692
924 => 0.064679925847137
925 => 0.067688819827564
926 => 0.067804403699459
927 => 0.069310718939067
928 => 0.069801236927031
929 => 0.071014018132168
930 => 0.070938158337582
1001 => 0.071233451261468
1002 => 0.071165568532027
1003 => 0.07341199033333
1004 => 0.075890127177032
1005 => 0.075804317178128
1006 => 0.075448055686861
1007 => 0.075977164753003
1008 => 0.078534867548987
1009 => 0.078299395261885
1010 => 0.078528136531323
1011 => 0.081543812273602
1012 => 0.085464619713436
1013 => 0.083643011015002
1014 => 0.087595377736821
1015 => 0.090083183082248
1016 => 0.094385585183291
1017 => 0.093846903250463
1018 => 0.095521796815914
1019 => 0.09288255016439
1020 => 0.086822306372738
1021 => 0.085863249595028
1022 => 0.087783305551189
1023 => 0.092503575763092
1024 => 0.087634647444201
1025 => 0.088619625301807
1026 => 0.088335951612553
1027 => 0.088320835847188
1028 => 0.0888977431309
1029 => 0.088060909026416
1030 => 0.084651496341165
1031 => 0.08621401008302
1101 => 0.085610648489217
1102 => 0.086280123161128
1103 => 0.089893001853076
1104 => 0.088295662063095
1105 => 0.086612994351697
1106 => 0.088723433075647
1107 => 0.091410746796661
1108 => 0.091242579533567
1109 => 0.090916264754702
1110 => 0.092755684077879
1111 => 0.095793865900475
1112 => 0.096615074238719
1113 => 0.097221273445145
1114 => 0.097304858073892
1115 => 0.09816583169754
1116 => 0.093536159529893
1117 => 0.10088356815836
1118 => 0.10215226266043
1119 => 0.10191380067604
1120 => 0.10332390122027
1121 => 0.10290901386936
1122 => 0.10230790719172
1123 => 0.1045432164913
1124 => 0.10198061475949
1125 => 0.098343324223771
1126 => 0.096347834698425
1127 => 0.098975656276949
1128 => 0.10058037521662
1129 => 0.10164099235645
1130 => 0.10196193446212
1201 => 0.093895547801281
1202 => 0.089548212773405
1203 => 0.092334804683976
1204 => 0.095734639135174
1205 => 0.093517273277855
1206 => 0.093604189821433
1207 => 0.090442808822393
1208 => 0.096014351205054
1209 => 0.095202624343947
1210 => 0.099413864735287
1211 => 0.098408818418578
1212 => 0.10184292147831
1213 => 0.10093860705335
1214 => 0.10469236567179
1215 => 0.10618984161365
1216 => 0.10870433678354
1217 => 0.11055400966634
1218 => 0.11164017296173
1219 => 0.11157496379157
1220 => 0.11587888389231
1221 => 0.11334101257642
1222 => 0.11015284807332
1223 => 0.11009518423599
1224 => 0.11174637980879
1225 => 0.11520683274598
1226 => 0.11610407784506
1227 => 0.11660551545101
1228 => 0.11583754630232
1229 => 0.1130828688798
1230 => 0.11189341313529
1231 => 0.11290686389146
]
'min_raw' => 0.041789446775848
'max_raw' => 0.11660551545101
'avg_raw' => 0.07919748111343
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.041789'
'max' => '$0.1166055'
'avg' => '$0.079197'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.016543816236356
'max_diff' => 0.060246423703493
'year' => 2036
]
11 => [
'items' => [
101 => 0.11166750070348
102 => 0.11380698926984
103 => 0.11674496404154
104 => 0.1161382838692
105 => 0.11816632472678
106 => 0.12026513365825
107 => 0.12326652469367
108 => 0.12405119945151
109 => 0.12534823698772
110 => 0.12668331466712
111 => 0.12711210563639
112 => 0.12793080064275
113 => 0.12792648571595
114 => 0.13039367822214
115 => 0.13311506795907
116 => 0.13414232958444
117 => 0.13650446104844
118 => 0.13245939369529
119 => 0.13552762374904
120 => 0.1382952440603
121 => 0.13499557302962
122 => 0.13954340082067
123 => 0.13971998266819
124 => 0.14238615891822
125 => 0.13968347851125
126 => 0.13807863551286
127 => 0.14271175711655
128 => 0.14495357871861
129 => 0.14427832380752
130 => 0.13913960059267
131 => 0.13614864327142
201 => 0.12832073104914
202 => 0.13759323121708
203 => 0.14210959556635
204 => 0.13912790430008
205 => 0.14063169594016
206 => 0.14883589552236
207 => 0.15195952354068
208 => 0.15130983074868
