Prédiction du prix de ARC jusqu'à $0.001169 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000391 | $0.001169 |
| 2027 | $0.000377 | $0.000991 |
| 2028 | $0.00068 | $0.001667 |
| 2029 | $0.001495 | $0.00492 |
| 2030 | $0.001272 | $0.003677 |
| 2031 | $0.0015039 | $0.003357 |
| 2032 | $0.002295 | $0.006227 |
| 2033 | $0.005334 | $0.016588 |
| 2034 | $0.004288 | $0.0096074 |
| 2035 | $0.00507 | $0.011319 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur ARC aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,961.25, soit un rendement de 39.61% sur les 90 prochains jours.
$
≈ $3,961.25
(39.61% ROI)
Prévision du prix à long terme de ARC pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'ARC'
'name_with_ticker' => 'ARC <small>ARC</small>'
'name_lang' => 'ARC'
'name_lang_with_ticker' => 'ARC <small>ARC</small>'
'name_with_lang' => 'ARC'
'name_with_lang_with_ticker' => 'ARC <small>ARC</small>'
'image' => '/uploads/coins/arc.png?1754785481'
'price_for_sd' => 0.001134
'ticker' => 'ARC'
'marketcap' => '$1.17M'
'low24h' => '$0.001078'
'high24h' => '$0.001176'
'volume24h' => '$165.95K'
'current_supply' => '1.03B'
'max_supply' => '1.03B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.001134'
'change_24h_pct' => '5.2019%'
'ath_price' => '$0.1473'
'ath_days' => 671
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '6 mars 2024'
'ath_pct' => '-99.23%'
'fdv' => '$1.17M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.05593'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.001144'
'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' => '$0.00100255'
'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' => '$0.000391'
'current_year_max_price_prediction' => '$0.001169'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.001272'
'grand_prediction_max_price' => '$0.003677'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0011558351463372
107 => 0.0011601506152054
108 => 0.0011698735869189
109 => 0.0010867918581759
110 => 0.0011240931152301
111 => 0.0011460041090943
112 => 0.001047009441687
113 => 0.0011440473028118
114 => 0.0010853455901187
115 => 0.0010654213471605
116 => 0.0010922467154843
117 => 0.0010817928433599
118 => 0.0010728052179794
119 => 0.0010677899685901
120 => 0.0010874875584792
121 => 0.0010865686423672
122 => 0.0010543395621711
123 => 0.0010122980408807
124 => 0.0010264085553917
125 => 0.001021282073183
126 => 0.0010027030403297
127 => 0.0010152230652319
128 => 0.00096009121180222
129 => 0.0008652397234809
130 => 0.00092790152204563
131 => 0.00092548911096381
201 => 0.00092427266390222
202 => 0.0009713612736787
203 => 0.00096683479036776
204 => 0.00095861917883494
205 => 0.0010025521541811
206 => 0.00098651602719786
207 => 0.0010359355919736
208 => 0.0010684865135919
209 => 0.0010602305469575
210 => 0.0010908448460718
211 => 0.0010267336331468
212 => 0.001048028806385
213 => 0.0010524177120756
214 => 0.0010020100280849
215 => 0.0009675753790174
216 => 0.00096527898050833
217 => 0.00090557404441225
218 => 0.00093746793935337
219 => 0.00096553324704251
220 => 0.00095209214261527
221 => 0.00094783709049518
222 => 0.00096957522896852
223 => 0.00097126446850246
224 => 0.00093274962811096
225 => 0.00094075808303473
226 => 0.00097415467136168
227 => 0.00093991657469571
228 => 0.00087339754563506
301 => 0.00085689990673049
302 => 0.00085469881758881
303 => 0.00080995591243537
304 => 0.00085800235784862
305 => 0.00083702879686106
306 => 0.00090328402471894
307 => 0.00086543939390043
308 => 0.00086380798750495
309 => 0.00086134187746289
310 => 0.0008228298106912
311 => 0.00083126150574468
312 => 0.00085928974428585
313 => 0.00086929053555804
314 => 0.00086824737109428
315 => 0.00085915239062624
316 => 0.00086331602611068
317 => 0.00084990350550855
318 => 0.00084516726532646
319 => 0.00083021838850629
320 => 0.00080824766931328
321 => 0.00081130283257132
322 => 0.00076777308889855
323 => 0.00074405577424727
324 => 0.00073749113414098
325 => 0.00072871262303566
326 => 0.00073848269032906
327 => 0.00076764977460395
328 => 0.00073246808282631
329 => 0.00067215153998228
330 => 0.0006757766669816
331 => 0.00068392125103919
401 => 0.00066874387252968
402 => 0.00065437975751126
403 => 0.00066686819012229
404 => 0.00064131127578034
405 => 0.00068700968203781
406 => 0.00068577366821685
407 => 0.00070280720809915
408 => 0.00071345863015098
409 => 0.00068891055076036
410 => 0.00068273677517868
411 => 0.00068625363833246
412 => 0.00062812772430997
413 => 0.00069805708084446
414 => 0.00069866183282365
415 => 0.00069348357922225
416 => 0.0007307188027502
417 => 0.00080929673835163
418 => 0.00077973255818824
419 => 0.0007682844140469
420 => 0.00074652148366566
421 => 0.00077551929624371
422 => 0.00077329271667406
423 => 0.00076322327945488
424 => 0.00075713325240616
425 => 0.00076835431397385
426 => 0.00075574283869993
427 => 0.00075347747120057
428 => 0.0007397518088986
429 => 0.00073485237193464
430 => 0.00073122502385873
501 => 0.00072723167004302
502 => 0.00073604001347872
503 => 0.00071607914841934
504 => 0.00069200830194545
505 => 0.00069000707151132
506 => 0.00069553264468995
507 => 0.00069308798988895
508 => 0.00068999536744466
509 => 0.0006840907089729
510 => 0.0006823389229374
511 => 0.00068803137770702
512 => 0.00068160492816285
513 => 0.0006910875045321
514 => 0.00068850876845454
515 => 0.0006741041583498
516 => 0.00065615068088959
517 => 0.0006559908572815
518 => 0.0006521228100123
519 => 0.00064719627025017
520 => 0.00064582581959231
521 => 0.00066581644916086
522 => 0.00070719645409857
523 => 0.0006990725689897
524 => 0.00070494290855009
525 => 0.0007338191690986
526 => 0.00074299806398753
527 => 0.00073648310180941
528 => 0.00072756501975464
529 => 0.00072795737010502
530 => 0.0007584331561732
531 => 0.00076033389356791
601 => 0.00076513644376323
602 => 0.00077130907796473
603 => 0.00073753432810515
604 => 0.00072636658242394
605 => 0.00072107468495724
606 => 0.00070477768898187
607 => 0.00072235260194247
608 => 0.00071211245279314
609 => 0.00071349419876669
610 => 0.00071259433488874
611 => 0.00071308572141463
612 => 0.00068699690840193
613 => 0.00069650230067611
614 => 0.00068069774241913
615 => 0.00065953721305795
616 => 0.00065946627554369
617 => 0.00066464528512674
618 => 0.00066156460757208
619 => 0.00065327458348395
620 => 0.00065445214227786
621 => 0.00064413548815762
622 => 0.0006557047708771
623 => 0.00065603653650862
624 => 0.00065158173247853
625 => 0.00066940580876125
626 => 0.00067670834735735
627 => 0.00067377609991359
628 => 0.00067650261305992
629 => 0.00069941015309311
630 => 0.00070314508164457
701 => 0.00070480389019159
702 => 0.0007025813064886
703 => 0.00067692132083976
704 => 0.00067805945031797
705 => 0.00066970861136764
706 => 0.00066265303244434
707 => 0.00066293521859963
708 => 0.00066656270332727
709 => 0.00068240414188201
710 => 0.00071574151541667
711 => 0.00071700664437301
712 => 0.00071854001757451
713 => 0.0007123030181524
714 => 0.00071042187944664
715 => 0.00071290358696263
716 => 0.00072542335166642
717 => 0.00075762758556753