209 => 0.15141961813567
210 => 0.1531050711165
211 => 0.16057929782939
212 => 0.15610056793181
213 => 0.1595243891237
214 => 0.16134037153837
215 => 0.16302715721092
216 => 0.15888494471323
217 => 0.15349598711491
218 => 0.15178907803048
219 => 0.13883143386636
220 => 0.13815693221542
221 => 0.13777831399926
222 => 0.13539117970296
223 => 0.13351554603718
224 => 0.13202397250834
225 => 0.1281096381471
226 => 0.12943061108753
227 => 0.12319197910079
228 => 0.12718323476236
301 => 0.11722622747449
302 => 0.1255187190179
303 => 0.12100549288415
304 => 0.12403600285014
305 => 0.12402542968636
306 => 0.11844530001491
307 => 0.11522679767476
308 => 0.11727775263189
309 => 0.11947653915094
310 => 0.11983328486605
311 => 0.1226840689822
312 => 0.12347966155162
313 => 0.12106897892362
314 => 0.11701989063001
315 => 0.11796040149075
316 => 0.11520773825218
317 => 0.11038380180627
318 => 0.11384843717958
319 => 0.11503141602529
320 => 0.11555388687637
321 => 0.11081009941466
322 => 0.10931949840155
323 => 0.10852591492952
324 => 0.11640752723864
325 => 0.11683929975267
326 => 0.11463029052442
327 => 0.12461522170293
328 => 0.12235532425858
329 => 0.12488018339224
330 => 0.1178750599881
331 => 0.11814266513579
401 => 0.11482632745419
402 => 0.11668325495812
403 => 0.11537083844991
404 => 0.11653323356632
405 => 0.11722996840636
406 => 0.12054576190958
407 => 0.12555658005348
408 => 0.12005049293217
409 => 0.1176514119248
410 => 0.11913978828883
411 => 0.12310353068218
412 => 0.12910880330836
413 => 0.12555356104629
414 => 0.12713131719027
415 => 0.12747598671824
416 => 0.12485448269641
417 => 0.12920546190092
418 => 0.13153718700391
419 => 0.13392905447705
420 => 0.13600584598537
421 => 0.13297369000998
422 => 0.13621853154613
423 => 0.13360376205963
424 => 0.13125804352034
425 => 0.13126160100709
426 => 0.12979009750192
427 => 0.12693887403926
428 => 0.12641306468713
429 => 0.12914839133931
430 => 0.13134186427796
501 => 0.13152252921522
502 => 0.13273694853876
503 => 0.13345562938492
504 => 0.14049967867652
505 => 0.14333285357304
506 => 0.14679720620724
507 => 0.14814676679848
508 => 0.15220846033385
509 => 0.14892831292942
510 => 0.14821863240537
511 => 0.13836629245838
512 => 0.13997961257276
513 => 0.14256269373812
514 => 0.13840888651539
515 => 0.14104352112359
516 => 0.14156365380444
517 => 0.13826774173544
518 => 0.14002823077944
519 => 0.13535289382718
520 => 0.12565848962281
521 => 0.12921625454409
522 => 0.13183596705687
523 => 0.12809731429291
524 => 0.13479870466647
525 => 0.13088389075501
526 => 0.12964308268929
527 => 0.12480224804488
528 => 0.12708693565623
529 => 0.13017700836415
530 => 0.12826770269016
531 => 0.13222979864738
601 => 0.13784118317518
602 => 0.14184018995342
603 => 0.14214718403799
604 => 0.13957609059223
605 => 0.14369628424756
606 => 0.14372629536023
607 => 0.13907870008552
608 => 0.13623207385769
609 => 0.13558531438937
610 => 0.13720104634589
611 => 0.13916284322168
612 => 0.14225605011119
613 => 0.14412521025181
614 => 0.14899898857262
615 => 0.15031769324406
616 => 0.15176654987169
617 => 0.15370266913704
618 => 0.15602747672589
619 => 0.15094093007286
620 => 0.15114302805389
621 => 0.14640650623863
622 => 0.14134485339307
623 => 0.14518601695891
624 => 0.15020782735267
625 => 0.14905581849974
626 => 0.14892619397038
627 => 0.14914418647392
628 => 0.14827560941989
629 => 0.14434706759552
630 => 0.14237417848529
701 => 0.14491970877518
702 => 0.14627254483573
703 => 0.14837067558595
704 => 0.14811203668482
705 => 0.15351659617459
706 => 0.15561664456692
707 => 0.15507936232202
708 => 0.1551782351855
709 => 0.15898027248843
710 => 0.16320891991789
711 => 0.16716960625475
712 => 0.17119858651205
713 => 0.1663414935581
714 => 0.16387536129994
715 => 0.16641978029093
716 => 0.16506967575902
717 => 0.17282777686639