718 => 0.00074624445845841
719 => 0.00073698979892977
720 => 0.00074510863037468
721 => 0.00074385879991124
722 => 0.00073330897301489
723 => 0.0007330128745112
724 => 0.00071276438371341
725 => 0.0007052789777013
726 => 0.00069902361216465
727 => 0.00069219291629908
728 => 0.00068814345082297
729 => 0.00069436527024342
730 => 0.00069578827395928
731 => 0.00068218415705767
801 => 0.00068032996619292
802 => 0.00069143938172003
803 => 0.00068655054214731
804 => 0.00069157883488524
805 => 0.00069274544193234
806 => 0.00069255759132852
807 => 0.00068745308133494
808 => 0.00069070654378617
809 => 0.00068301113518519
810 => 0.00067464353414462
811 => 0.0006693055260007
812 => 0.0006646474059111
813 => 0.00066723200166834
814 => 0.00065801838972232
815 => 0.00065507076982742
816 => 0.00068960434391292
817 => 0.00071511466638836
818 => 0.00071474373619637
819 => 0.00071248579404813
820 => 0.00070913095002269
821 => 0.00072517792392992
822 => 0.00071958747909002
823 => 0.00072365499480835
824 => 0.00072469034827176
825 => 0.00072782405137699
826 => 0.00072894408088623
827 => 0.0007255585737988
828 => 0.00071419639850852
829 => 0.00068588293796836
830 => 0.00067270294565619
831 => 0.00066835332866303
901 => 0.00066851142897964
902 => 0.00066415031645685
903 => 0.00066543485954616
904 => 0.00066370360479224
905 => 0.0006604250271238
906 => 0.0006670295587361
907 => 0.00066779066947895
908 => 0.00066624909288237
909 => 0.00066661218997675
910 => 0.00065384859417299
911 => 0.00065481898264088
912 => 0.00064941573634068
913 => 0.0006484026927965
914 => 0.00063474375666408
915 => 0.00061054497141104
916 => 0.00062395344747414
917 => 0.00060775789390696
918 => 0.00060162439236839
919 => 0.0006306594346968
920 => 0.00062774512175375
921 => 0.00062275708481661
922 => 0.00061537873858861
923 => 0.00061264203820071
924 => 0.00059601471297787
925 => 0.00059503228190037
926 => 0.00060327323325636
927 => 0.00059947031775939
928 => 0.00059412958412493
929 => 0.00057478598828238
930 => 0.00055303738211087
1001 => 0.00055369383582432
1002 => 0.00056061166280028
1003 => 0.00058072617772893
1004 => 0.00057286708876167
1005 => 0.00056716522954326
1006 => 0.00056609744270891
1007 => 0.00057946303050394
1008 => 0.00059837813741113
1009 => 0.00060725268237032
1010 => 0.0005984582778397
1011 => 0.00058835573943929
1012 => 0.00058897063414107
1013 => 0.00059306125311432
1014 => 0.00059349111933017
1015 => 0.00058691540538923
1016 => 0.00058876643034614
1017 => 0.00058595455417532
1018 => 0.00056869807530535
1019 => 0.00056838596032348
1020 => 0.00056415094211048
1021 => 0.00056402270744209
1022 => 0.00055681788498697
1023 => 0.00055580988052092
1024 => 0.00054150426823481
1025 => 0.00055092026556291
1026 => 0.00054460450891727
1027 => 0.00053508517391591
1028 => 0.00053344403697362
1029 => 0.0005333947024154
1030 => 0.00054316893097744
1031 => 0.00055080604801133
1101 => 0.00054471437420813
1102 => 0.00054332741816528
1103 => 0.00055813648013004
1104 => 0.00055625189200743
1105 => 0.00055461985084754
1106 => 0.0005966844970503
1107 => 0.00056338704723554
1108 => 0.00054886745856431
1109 => 0.00053089671038856
1110 => 0.00053674807661096
1111 => 0.00053798104544848
1112 => 0.00049476463555663
1113 => 0.00047723174344577
1114 => 0.00047121511558642
1115 => 0.00046775246119074
1116 => 0.00046933043628013
1117 => 0.00045354877697722
1118 => 0.00046415431303333
1119 => 0.00045048873006746
1120 => 0.00044819765061158
1121 => 0.00047263340579543
1122 => 0.00047603349837765
1123 => 0.00046152764709593
1124 => 0.00047084275190279
1125 => 0.00046746496541018
1126 => 0.00045072298726481
1127 => 0.00045008356684531
1128 => 0.00044168303072096
1129 => 0.00042853781835066
1130 => 0.0004225301035643
1201 => 0.00041940123354219
1202 => 0.00042069226629377
1203 => 0.00042003948062832
1204 => 0.00041577961259999
1205 => 0.00042028365127728
1206 => 0.00040877769365408
1207 => 0.00040419592861872
1208 => 0.00040212645164839
1209 => 0.00039191425199958
1210 => 0.00040816640302662
1211 => 0.00041136828151816
1212 => 0.00041457646869942
1213 => 0.00044250154778996
1214 => 0.00044110648975405
1215 => 0.00045371713497785
1216 => 0.00045322710849394
1217 => 0.00044963034819721
1218 => 0.00043445620814363
1219 => 0.00044050434991595
1220 => 0.00042188910963068
1221 => 0.0004358369133657
1222 => 0.00042947171821525
1223 => 0.00043368483448252
1224 => 0.00042610927155258
1225 => 0.00043030190086534
1226 => 0.00041212756569036
1227 => 0.00039515662722376
1228 => 0.0004019862282753
1229 => 0.00040941078567794
1230 => 0.0004255091178689
1231 => 0.00041592108402432
]
'min_raw' => 0.00039191425199958
'max_raw' => 0.0011698735869189
'avg_raw' => 0.00078089391945926
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000391'
'max' => '$0.001169'
'avg' => '$0.00078'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00074242574800042
'max_diff' => 3.5533586918929E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00041936930355853
102 => 0.0004078183453439
103 => 0.00038398541917903
104 => 0.00038412031095288
105 => 0.00038045413449093
106 => 0.00037728602275728
107 => 0.00041702238504971
108 => 0.00041208054025972
109 => 0.00040420635735952
110 => 0.00041474626407903
111 => 0.00041753318270647
112 => 0.00041761252236185
113 => 0.00042530216623003
114 => 0.00042940613054093
115 => 0.00043012947203832
116 => 0.00044222929281066
117 => 0.00044628499313305
118 => 0.00046298984877679
119 => 0.00042905793784195
120 => 0.00042835913246576
121 => 0.00041489458218122
122 => 0.00040635515152464
123 => 0.00041547928430408
124 => 0.00042356202037833
125 => 0.00041514573532159
126 => 0.00041624472447252
127 => 0.0004049465494196
128 => 0.00040898511537247
129 => 0.00041246367242467
130 => 0.00041054301768058
131 => 0.00040766770456794
201 => 0.00042289932819454
202 => 0.00042203990029632
203 => 0.00043622393839093
204 => 0.00044728141039597
205 => 0.00046709837698856
206 => 0.00044641833926736
207 => 0.00044566467649709
208 => 0.00045303185096775
209 => 0.00044628386525702
210 => 0.00045054835929365
211 => 0.00046641130107044
212 => 0.00046674646003368
213 => 0.00046113211557136
214 => 0.0004607904822006
215 => 0.00046186877846878
216 => 0.00046818439339153
217 => 0.00046597752347828
218 => 0.000468531369213
219 => 0.00047172499241015
220 => 0.00048493517202173
221 => 0.00048812010160323
222 => 0.00048038237391685
223 => 0.00048108100409126
224 => 0.00047818688153118
225 => 0.00047539119540139
226 => 0.00048167548954399
227 => 0.00049316016060769
228 => 0.00049308871506506
301 => 0.00049575293552174
302 => 0.00049741272279465
303 => 0.00049028770078076
304 => 0.00048564957344404
305 => 0.00048742812659665
306 => 0.00049027207181952
307 => 0.0004865058734906
308 => 0.00046325915273177
309 => 0.00047031072280373
310 => 0.0004691369967396
311 => 0.00046746546809431
312 => 0.00047455587632984
313 => 0.00047387198915835
314 => 0.00045338691325063
315 => 0.00045469830134658
316 => 0.0004534666631042
317 => 0.0004574463382348
318 => 0.00044606894973979
319 => 0.00044956855781297