718 => 0.17336493095455
719 => 0.18112247106292
720 => 0.18848530037644
721 => 0.18386083920341
722 => 0.18822149779927
723 => 0.19293790560042
724 => 0.20203662145841
725 => 0.19897249405412
726 => 0.19662542048344
727 => 0.19440744730011
728 => 0.19902269740128
729 => 0.20496014292601
730 => 0.20623901182389
731 => 0.20831126800398
801 => 0.20613254401405
802 => 0.20875657708135
803 => 0.21802056686746
804 => 0.21551735505175
805 => 0.21196239186207
806 => 0.21927542207517
807 => 0.2219219792806
808 => 0.24049690376112
809 => 0.26394851320962
810 => 0.25423939290637
811 => 0.24821262862279
812 => 0.24962906118619
813 => 0.25819279506971
814 => 0.26094319459377
815 => 0.2534666605678
816 => 0.25610749878133
817 => 0.27065877697933
818 => 0.27846507087166
819 => 0.26786307524073
820 => 0.23861258977625
821 => 0.21164230632253
822 => 0.21879603998215
823 => 0.21798502859135
824 => 0.23361856170617
825 => 0.21545765427781
826 => 0.21576343738266
827 => 0.2317202554061
828 => 0.22746324992657
829 => 0.22056744624578
830 => 0.21169265332075
831 => 0.19528677777985
901 => 0.18075563630158
902 => 0.20925455106248
903 => 0.20802562603608
904 => 0.20624596048136
905 => 0.21020641359346
906 => 0.22943724971158
907 => 0.22899391669492
908 => 0.22617365823339
909 => 0.22831279941984
910 => 0.2201924444532
911 => 0.22228524482515
912 => 0.21163803409184
913 => 0.21645101801009
914 => 0.22055265094815
915 => 0.22137611448618
916 => 0.22323141988444
917 => 0.20737803838995
918 => 0.21449574125015
919 => 0.21867672484195
920 => 0.19978688886871
921 => 0.21830333352021
922 => 0.20710206628872
923 => 0.20330018795296
924 => 0.20841891627268
925 => 0.20642414286836
926 => 0.20470915383235
927 => 0.203752160483
928 => 0.20751078962757
929 => 0.20733544508544
930 => 0.20118559828645
1001 => 0.19316337383699
1002 => 0.19585589568277
1003 => 0.19487767725367
1004 => 0.19133248747393
1005 => 0.19372151733763
1006 => 0.18320143887823
1007 => 0.16510219067494
1008 => 0.177059108433
1009 => 0.17659878010594
1010 => 0.17636666168921
1011 => 0.18535195491946
1012 => 0.18448822630135
1013 => 0.18292055040184
1014 => 0.19130369587664
1015 => 0.18824373500912
1016 => 0.19767381338537
1017 => 0.2038850729032
1018 => 0.20230969657628
1019 => 0.20815141617442
1020 => 0.19591792594797
1021 => 0.19998140067876
1022 => 0.20081887718904
1023 => 0.19120024916277
1024 => 0.18462954298519
1025 => 0.18419135179468
1026 => 0.17279865278184
1027 => 0.17888454063584
1028 => 0.18423987009622
1029 => 0.18167508287505
1030 => 0.18086314786167
1031 => 0.18501114775782
1101 => 0.18533348287497
1102 => 0.17798420804446
1103 => 0.17951235500299
1104 => 0.18588498185334
1105 => 0.17935178115683
1106 => 0.16665883939579
1107 => 0.16351081434541
1108 => 0.16309080977407
1109 => 0.1545531161644
1110 => 0.16372118043214
1111 => 0.15971907469043
1112 => 0.17236167877591
1113 => 0.16514029112593
1114 => 0.16482899153754
1115 => 0.16435841655197
1116 => 0.15700967097445
1117 => 0.15861857921879
1118 => 0.16396683526659
1119 => 0.16587515327686
1120 => 0.165676100074
1121 => 0.16394062589422
1122 => 0.16473511708666
1123 => 0.16217578413674
1124 => 0.16127203040422
1125 => 0.15841953502732
1126 => 0.15422715484523
1127 => 0.15481013102291
1128 => 0.14650392888626
1129 => 0.1419782691187
1130 => 0.14072562614228
1201 => 0.13905053960265
1202 => 0.14091483162417
1203 => 0.14648039845923
1204 => 0.13976714405527
1205 => 0.12825774025972
1206 => 0.12894947503891
1207 => 0.13050359770983
1208 => 0.12760750039412
1209 => 0.12486658733582
1210 => 0.1272495888627
1211 => 0.12237290274874
1212 => 0.13109292192806
1213 => 0.13085706984683
1214 => 0.13410735375451
1215 => 0.13613982298452
1216 => 0.13145563942907
1217 => 0.13027757993225
1218 => 0.13094865616146
1219 => 0.11985726093346
1220 => 0.13320095013659