320 => 0.00045176347918969
321 => 0.00045305630474275
322 => 0.0004577268771392
323 => 0.00045717883937602
324 => 0.00045769281034236
325 => 0.0004646180362209
326 => 0.00049964345226401
327 => 0.00050154980838001
328 => 0.00049216221364783
329 => 0.00049591237258122
330 => 0.00048871288749871
331 => 0.00049354595006696
401 => 0.00049685260872967
402 => 0.00048191045406677
403 => 0.00048102567664141
404 => 0.00047379647672297
405 => 0.00047768103927633
406 => 0.000471500420944
407 => 0.00047301692849391
408 => 0.00046877664117763
409 => 0.00047640831411414
410 => 0.00048494171029924
411 => 0.00048709758316962
412 => 0.00048142640980927
413 => 0.00047732010654784
414 => 0.00047011079072116
415 => 0.00048210004361102
416 => 0.00048560606652187
417 => 0.00048208162796522
418 => 0.00048126493854115
419 => 0.00047971731355824
420 => 0.00048159327449736
421 => 0.00048558697196814
422 => 0.00048370361799294
423 => 0.00048494760647399
424 => 0.00048020680517957
425 => 0.00049029005945952
426 => 0.00050630469392336
427 => 0.00050635618359182
428 => 0.00050447281946463
429 => 0.00050370218744143
430 => 0.00050563463332802
501 => 0.00050668290594841
502 => 0.00051293208159565
503 => 0.00051963769604329
504 => 0.00055092987278162
505 => 0.00054214315477116
506 => 0.00056990743555333
507 => 0.00059186537691137
508 => 0.00059844960342025
509 => 0.00059239242484388
510 => 0.00057167114413649
511 => 0.00057065445924889
512 => 0.00060162080092479
513 => 0.00059287139105305
514 => 0.0005918306765892
515 => 0.00058075923300865
516 => 0.00058730382738972
517 => 0.00058587242859517
518 => 0.00058361289557155
519 => 0.00059609952575024
520 => 0.00061947338275557
521 => 0.00061583034794265
522 => 0.00061311099145032
523 => 0.00060119556289372
524 => 0.00060837131229211
525 => 0.00060581616537377
526 => 0.00061679469807126
527 => 0.00061029125850554
528 => 0.00059280510566799
529 => 0.00059558983314248
530 => 0.00059516892718681
531 => 0.0006038311419289
601 => 0.00060123096007271
602 => 0.00059466119994796
603 => 0.00061939349345339
604 => 0.00061778751588139
605 => 0.0006200644249009
606 => 0.00062106679066704
607 => 0.0006361209018919
608 => 0.00064228808958289
609 => 0.00064368814916057
610 => 0.0006495465004796
611 => 0.00064354238804291
612 => 0.00066756311864927
613 => 0.00068353550285401
614 => 0.00070208824903919
615 => 0.0007291987977238
616 => 0.00073939261481581
617 => 0.00073755119299945
618 => 0.00075810610160371
619 => 0.0007950428154556
620 => 0.00074501715892999
621 => 0.00079769429672324
622 => 0.0007810173230847
623 => 0.00074147651859366
624 => 0.0007389305569399
625 => 0.00076570804881941
626 => 0.00082509794857009
627 => 0.00081022145227721
628 => 0.00082512228118866
629 => 0.00080773967275933
630 => 0.00080687647973868
701 => 0.00082427804669596
702 => 0.00086493775640168
703 => 0.00084562185242692
704 => 0.00081792776762514
705 => 0.00083837664887509
706 => 0.00082066193548176
707 => 0.00078074572817051
708 => 0.00081021007650086
709 => 0.00079050810586868
710 => 0.00079625818831352
711 => 0.0008376688001354
712 => 0.0008326861657621
713 => 0.00083913415602067
714 => 0.00082775362198759
715 => 0.00081712240865519
716 => 0.000797278459486
717 => 0.00079140364443188
718 => 0.00079302723195914
719 => 0.00079140283986253
720 => 0.00078030033267768
721 => 0.00077790274730819
722 => 0.00077390666665175
723 => 0.00077514521914199
724 => 0.00076763141841325
725 => 0.00078181151281883
726 => 0.00078444346329507
727 => 0.00079476255348171
728 => 0.00079583391565716
729 => 0.0008245724349439
730 => 0.00080874374145196
731 => 0.00081936299563
801 => 0.00081841310958402
802 => 0.00074233348772518
803 => 0.00075281658836115
804 => 0.0007691250031725
805 => 0.00076177808440552
806 => 0.00075139126018323
807 => 0.00074300334271746
808 => 0.00073029479004822
809 => 0.00074818183388404
810 => 0.0007717013944531
811 => 0.00079643041052637
812 => 0.00082614070302909
813 => 0.00081950971160841
814 => 0.00079587499727408
815 => 0.00079693523329395
816 => 0.00080348919518128
817 => 0.00079500121904696
818 => 0.00079249794917997
819 => 0.00080314528434188
820 => 0.00080321860668747
821 => 0.00079345216433875
822 => 0.00078259855090823
823 => 0.00078255307387166
824 => 0.00078062177819517
825 => 0.00080808324596978
826 => 0.00082318427657826
827 => 0.00082491558540099
828 => 0.00082306774570014
829 => 0.00082377890586286
830 => 0.00081499194888029
831 => 0.0008350763268513
901 => 0.00085350773821661
902 => 0.00084856772624104
903 => 0.00084116194602557
904 => 0.00083526288537325
905 => 0.00084717809502619
906 => 0.00084664752949663
907 => 0.00085334675591755
908 => 0.00085304284031049
909 => 0.00085079014243578
910 => 0.00084856780669197
911 => 0.00085737911671473
912 => 0.00085484160093349
913 => 0.00085230014368935
914 => 0.0008472028621086
915 => 0.00084789566733231
916 => 0.00084049116582921
917 => 0.00083706550462694
918 => 0.00078555177945532
919 => 0.00077178562882994
920 => 0.00077611674005252
921 => 0.00077754265432425
922 => 0.00077155160793028
923 => 0.00078014122948568
924 => 0.00077880254606493
925 => 0.00078401058015146
926 => 0.00078075682656075
927 => 0.00078089036174307
928 => 0.00079045895727994
929 => 0.00079323676127201
930 => 0.00079182394774202
1001 => 0.00079281343391001
1002 => 0.00081561572501541
1003 => 0.00081237396839644
1004 => 0.00081065184980322
1005 => 0.00081112888842271
1006 => 0.00081695536268678
1007 => 0.00081858645736702
1008 => 0.00081167539459186
1009 => 0.000814934691749
1010 => 0.00082881236537771
1011 => 0.00083366876573946
1012 => 0.00084916806448974
1013 => 0.00084258368690256
1014 => 0.00085466959692902
1015 => 0.00089181756396003
1016 => 0.00092149393046819
1017 => 0.00089420231739957
1018 => 0.00094869918522933
1019 => 0.00099113281394619
1020 => 0.00098950414059913
1021 => 0.00098210485592483
1022 => 0.00093379529778707
1023 => 0.00088934012213378
1024 => 0.00092652876423422
1025 => 0.00092662356573085
1026 => 0.00092342902839345
1027 => 0.00090358803135123
1028 => 0.00092273860470423
1029 => 0.00092425870767233
1030 => 0.0009234078542382
1031 => 0.00090819580832561
1101 => 0.00088496982587311
1102 => 0.00088950812724918
1103 => 0.00089694195748203
1104 => 0.0008828681659918
1105 => 0.00087837073684958
1106 => 0.00088673231329588
1107 => 0.00091367505480949
1108 => 0.00090858168559501
1109 => 0.0009084486771409
1110 => 0.00093024027056511
1111 => 0.00091464219259358
1112 => 0.00088956536976319
1113 => 0.00088323314127586
1114 => 0.00086075799604606
1115 => 0.00087628165891
1116 => 0.00087684032790023
1117 => 0.00086833817639764
1118 => 0.00089025527249959
1119 => 0.00089005330260058
1120 => 0.00091086032342013
1121 => 0.00095063553246698
1122 => 0.00093887204593266
1123 => 0.00092519239095694
1124 => 0.00092667974874849
1125 => 0.00094299239260995
1126 => 0.00093312939574988
1127 => 0.00093667619818802
1128 => 0.00094298702409967
1129 => 0.00094679450206116
1130 => 0.00092613191126359
1201 => 0.00092131447294271
1202 => 0.00091145968482928
1203 => 0.00090888875455882
1204 => 0.00091691527385031
1205 => 0.00091480056959811
1206 => 0.00087679337393487
1207 => 0.00087282141051803
1208 => 0.00087294322496536
1209 => 0.00086295553409713
1210 => 0.00084772190820261
1211 => 0.00088775496750087
1212 => 0.00088453975257692
1213 => 0.00088099040413874
1214 => 0.00088142517907011
1215 => 0.00089880217326522
1216 => 0.00088872263907282
1217 => 0.00091552073272648
1218 => 0.00091001185029572
1219 => 0.00090436168581753
1220 => 0.00090358066097842
1221 => 0.0009014058297037
1222 => 0.00089394752404359
1223 => 0.00088494117178433
1224 => 0.00087899439790589
1225 => 0.00081082586860011
1226 => 0.00082347755112117
1227 => 0.0008380321586245
1228 => 0.00084305635081072
1229 => 0.00083446212241267
1230 => 0.00089428687656318
1231 => 0.00090521743563216
]
'min_raw' => 0.00037728602275728
'max_raw' => 0.00099113281394619
'avg_raw' => 0.00068420941835173
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000377'
'max' => '$0.000991'
'avg' => '$0.000684'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.4628229242302E-5
'max_diff' => -0.00017874077297274
'year' => 2027
]
2 => [
'items' => [
101 => 0.00087210805922951
102 => 0.00086591464675151
103 => 0.00089469291565415
104 => 0.00087733610150556
105 => 0.0008851518738539
106 => 0.0008682584490357
107 => 0.00090258458403657
108 => 0.00090232307639987
109 => 0.00088896943459361
110 => 0.00090025584120647
111 => 0.00089829455031266
112 => 0.00088321832160196
113 => 0.00090306252737769
114 => 0.00090307236985617
115 => 0.00089021977995085
116 => 0.00087521076873516
117 => 0.00087252751202681
118 => 0.00087050603854189
119 => 0.00088465471529519
120 => 0.00089734037463043
121 => 0.00092094524161166
122 => 0.00092688006600855
123 => 0.00095004408073323
124 => 0.00093625103780009
125 => 0.00094236531508254
126 => 0.00094900322798997
127 => 0.00095218568753896
128 => 0.00094700004048408
129 => 0.00098298329004036
130 => 0.00098602137880119
131 => 0.00098704002368333
201 => 0.00097490667439042
202 => 0.00098568392840828
203 => 0.00098064160815846
204 => 0.00099376032465158
205 => 0.00099581750690588
206 => 0.00099407514672287
207 => 0.0009947281288408
208 => 0.00096402277322472
209 => 0.00096243053855237
210 => 0.00094072030581509
211 => 0.00094956738612947
212 => 0.00093302819353332
213 => 0.00093827294187812
214 => 0.00094058477697471
215 => 0.00093937720551574
216 => 0.00095006758677639
217 => 0.00094097857880424
218 => 0.00091699119239446
219 => 0.00089299727063729
220 => 0.00089269604649466
221 => 0.00088637887042389
222 => 0.00088181270917324
223 => 0.00088269231382339
224 => 0.00088579215533915
225 => 0.00088163254074914
226 => 0.00088252020541973
227 => 0.00089726135343032
228 => 0.00090021758553478
229 => 0.00089017115376936
301 => 0.00084983328053803
302 => 0.00083993426526716
303 => 0.00084704948113786
304 => 0.00084364886623025
305 => 0.00068089047914215
306 => 0.00071912814795922
307 => 0.00069640862357665
308 => 0.0007068788256872
309 => 0.00068368807448491
310 => 0.00069475591649005
311 => 0.00069271209020458
312 => 0.00075419713012755
313 => 0.00075323712579906
314 => 0.00075369662906881
315 => 0.00073176334077426
316 => 0.00076670366458115
317 => 0.00078391652450183
318 => 0.00078073088223595
319 => 0.0007815326397623
320 => 0.00076775578910975
321 => 0.00075383001909783
322 => 0.00073838419699397
323 => 0.00076708062530163
324 => 0.00076389007233819
325 => 0.00077120805291161
326 => 0.00078981973793219
327 => 0.00079256037925039
328 => 0.00079624382897488
329 => 0.00079492357445446
330 => 0.00082637739344126
331 => 0.00082256812842298
401 => 0.0008317473611167
402 => 0.00081286498303566
403 => 0.00079149777990518
404 => 0.00079555898667379
405 => 0.00079516785980381
406 => 0.00079018836583445
407 => 0.00078569310132714
408 => 0.00077820975245538
409 => 0.00080188817561287
410 => 0.00080092687487456
411 => 0.00081648921643802
412 => 0.00081373842140216
413 => 0.00079536793891893
414 => 0.00079602404429469
415 => 0.00080043666826015
416 => 0.00081570881018706
417 => 0.00082024262171768
418 => 0.00081814237957555
419 => 0.00082311349694252
420 => 0.00082704246542058
421 => 0.0008236069148919
422 => 0.0008722470654432
423 => 0.00085204828375484
424 => 0.00086189302940753
425 => 0.00086424094323709
426 => 0.00085822681133398
427 => 0.00085953106119385
428 => 0.00086150664434473
429 => 0.00087350199837805
430 => 0.00090498127824513
501 => 0.00091892323701156
502 => 0.00096086830784448
503 => 0.00091776555141744
504 => 0.000915208012228
505 => 0.00092276358610479
506 => 0.00094738978302039
507 => 0.00096734700259942
508 => 0.0009739679636934
509 => 0.00097484303300212
510 => 0.00098726439616761
511 => 0.00099438408988935
512 => 0.00098575611596503
513 => 0.0009784448114507
514 => 0.00095225662619287
515 => 0.00095528797994452
516 => 0.00097617100124455
517 => 0.0010056694988347
518 => 0.0010309822785625
519 => 0.0010221186253413
520 => 0.0010897420426555
521 => 0.0010964466282654
522 => 0.0010955202713193
523 => 0.0011107943151146
524 => 0.0010804784486859
525 => 0.0010675178284453
526 => 0.00098002559847353
527 => 0.0010046073463339
528 => 0.0010403383604844
529 => 0.0010356092267772
530 => 0.0010096604092083
531 => 0.0010309625940575
601 => 0.0010239194255655
602 => 0.0010183641863545
603 => 0.0010438138141162
604 => 0.0010158309029791
605 => 0.00104005920954
606 => 0.0010089861557659
607 => 0.0010221591137626
608 => 0.0010146815056994
609 => 0.0010195204345374
610 => 0.00099123215542563
611 => 0.0010064958241752
612 => 0.00099059713662336
613 => 0.00099058959857539
614 => 0.0009902386341665
615 => 0.0010089433695657
616 => 0.0010095533303155
617 => 0.00099573050259424
618 => 0.00099373841716645
619 => 0.0010011042010872
620 => 0.00099248079721786
621 => 0.00099651563361328
622 => 0.00099260300830193
623 => 0.00099172219393185
624 => 0.00098470371517282
625 => 0.00098167996154634
626 => 0.00098286565325581
627 => 0.0009788182761854
628 => 0.00097637958510045
629 => 0.00098975351712874
630 => 0.0009826083647489
701 => 0.00098865842005062
702 => 0.00098176361845646
703 => 0.00095786323220907
704 => 0.00094411786733619
705 => 0.00089897225328184
706 => 0.0009117754934247
707 => 0.00092026405488532
708 => 0.00091745858537322
709 => 0.00092348581945779
710 => 0.00092385584267941
711 => 0.00092189632743814
712 => 0.0009196274598182
713 => 0.00091852310053706
714 => 0.00092675408983408
715 => 0.00093153245616337
716 => 0.00092111599559019
717 => 0.00091867556461967
718 => 0.0009292071813677
719 => 0.00093563146150008
720 => 0.00098306473650638
721 => 0.00097955072628645
722 => 0.00098837020234879
723 => 0.00098737726469006
724 => 0.00099662148065611
725 => 0.0010117318668634
726 => 0.00098100822677351
727 => 0.00098634078834958
728 => 0.00098503336739796
729 => 0.00099930744652359
730 => 0.00099935200864055
731 => 0.0009907939851616
801 => 0.00099543342852761
802 => 0.00099284381851718
803 => 0.00099752359381282
804 => 0.00097950379453758
805 => 0.0010014499649377
806 => 0.0010138920293746
807 => 0.0010140647874514
808 => 0.0010199622272481