1221 => 0.13331634691492
1222 => 0.13232824963938
1223 => 0.13943335219987
1224 => 0.15442733473955
1225 => 0.14878599537657
1226 => 0.14660149826484
1227 => 0.14244876765858
1228 => 0.14798203462667
1229 => 0.14755716605594
1230 => 0.14563574925244
1231 => 0.1444736703745
]
'min_raw' => 0.10852591492952
'max_raw' => 0.27846507087166
'avg_raw' => 0.19349549290059
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.108525'
'max' => '$0.278465'
'avg' => '$0.193495'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.066736468153677
'max_diff' => 0.16185955542064
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0034065044598525
]
1 => [
'year' => 2028
'avg' => 0.0058465505684175
]
2 => [
'year' => 2029
'avg' => 0.0159717224147
]
3 => [
'year' => 2030
'avg' => 0.012322160057138
]
4 => [
'year' => 2031
'avg' => 0.012101888244594
]
5 => [
'year' => 2032
'avg' => 0.021218418697171
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0034065044598525
'min' => '$0.0034065'
'max_raw' => 0.021218418697171
'max' => '$0.021218'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.021218418697171
]
1 => [
'year' => 2033
'avg' => 0.054575954753388
]
2 => [
'year' => 2034
'avg' => 0.034592862920354
]
3 => [
'year' => 2035
'avg' => 0.040802361143505
]
4 => [
'year' => 2036
'avg' => 0.07919748111343
]
5 => [
'year' => 2037
'avg' => 0.19349549290059
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.021218418697171
'min' => '$0.021218'
'max_raw' => 0.19349549290059
'max' => '$0.193495'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.19349549290059
]
]
]
]
'prediction_2025_max_price' => '$0.005824'
'last_price' => 0.00564759
'sma_50day_nextmonth' => '$0.005339'
'sma_200day_nextmonth' => '$0.006566'
'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' => '$0.005662'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.005645'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.005587'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.005563'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.005899'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.006324'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.007059'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.005635'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.005628'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.005611'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.00566'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.005902'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.006316'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.007413'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.006525'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.008598'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.015815'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.045642'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.005674'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.005748'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.005988'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.006595'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.009621'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.021463'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.0526078'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '48.09'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 70.41
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.005551'
'vwma_10_action' => 'BUY'
'hma_9' => '0.005639'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 55.79
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 61.56
'cci_20_action' => 'NEUTRAL'
'adx_14' => 21.85
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000142'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -44.21