809 => 0.0010259543676383
810 => 0.0010374557593118
811 => 0.0010256336000669
812 => 0.0010043666864493
813 => 0.0010059020889208
814 => 0.0009934333052481
815 => 0.00099364290775431
816 => 0.00099252403314933
817 => 0.00099588186006383
818 => 0.00098024064871832
819 => 0.0009839116097579
820 => 0.00097877224280537
821 => 0.00098632961636952
822 => 0.0009781991316931
823 => 0.00098503273691999
824 => 0.00098798189439831
825 => 0.00099886434898415
826 => 0.00097659178430251
827 => 0.00093117651719659
828 => 0.00094072335694914
829 => 0.00092660283106704
830 => 0.00092790973949806
831 => 0.00093054990252166
901 => 0.00092199227035458
902 => 0.00092362479689008
903 => 0.00092356647155432
904 => 0.00092306385532063
905 => 0.00092083768468254
906 => 0.00091760929682287
907 => 0.00093047020041041
908 => 0.00093265551854109
909 => 0.00093751321004195
910 => 0.00095196640494488
911 => 0.00095052218994427
912 => 0.00095287776453017
913 => 0.00094773555843514
914 => 0.0009281482716906
915 => 0.00092921195559811
916 => 0.00091594780022711
917 => 0.00093717401576722
918 => 0.00093214736775497
919 => 0.00092890665508119
920 => 0.00092802239660316
921 => 0.00094251141818069
922 => 0.00094684676052427
923 => 0.00094414526610975
924 => 0.00093860442225039
925 => 0.0009492444804638
926 => 0.00095209131117369
927 => 0.00095272861158256
928 => 0.00097158075470792
929 => 0.00095378223696208
930 => 0.00095806651708556
1001 => 0.00099149124760722
1002 => 0.00096117962932159
1003 => 0.00097723636955724
1004 => 0.00097645047567795
1005 => 0.00098466456065204
1006 => 0.0009757766809589
1007 => 0.00097588685687972
1008 => 0.0009831804078664
1009 => 0.00097293793090446
1010 => 0.00097040174956841
1011 => 0.00096689803321712
1012 => 0.00097454826968926
1013 => 0.00097913424046386
1014 => 0.0010160937968828
1015 => 0.00103997135589
1016 => 0.0010389347680809
1017 => 0.0010484072402449
1018 => 0.0010441398047771
1019 => 0.0010303591299591
1020 => 0.0010538810614992
1021 => 0.0010464377381605
1022 => 0.0010470513566929
1023 => 0.0010470285177805
1024 => 0.0010519776770941
1025 => 0.0010484707441366
1026 => 0.0010415582192981
1027 => 0.0010461470758799
1028 => 0.0010597743393817
1029 => 0.0011020737834266
1030 => 0.0011257451127072
1031 => 0.0011006487396813
1101 => 0.0011179598817407
1102 => 0.0011075793650956
1103 => 0.0011056929164276
1104 => 0.0011165655929243
1105 => 0.0011274573006019
1106 => 0.001126763545909
1107 => 0.0011188567254304
1108 => 0.0011143903631702
1109 => 0.0011482111545455
1110 => 0.0011731297375087
1111 => 0.0011714304572069
1112 => 0.0011789305278234
1113 => 0.001200950967122
1114 => 0.0012029642401223
1115 => 0.0012027106139989
1116 => 0.0011977205068042
1117 => 0.0012194024890091
1118 => 0.0012374899800225
1119 => 0.0011965654411667
1120 => 0.0012121489698215
1121 => 0.0012191449179045
1122 => 0.0012294170452947
1123 => 0.0012467478460104
1124 => 0.0012655736923555
1125 => 0.0012682358734436
1126 => 0.0012663469285645
1127 => 0.001253930776834
1128 => 0.0012745302425438
1129 => 0.0012865969264397
1130 => 0.0012937823605586
1201 => 0.0013120034259418
1202 => 0.0012191881224982
1203 => 0.0011534888375009
1204 => 0.0011432289454394
1205 => 0.0011640928393968
1206 => 0.0011695944818469
1207 => 0.0011673767766737
1208 => 0.0010934262582916
1209 => 0.0011428396112645
1210 => 0.0011960042242706
1211 => 0.0011980464935759
1212 => 0.0012246618104664
1213 => 0.0012333288486446
1214 => 0.0012547576672908
1215 => 0.00125341728885
1216 => 0.0012586348651834
1217 => 0.0012574354347402
1218 => 0.0012971278089121
1219 => 0.0013409143919984
1220 => 0.0013393982018589
1221 => 0.0013331033624809
1222 => 0.0013424522723868
1223 => 0.0013876447185872
1224 => 0.0013834841223353
1225 => 0.0013875257871953
1226 => 0.0014408102282002
1227 => 0.00151008758113
1228 => 0.0014779012953616
1229 => 0.0015477362741248
1230 => 0.001591693691463
1231 => 0.0016677134994677
]
'min_raw' => 0.00068089047914215
'max_raw' => 0.0016677134994677
'avg_raw' => 0.0011743019893049
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.00068'
'max' => '$0.001667'
'avg' => '$0.001174'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00030360445638487
'max_diff' => 0.00067658068552156
'year' => 2028
]
3 => [
'items' => [
101 => 0.0016581954451001
102 => 0.0016877893984972
103 => 0.0016411561413041
104 => 0.0015340767566526
105 => 0.0015171310341481
106 => 0.0015510567997362
107 => 0.0016344599840067
108 => 0.0015484301366568
109 => 0.0015658338627301
110 => 0.0015608215884502
111 => 0.0015605545056546
112 => 0.0015707479696578
113 => 0.0015559618184658
114 => 0.0014957203785319
115 => 0.0015233286754486
116 => 0.0015126677861497
117 => 0.0015244968376488
118 => 0.001588333349917
119 => 0.0015601097061708
120 => 0.0015303783901869
121 => 0.0015676680583379
122 => 0.0016151506200145
123 => 0.0016121792466391
124 => 0.0016064135403532
125 => 0.0016389145248043
126 => 0.0016925966292224
127 => 0.0017071066863345
128 => 0.0017178177138496
129 => 0.0017192945835796
130 => 0.0017345072596684
131 => 0.001652704866251
201 => 0.0017825273654389
202 => 0.0018049441247744
203 => 0.0018007307030988
204 => 0.0018256459876589
205 => 0.0018183152789016
206 => 0.0018076942320652
207 => 0.0018471902577259
208 => 0.0018019112514708
209 => 0.0017376434025601
210 => 0.0017023847895737
211 => 0.0017488161753853
212 => 0.0017771702024684
213 => 0.0017959104107155
214 => 0.0018015811864079
215 => 0.0016590549531904
216 => 0.0015822412183535
217 => 0.0016314779417127
218 => 0.0016915501423481
219 => 0.0016523711621433
220 => 0.0016539069039917
221 => 0.0015980479742747
222 => 0.0016964924181627
223 => 0.0016821498907363
224 => 0.001756558948396
225 => 0.0017388006296155
226 => 0.0017994783275939
227 => 0.0017834998561851
228 => 0.0018498255976589
301 => 0.0018762847316305
302 => 0.0019207137356042
303 => 0.0019533958917859
304 => 0.0019725874790058
305 => 0.001971435288095
306 => 0.002047481917871
307 => 0.002002639877159
308 => 0.0019463077055671
309 => 0.0019452888343087
310 => 0.0019744640642092
311 => 0.0020356073422472
312 => 0.0020514609046439
313 => 0.0020603208832409
314 => 0.0020467515176015
315 => 0.0019980786962666
316 => 0.001977062018791
317 => 0.0019949688369119
318 => 0.0019730703371004
319 => 0.002010873291409
320 => 0.00206278482195
321 => 0.0020520652961737
322 => 0.0020878990636827
323 => 0.0021249832432322
324 => 0.0021780152855427
325 => 0.0021918798251736
326 => 0.0022147973819621
327 => 0.0022383870759227
328 => 0.0022459634498627
329 => 0.0022604290985251
330 => 0.0022603528574162
331 => 0.0023039460633107
401 => 0.0023520307193815
402 => 0.0023701815638859
403 => 0.0024119184299803
404 => 0.0023404455094278
405 => 0.0023946585406886
406 => 0.0024435600519261
407 => 0.0023852576542561
408 => 0.0024656139267277
409 => 0.0024687339786966
410 => 0.0025158430591298
411 => 0.0024680889811029
412 => 0.002439732762007
413 => 0.0025215961040433
414 => 0.0025612071965835
415 => 0.0025492760131446
416 => 0.0024584791180595
417 => 0.002405631430658
418 => 0.0022673188391706
419 => 0.0024311560784467
420 => 0.0025109564185004
421 => 0.0024582724544571
422 => 0.0024848431814774
423 => 0.0026298044525125
424 => 0.0026849963189755
425 => 0.0026735167965714
426 => 0.0026754566468887
427 => 0.0027052371762289
428 => 0.0028373004437602
429 => 0.0027581650726529
430 => 0.0028186610987187
501 => 0.0028507479728093
502 => 0.0028805520496856
503 => 0.0028073626565526
504 => 0.0027121443314523
505 => 0.0026819846908996
506 => 0.0024530340725205
507 => 0.0024411161985517
508 => 0.0024344263347445
509 => 0.00239224768974
510 => 0.0023591068284697
511 => 0.0023327519851463
512 => 0.0022635890060432
513 => 0.00228692948119
514 => 0.0021766981279352
515 => 0.0022472202413883
516 => 0.0020712883399646
517 => 0.0022178096553149
518 => 0.0021380647648765
519 => 0.002191611314074
520 => 0.0021914244952082
521 => 0.0020928283211868
522 => 0.0020359601056609
523 => 0.002072198745938
524 => 0.002111049444942
525 => 0.0021173528401459
526 => 0.0021677237855116
527 => 0.0021817812336433
528 => 0.0021391865095247
529 => 0.0020676425423536
530 => 0.0020842605741833
531 => 0.0020356233417762
601 => 0.001950388462787
602 => 0.0020116056409353
603 => 0.0020325078770844
604 => 0.002041739495342
605 => 0.0019579207811481
606 => 0.0019315831213555
607 => 0.0019175611722763
608 => 0.0020568225989015
609 => 0.0020644516542169
610 => 0.0020254203285835
611 => 0.0022018456215488
612 => 0.0021619151441561
613 => 0.0022065272706082
614 => 0.0020827526619767
615 => 0.0020874810187111
616 => 0.0020288841354088
617 => 0.0020616944746129
618 => 0.0020385051843901
619 => 0.0020590437234433
620 => 0.0020713544390683
621 => 0.0021299417071985
622 => 0.002218478627807
623 => 0.0021211907230531
624 => 0.0020788009897634
625 => 0.0021050993418874
626 => 0.00217513531915
627 => 0.0022812434097786
628 => 0.0022184252845021
629 => 0.0022463029017789
630 => 0.002252392920965
701 => 0.0022060731610395
702 => 0.0022829512853969
703 => 0.0023241508967967
704 => 0.0023664131730346
705 => 0.0024031083233299
706 => 0.0023495326905378
707 => 0.0024068662973906
708 => 0.0023606655310113
709 => 0.0023192186674216
710 => 0.0023192815252051
711 => 0.0022932813022332
712 => 0.0022429025939863
713 => 0.0022336119872375
714 => 0.002281942896819
715 => 0.0023206997093492
716 => 0.0023238919060618
717 => 0.0023453496688755
718 => 0.002358048151876
719 => 0.0024825105480323
720 => 0.0025325703533733
721 => 0.0025937825357606
722 => 0.0026176281305301
723 => 0.0026893948216672
724 => 0.0026314373899683
725 => 0.0026188979350509
726 => 0.0024448154170579
727 => 0.002473321419627
728 => 0.0025189622801602
729 => 0.0024455680180376
730 => 0.002492119784324
731 => 0.0025013100890901
801 => 0.0024430741090953
802 => 0.0024741804622387
803 => 0.0023915712106808
804 => 0.0022202792837459
805 => 0.0022831419822779
806 => 0.002329430087753
807 => 0.0022633712539578
808 => 0.0023817791567058
809 => 0.0023126077043557
810 => 0.002290683674776
811 => 0.0022051502189046
812 => 0.0022455187175912
813 => 0.0023001176900862
814 => 0.0022663818728961
815 => 0.0023363887590239
816 => 0.0024355371799354
817 => 0.0025061962490674
818 => 0.0025116205750182
819 => 0.0024661915273563
820 => 0.0025389918661588
821 => 0.0025395221371491
822 => 0.0024574030575817
823 => 0.0024071055785876
824 => 0.0023956778855333
825 => 0.002424226503314
826 => 0.0024588897956654
827 => 0.0025135441464995
828 => 0.0025465706260528
829 => 0.0026326861688366
830 => 0.0026559865655878
831 => 0.0026815866373785
901 => 0.0027157962280606
902 => 0.0027568736128334
903 => 0.0026669986334872
904 => 0.0026705695339646
905 => 0.0025868791976011
906 => 0.0024974440707886
907 => 0.0025653141837934
908 => 0.0026540453281644
909 => 0.0026336903056065
910 => 0.0026313999497533
911 => 0.0026352516930066
912 => 0.0026199046707308
913 => 0.0025504906577646
914 => 0.0025156313750077
915 => 0.0025606087433156
916 => 0.0025845122128589
917 => 0.002621584409519
918 => 0.0026170144787815
919 => 0.0027125084761144
920 => 0.0027496145558894
921 => 0.0027401212328243
922 => 0.0027418682327379
923 => 0.0028090470177532
924 => 0.002883763643061
925 => 0.0029537456223889
926 => 0.0030249342975572
927 => 0.0029391135711005
928 => 0.0028955390988924
929 => 0.0029404968314883
930 => 0.002916641625747
1001 => 0.0030537207138501
1002 => 0.0030632117724941
1003 => 0.0032002809482189
1004 => 0.0033303759178756
1005 => 0.0032486655983277
1006 => 0.0033257147493477
1007 => 0.0034090496880854
1008 => 0.0035698163055167
1009 => 0.0035156757646037
1010 => 0.0034742049587547
1011 => 0.0034350152476128
1012 => 0.0035165628153075
1013 => 0.0036214724583925
1014 => 0.003644068990701
1015 => 0.0036806840055804
1016 => 0.0036421877945057
1017 => 0.0036885522405266
1018 => 0.0038522391085502
1019 => 0.0038080094719063
1020 => 0.003745196277603
1021 => 0.0038744113392537
1022 => 0.0039211737677543
1023 => 0.0042493769806453
1024 => 0.0046637470943186
1025 => 0.004492195146357
1026 => 0.0043857073163104
1027 => 0.0044107344822965
1028 => 0.0045620484204964
1029 => 0.0046106456549819
1030 => 0.004478541619179
1031 => 0.0045252029979272
1101 => 0.004782311782475
1102 => 0.0049202423963476
1103 => 0.0047329140961558
1104 => 0.0042160827454748
1105 => 0.00373954063671
1106 => 0.0038659410629253
1107 => 0.0038516111772544
1108 => 0.0041278424912769
1109 => 0.0038069546097
1110 => 0.0038123575386629
1111 => 0.0040943010237255
1112 => 0.0040190833356458
1113 => 0.0038972403141104
1114 => 0.0037404302256068
1115 => 0.0034505522738303
1116 => 0.0031937992880972
1117 => 0.0036973510198011
1118 => 0.0036756369534806
1119 => 0.0036441917676042
1120 => 0.0037141696260477
1121 => 0.0040539622430872
1122 => 0.0040461289234631
1123 => 0.0039962973406092
1124 => 0.0040340941570085
1125 => 0.0038906143494507
1126 => 0.0039275923628328
1127 => 0.0037394651500053
1128 => 0.0038245065070897
1129 => 0.0038969788937086
1130 => 0.0039115287982944
1201 => 0.0039443104762627
1202 => 0.0036641946272245
1203 => 0.0037899584196734
1204 => 0.0038638328652634
1205 => 0.0035300654325126
1206 => 0.003857235356262
1207 => 0.0036593184334943
1208 => 0.0035921424572945
1209 => 0.0036825860594856
1210 => 0.0036473400997525
1211 => 0.0036170376932861
1212 => 0.0036001284298164
1213 => 0.0036665402293695
1214 => 0.003663442039541
1215 => 0.0035547794454974
1216 => 0.0034130335212215
1217 => 0.0034606081060599
1218 => 0.003443323813374
1219 => 0.0033806833069622
1220 => 0.0034228954450401
1221 => 0.003237014552019
1222 => 0.0029172161368243
1223 => 0.0031284847655923
1224 => 0.0031203511532008
1225 => 0.003116249817003
1226 => 0.0032750123524862
1227 => 0.0032597509979744
1228 => 0.0032320514900958
1229 => 0.0033801745837778
1230 => 0.0033261076620471
1231 => 0.0034927291750522
]
'min_raw' => 0.0014957203785319
'max_raw' => 0.0049202423963476
'avg_raw' => 0.0032079813874397
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.001495'
'max' => '$0.00492'
'avg' => '$0.0032079'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00081482989938974