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 53.89
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000216'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 22
'buy_signals' => 12
'sell_pct' => 64.71
'buy_pct' => 35.29
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767705326
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Changer pour 2026
La prévision du prix de Changer pour 2026 suggère que le prix moyen pourrait varier entre $0.001951 à la baisse et $0.005824 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Changer pourrait potentiellement gagner 3.13% d'ici 2026 si CNG atteint l'objectif de prix prévu.
Prévision du prix de Changer de 2027 à 2032
La prévision du prix de CNG pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.0034065 à la baisse et $0.021218 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Changer atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Changer | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.001878 | $0.0034065 | $0.004934 |
| 2028 | $0.003389 | $0.005846 | $0.0083031 |
| 2029 | $0.007446 | $0.015971 | $0.024496 |
| 2030 | $0.006333 | $0.012322 | $0.018311 |
| 2031 | $0.007487 | $0.0121018 | $0.016715 |
| 2032 | $0.011429 | $0.021218 | $0.0310072 |
Prévision du prix de Changer de 2032 à 2037
La prévision du prix de Changer pour 2032-2037 est actuellement estimée entre $0.021218 à la baisse et $0.193495 à la hausse. Par rapport au prix actuel, Changer pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Changer | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.011429 | $0.021218 | $0.0310072 |
| 2033 | $0.026559 | $0.054575 | $0.082592 |
| 2034 | $0.021352 | $0.034592 | $0.047832 |
| 2035 | $0.025245 | $0.0408023 | $0.056359 |
| 2036 | $0.041789 | $0.079197 | $0.1166055 |
| 2037 | $0.108525 | $0.193495 | $0.278465 |
Changer Histogramme des prix potentiels
Prévision du prix de Changer basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Changer est Baissier, avec 12 indicateurs techniques montrant des signaux haussiers et 22 indiquant des signaux baissiers. La prévision du prix de CNG a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Changer et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Changer devrait augmenter au cours du prochain mois, atteignant $0.006566 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Changer devrait atteindre $0.005339 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 48.09, ce qui suggère que le marché de CNG est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de CNG 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 | $0.005662 | SELL |
| SMA 5 | $0.005645 | BUY |
| SMA 10 | $0.005587 | BUY |
| SMA 21 | $0.005563 | BUY |
| SMA 50 | $0.005899 | SELL |
| SMA 100 | $0.006324 | SELL |
| SMA 200 | $0.007059 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.005635 | BUY |
| EMA 5 | $0.005628 | BUY |
| EMA 10 | $0.005611 | BUY |
| EMA 21 | $0.00566 | SELL |
| EMA 50 | $0.005902 | SELL |
| EMA 100 | $0.006316 | SELL |
| EMA 200 | $0.007413 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.006525 | SELL |
| SMA 50 | $0.008598 | SELL |
| SMA 100 | $0.015815 | SELL |
| SMA 200 | $0.045642 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.006595 | SELL |
| EMA 50 | $0.009621 | SELL |
| EMA 100 | $0.021463 | SELL |
| EMA 200 | $0.0526078 | SELL |
Oscillateurs de Changer
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) | 48.09 | NEUTRAL |
| Stoch RSI (14) | 70.41 | NEUTRAL |
| Stochastique Rapide (14) | 55.79 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | 61.56 | NEUTRAL |
| Indice Directionnel Moyen (14) | 21.85 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.000142 | SELL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -44.21 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 53.89 | NEUTRAL |