'max_diff' => 0.0032525288968798
'year' => 2029
]
4 => [
'items' => [
101 => 0.0036024768799211
102 => 0.003574641312
103 => 0.003677859558886
104 => 0.0034617041284074
105 => 0.0035335022917617
106 => 0.0035482997937211
107 => 0.0033783467677943
108 => 0.0032622479443128
109 => 0.0032545054764101
110 => 0.0030532061158967
111 => 0.0031607386094513
112 => 0.0032553627537824
113 => 0.003210045131778
114 => 0.0031956989264769
115 => 0.0032689905780481
116 => 0.0032746859670757
117 => 0.0031448304936755
118 => 0.0031718315585835
119 => 0.0032844304878031
120 => 0.0031689943544662
121 => 0.0029447208037779
122 => 0.0028890978623828
123 => 0.0028816767366665
124 => 0.0027308229080918
125 => 0.0028928148532983
126 => 0.0028221010281014
127 => 0.0030454851546166
128 => 0.0029178893395842
129 => 0.0029123889390207
130 => 0.0029040742768356
131 => 0.0027742281548882
201 => 0.0028026562034432
202 => 0.0028971553665538
203 => 0.002930873732561
204 => 0.00292735663074
205 => 0.0028966922691008
206 => 0.0029107302568323
207 => 0.0028655090071899
208 => 0.0028495404427423
209 => 0.0027991392608458
210 => 0.0027250634471399
211 => 0.0027353641433691
212 => 0.0025886005734267
213 => 0.0025086359911899
214 => 0.002486502848743
215 => 0.0024569054856553
216 => 0.0024898459496594
217 => 0.002588184810673
218 => 0.0024695672805374
219 => 0.0022662058451722
220 => 0.0022784282139487
221 => 0.0023058882477355
222 => 0.00225471665644
223 => 0.0022062870397849
224 => 0.0022483926622475
225 => 0.0021622257412169
226 => 0.0023163011084748
227 => 0.0023121338015817
228 => 0.0023695635705386
301 => 0.0024054755836449
302 => 0.0023227100200872
303 => 0.0023018947046744
304 => 0.0023137520543369
305 => 0.0021177764769883
306 => 0.0023535481848561
307 => 0.0023555871483764
308 => 0.0023381283048251
309 => 0.0024636694606299
310 => 0.0027286004566464
311 => 0.0026289227591204
312 => 0.002590324541864
313 => 0.0025169493026443
314 => 0.0026147174523139
315 => 0.00260721038384
316 => 0.0025732605732298
317 => 0.002552727621843
318 => 0.0025905602143479
319 => 0.0025480397449569
320 => 0.0025404019002699
321 => 0.0024941248715236
322 => 0.0024776060777319
323 => 0.0024653762204406
324 => 0.0024519123492438
325 => 0.0024816102941162
326 => 0.0024143108439454
327 => 0.0023331543044859
328 => 0.0023264070163557
329 => 0.0023450368721107
330 => 0.0023367945477688
331 => 0.0023263675552778
401 => 0.0023064595869902
402 => 0.0023005533180657
403 => 0.002319745826756
404 => 0.0022980786034375
405 => 0.0023300497717187
406 => 0.0023213553829916
407 => 0.0022727892343257
408 => 0.0022122578315968
409 => 0.0022117189751436
410 => 0.0021986775837171
411 => 0.0021820674109491
412 => 0.0021774468408743
413 => 0.0022448466441658
414 => 0.002384362219873
415 => 0.0023569719740369
416 => 0.0023767642337188
417 => 0.0024741225622342
418 => 0.0025050698472022
419 => 0.0024831041973586
420 => 0.0024530362610703
421 => 0.0024543590976696
422 => 0.0025571103381499
423 => 0.0025635188069815
424 => 0.0025797109402683
425 => 0.0026005224074382
426 => 0.0024866484802089
427 => 0.0024489956459376
428 => 0.0024311536441602
429 => 0.0023762071844093
430 => 0.0024354622304972
501 => 0.0024009368526958
502 => 0.0024055955057161
503 => 0.0024025615518251
504 => 0.0024042182958046
505 => 0.0023162580412695
506 => 0.0023483061349673
507 => 0.0022950199633648
508 => 0.0022236757612426
509 => 0.0022234365904606
510 => 0.0022408979828567
511 => 0.0022305112633952
512 => 0.002202560868391
513 => 0.0022065310900792
514 => 0.0021717477704271
515 => 0.0022107544148573
516 => 0.0022118729858471
517 => 0.0021968533030352
518 => 0.0022569484206596
519 => 0.0022815694393833
520 => 0.0022716831624037
521 => 0.0022808757918357
522 => 0.0023581101624109
523 => 0.0023707027347866
524 => 0.0023762955236172
525 => 0.0023688019274867
526 => 0.0022822874943486
527 => 0.0022861247773461
528 => 0.0022579693407881
529 => 0.0022341809638434
530 => 0.0022351323741676
531 => 0.0022473626921897
601 => 0.0023007732082909
602 => 0.0024131724907041
603 => 0.0024174379613089
604 => 0.0024226078361144
605 => 0.0024015793571094
606 => 0.002395236966626
607 => 0.0024036042167835
608 => 0.0024458154775844
609 => 0.0025543943006098
610 => 0.0025160152928168
611 => 0.0024848125620763
612 => 0.0025121857691315
613 => 0.0025079718784637
614 => 0.0024724024005172
615 => 0.0024714040837391
616 => 0.0024031348833099
617 => 0.0023778973143257
618 => 0.0023568069126832
619 => 0.0023337767446685
620 => 0.0023201236890911
621 => 0.0023411009876607
622 => 0.0023458987440397
623 => 0.0023000315140968
624 => 0.0022937799801408
625 => 0.0023312361502251
626 => 0.0023147530862778
627 => 0.0023317063263079
628 => 0.0023356396234171
629 => 0.002335006271991
630 => 0.0023177960601622
701 => 0.002328765335966
702 => 0.0023028197285915
703 => 0.002274607777476
704 => 0.0022566103103309
705 => 0.0022409051332293
706 => 0.0022496192782755
707 => 0.0022185549423257
708 => 0.0022086168360538
709 => 0.0023250491921402
710 => 0.00241105902544
711 => 0.0024098084084002
712 => 0.0024021955988029
713 => 0.0023908845079434
714 => 0.0024449880008356
715 => 0.0024261394257454
716 => 0.0024398533389746
717 => 0.0024433441054626
718 => 0.0024539096042701
719 => 0.0024576858619584
720 => 0.0024462713884446
721 => 0.0024079630211717
722 => 0.0023125022121778
723 => 0.0022680649478997
724 => 0.0022533999105267
725 => 0.0022539329567823
726 => 0.0022392291614286
727 => 0.0022435600881382
728 => 0.0022377230418629
729 => 0.0022266690883508
730 => 0.0022489367277954
731 => 0.0022515028658039
801 => 0.0022463053326791
802 => 0.0022475295398835
803 => 0.0022044961855053
804 => 0.0022077679179751
805 => 0.0021895504958314
806 => 0.0021861349487938
807 => 0.0021400828919868
808 => 0.002058494998001
809 => 0.0021037026111976
810 => 0.0020490981716084
811 => 0.0020284186429437
812 => 0.0021263123153159
813 => 0.0021164865057576
814 => 0.0020996689909704
815 => 0.002074792381523
816 => 0.0020655654050949
817 => 0.0020095052172233
818 => 0.0020061928822544
819 => 0.0020339778251159
820 => 0.0020211560300068
821 => 0.0020031493736801
822 => 0.0019379310897702
823 => 0.0018646041456238
824 => 0.0018668174251508
825 => 0.0018901413617875
826 => 0.0019579588532201
827 => 0.0019314613860629
828 => 0.0019122371696169
829 => 0.0019086370517544
830 => 0.0019537000641609
831 => 0.0020174736677091
901 => 0.0020473948156399
902 => 0.0020177438667592
903 => 0.0019836824532055
904 => 0.0019857556136232
905 => 0.0019995474210893
906 => 0.0020009967450484
907 => 0.0019788262663948
908 => 0.0019850671262715
909 => 0.0019755866894427
910 => 0.0019174052661237
911 => 0.0019163529486711
912 => 0.0019020742890865
913 => 0.0019016419369489
914 => 0.0018773503750169
915 => 0.0018739518175829
916 => 0.0018257194469744
917 => 0.00185746613937
918 => 0.0018361721248872
919 => 0.0018040770223113
920 => 0.0017985438145299
921 => 0.0017983774796224
922 => 0.0018313319736342
923 => 0.0018570810469204
924 => 0.0018365425433858
925 => 0.0018318663242532
926 => 0.0018817961106031