| VWMA (10) | 0.005551 | BUY |
| Moyenne Mobile de Hull (9) | 0.005639 | SELL |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000216 | SELL |
Prévision du cours de Changer basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Changer
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 Changer par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.007935 | $0.011151 | $0.015669 | $0.022017 | $0.030938 | $0.043474 |
| Action Amazon.com | $0.011784 | $0.024588 | $0.0513044 | $0.107049 | $0.223365 | $0.466066 |
| Action Apple | $0.00801 | $0.011362 | $0.016116 | $0.02286 | $0.032425 | $0.045993 |
| Action Netflix | $0.008911 | $0.01406 | $0.022184 | $0.035004 | $0.05523 | $0.087145 |
| Action Google | $0.007313 | $0.009471 | $0.012265 | $0.015883 | $0.020568 | $0.026636 |
| Action Tesla | $0.0128026 | $0.029022 | $0.065792 | $0.149145 | $0.3381024 | $0.766452 |
| Action Kodak | $0.004235 | $0.003175 | $0.002381 | $0.001785 | $0.001339 | $0.0010042 |
| Action Nokia | $0.003741 | $0.002478 | $0.001641 | $0.001087 | $0.00072 | $0.000477 |
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 Changer
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Changer maintenant ?", "Devrais-je acheter CNG aujourd'hui ?", " Changer sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Changer avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Changer 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 Changer afin de prendre une décision responsable concernant cet investissement.
Le cours de Changer est de $0.005647 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 Changer basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Changer présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.005794 | $0.005945 | $0.006099 | $0.006258 |
| Si Changer présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.005941 | $0.00625 | $0.006574 | $0.006916 |
| Si Changer présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.006381 | $0.00721 | $0.008148 | $0.0092071 |
| Si Changer présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.007115 | $0.008965 | $0.011295 | $0.014231 |
| Si Changer présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.008583 | $0.013045 | $0.019827 | $0.030135 |
| Si Changer présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.012987 | $0.029866 | $0.068683 | $0.157949 |
| Si Changer présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.020327 | $0.073165 | $0.263344 | $0.947863 |
Boîte à questions
Est-ce que CNG est un bon investissement ?
La décision d'acquérir Changer dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Changer a connu une baisse de -0.4816% au cours des 24 heures précédentes, et Changer a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Changer dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Changer peut monter ?
Il semble que la valeur moyenne de Changer pourrait potentiellement s'envoler jusqu'à $0.005824 pour la fin de cette année. En regardant les perspectives de Changer sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.018311. 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 Changer la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Changer, le prix de Changer va augmenter de 0.86% durant la prochaine semaine et atteindre $0.005695 d'ici 13 janvier 2026.
Quel sera le prix de Changer le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Changer, le prix de Changer va diminuer de -11.62% durant le prochain mois et atteindre $0.004991 d'ici 5 février 2026.
Jusqu'où le prix de Changer peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Changer en 2026, CNG devrait fluctuer dans la fourchette de $0.001951 et $0.005824. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Changer ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Changer dans 5 ans ?
L'avenir de Changer semble suivre une tendance haussière, avec un prix maximum de $0.018311 prévue après une période de cinq ans. Selon la prévision de Changer pour 2030, la valeur de Changer pourrait potentiellement atteindre son point le plus élevé d'environ $0.018311, tandis que son point le plus bas devrait être autour de $0.006333.
Combien vaudra Changer en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Changer, il est attendu que la valeur de CNG en 2026 augmente de 3.13% jusqu'à $0.005824 si le meilleur scénario se produit. Le prix sera entre $0.005824 et $0.001951 durant 2026.
Combien vaudra Changer en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Changer, le valeur de CNG pourrait diminuer de -12.62% jusqu'à $0.004934 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.004934 et $0.001878 tout au long de l'année.
Combien vaudra Changer en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Changer suggère que la valeur de CNG en 2028 pourrait augmenter de 47.02%, atteignant $0.0083031 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.0083031 et $0.003389 durant l'année.
Combien vaudra Changer en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Changer pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.024496 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.024496 et $0.007446.
Combien vaudra Changer en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Changer, il est prévu que la valeur de CNG en 2030 augmente de 224.23%, atteignant $0.018311 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.018311 et $0.006333 au cours de 2030.
Combien vaudra Changer en 2031 ?
Notre simulation expérimentale indique que le prix de Changer pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.016715 dans des conditions idéales. Il est probable que le prix fluctue entre $0.016715 et $0.007487 durant l'année.
Combien vaudra Changer en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Changer, CNG pourrait connaître une 449.04% hausse en valeur, atteignant $0.0310072 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.0310072 et $0.011429 tout au long de l'année.
Combien vaudra Changer en 2033 ?
Selon notre prédiction expérimentale de prix de Changer, la valeur de CNG est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.082592. Tout au long de l'année, le prix de CNG pourrait osciller entre $0.082592 et $0.026559.
Combien vaudra Changer en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Changer suggèrent que CNG pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.047832 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.047832 et $0.021352.
Combien vaudra Changer en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Changer, CNG pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.056359 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.056359 et $0.025245.
Combien vaudra Changer en 2036 ?
Notre récente simulation de prédiction de prix de Changer suggère que la valeur de CNG pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.1166055 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.1166055 et $0.041789.
Combien vaudra Changer en 2037 ?
Selon la simulation expérimentale, la valeur de Changer pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.278465 sous des conditions favorables. Il est prévu que le prix chute entre $0.278465 et $0.108525 au cours de l'année.
Prévisions liées
Prévision du cours de RIKU
Prévision du cours de Glitch Protocol
Prévision du cours de Position
Prévision du cours de Primate
Prévision du cours de PlotX
Prévision du cours de Nyxia AI
Prévision du cours de Spartan Protocol Token
Prévision du cours de Playermon
Prévision du cours de Solrise Finance
Prévision du cours de AllianceBlock
Prévision du cours de Metaverse Face
Prévision du cours de Furucombo
Prévision du cours de Coinzix Token
Prévision du cours de Tranche Finance
Prévision du cours de Natus Vincere Fan Token
Prévision du cours de Arcona
Prévision du cours de UnFederalReserve
Prévision du cours de Coin
Prévision du cours de Chronicle
Prévision du cours de Bankless BED Index
Prévision du cours de Ties.DB
Prévision du cours de Ryo Currency
Prévision du cours de NUSA
Prévision du cours de Synthswap
Prévision du cours de pTokens BTC
Comment lire et prédire les mouvements de prix de Changer ?
Les traders de Changer 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 Changer
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Changer. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de CNG 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 CNG 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 CNG.
Comment lire les graphiques de Changer 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 Changer 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 CNG 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 Changer ?
L'action du prix de Changer 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 CNG. La capitalisation boursière de Changer peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de CNG, de grands détenteurs de Changer, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Changer.
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