927 => 0.00187544209017
928 => 0.0018699395494539
929 => 0.0020117634409863
930 => 0.0018994987641821
1001 => 0.0018505449572518
1002 => 0.0017899553250997
1003 => 0.0018096836148479
1004 => 0.0018138406553667
1005 => 0.0016681335121429
1006 => 0.0016090201422837
1007 => 0.0015887346613884
1008 => 0.0015770600803385
1009 => 0.0015823803335231
1010 => 0.0015291713673431
1011 => 0.0015649286726111
1012 => 0.0015188542055412
1013 => 0.0015111296711976
1014 => 0.0015935165258499
1015 => 0.0016049801753777
1016 => 0.0015560726850152
1017 => 0.0015874792112314
1018 => 0.0015760907682421
1019 => 0.0015196440200374
1020 => 0.0015174881694501
1021 => 0.0014891651754001
1022 => 0.0014448451741243
1023 => 0.0014245897442768
1024 => 0.0014140405405465
1025 => 0.0014183933476055
1026 => 0.0014161924351584
1027 => 0.0014018299926864
1028 => 0.0014170156735488
1029 => 0.0013782225341019
1030 => 0.0013627747933966
1031 => 0.0013557974073048
1101 => 0.0013213662631959
1102 => 0.0013761615250725
1103 => 0.0013869568819547
1104 => 0.0013977735090248
1105 => 0.0014919248628453
1106 => 0.0014872213272774
1107 => 0.0015297389980966
1108 => 0.0015280868395935
1109 => 0.0015159601111353
1110 => 0.0014647994385201
1111 => 0.0014851911707732
1112 => 0.0014224285884768
1113 => 0.001469454582574
1114 => 0.0014479938827205
1115 => 0.001462198698366
1116 => 0.0014366571590388
1117 => 0.0014507929014868
1118 => 0.0013895168615528
1119 => 0.0013322981576396
1120 => 0.0013553246344124
1121 => 0.0013803570480614
1122 => 0.0014346336989929
1123 => 0.0014023069734708
1124 => 0.0014139328863773
1125 => 0.0013749880242946
1126 => 0.001294633649768
1127 => 0.0012950884468013
1128 => 0.0012827276768956
1129 => 0.0012720461669951
1130 => 0.0014060200867683
1201 => 0.0013893583120302
1202 => 0.0013628099546243
1203 => 0.0013983459860019
1204 => 0.0014077422767308
1205 => 0.0014080097759182
1206 => 0.0014339359470936
1207 => 0.0014477727492974
1208 => 0.0014502115456579
1209 => 0.0014910069361744
1210 => 0.0015046810129713
1211 => 0.0015610026000699
1212 => 0.0014465987933028
1213 => 0.0014442427221879
1214 => 0.0013988460508387
1215 => 0.001370054764176
1216 => 0.0014008174148685
1217 => 0.0014280689238614
1218 => 0.0013996928311864
1219 => 0.0014033981498377
1220 => 0.0013653055638334
1221 => 0.0013789218709072
1222 => 0.0013906500688738
1223 => 0.0013841744473082
1224 => 0.001374480128401
1225 => 0.0014258346108961
1226 => 0.0014229369897339
1227 => 0.0014707594644678
1228 => 0.0015080405033408
1229 => 0.0015748547897842
1230 => 0.001505130598773
1231 => 0.001502589572124
]
'min_raw' => 0.0012720461669951
'max_raw' => 0.003677859558886
'avg_raw' => 0.0024749528629405
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.001272'
'max' => '$0.003677'
'avg' => '$0.002474'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00022367421153678
'max_diff' => -0.0012423828374616
'year' => 2030
]
5 => [
'items' => [
101 => 0.0015274285152115
102 => 0.0015046772102585
103 => 0.0015190552496405
104 => 0.0015725382653561
105 => 0.0015736682772008
106 => 0.001554739122865
107 => 0.0015535872821034
108 => 0.0015572228332559
109 => 0.00157851636991
110 => 0.0015710757539188
111 => 0.0015796862231172
112 => 0.0015904537466981
113 => 0.0016349927895638
114 => 0.0016457310020125
115 => 0.001619642712887
116 => 0.0016219981932968
117 => 0.0016122404570243
118 => 0.0016028146060491
119 => 0.0016240025425063
120 => 0.0016627239128317
121 => 0.0016624830291966
122 => 0.0016714656344762
123 => 0.0016770617231495
124 => 0.0016530392139765
125 => 0.001637401443837
126 => 0.0016433979599656
127 => 0.0016529865198425
128 => 0.001640288519229
129 => 0.0015619105771564
130 => 0.0015856854379789
131 => 0.0015817281386067
201 => 0.0015760924630767
202 => 0.0015999982694793
203 => 0.0015976924961332
204 => 0.0015286256324879
205 => 0.0015330470690116
206 => 0.0015288945146872
207 => 0.0015423122672421
208 => 0.0015039526075872
209 => 0.0015157517805408
210 => 0.0015231521112069
211 => 0.0015275109628213
212 => 0.0015432581237449
213 => 0.0015414103761635
214 => 0.0015431432651608
215 => 0.0015664921477142
216 => 0.0016845827833
217 => 0.0016910101960426
218 => 0.0016593592649821
219 => 0.0016720031876538
220 => 0.0016477296210461
221 => 0.0016640246289286
222 => 0.0016751732594735
223 => 0.0016247947417996
224 => 0.0016218116529368
225 => 0.0015974379006851
226 => 0.0016105349745453
227 => 0.0015896965883209
228 => 0.0015948095994045
301 => 0.0015805131746703
302 => 0.0016062438928021
303 => 0.0016350148338229
304 => 0.0016422835097236
305 => 0.0016231627527905
306 => 0.0016093180646517
307 => 0.0015850113530036
308 => 0.0016254339561847
309 => 0.0016372547572114
310 => 0.0016253718665492
311 => 0.0016226183411365
312 => 0.0016174004154549
313 => 0.0016237253487366
314 => 0.0016371903785903
315 => 0.0016308405191714
316 => 0.0016350347131877
317 => 0.0016190507706314
318 => 0.0016530471664266
319 => 0.0017070416246275
320 => 0.0017072152256396
321 => 0.0017008653319925
322 => 0.0016982670923225
323 => 0.0017047824685482
324 => 0.0017083167928759
325 => 0.0017293863248741
326 => 0.0017519947721553
327 => 0.0018574985307786
328 => 0.0018278734975373
329 => 0.0019214827086346
330 => 0.0019955154409777
331 => 0.0020177146203484
401 => 0.0019972924198795
402 => 0.0019274291752609
403 => 0.0019240013511797
404 => 0.0020284065341409
405 => 0.001998907287894
406 => 0.0019953984464188
407 => 0.0019580703014035
408 => 0.0019801358582882
409 => 0.0019753097973153
410 => 0.0019676916239707
411 => 0.0020097911694068
412 => 0.0020885977602108
413 => 0.0020763150139905
414 => 0.0020671465137172
415 => 0.00202697281443
416 => 0.0020511663545215
417 => 0.0020425514982916
418 => 0.0020795663877779
419 => 0.0020576395872264
420 => 0.0019986838020904
421 => 0.0020080727051941
422 => 0.0020066535913779
423 => 0.0020358588531573
424 => 0.0020270921584903
425 => 0.0020049417535437
426 => 0.0020883284078508
427 => 0.0020829137423411
428 => 0.0020905905000691
429 => 0.0020939700462325
430 => 0.0021447260332716
501 => 0.0021655191371511
502 => 0.0021702395357663
503 => 0.0021899913762554
504 => 0.0021697480919814
505 => 0.0022507356622946
506 => 0.0023045876707971
507 => 0.0023671395498718
508 => 0.0024585446575601
509 => 0.0024929138235953
510 => 0.0024867053413775
511 => 0.0025560076508347
512 => 0.0026805423604253
513 => 0.0025118773667694
514 => 0.0026894820146397
515 => 0.0026332544336682
516 => 0.0024999398506759
517 => 0.0024913559632069
518 => 0.0025816381466234
519 => 0.0027818753401032
520 => 0.002731718194208
521 => 0.0027819573792256
522 => 0.0027233507012911
523 => 0.0027204403857558
524 => 0.0027791109836909
525 => 0.002916198033734
526 => 0.0028510731148897
527 => 0.0027577005744413
528 => 0.0028266454052708
529 => 0.0027669190122634
530 => 0.0026323387324529
531 => 0.0027316798399838
601 => 0.0026652532704497
602 => 0.0026846400748704
603 => 0.0028242588438245
604 => 0.0028074595441585
605 => 0.0028291993934996
606 => 0.0027908291284435
607 => 0.0027549852504457
608 => 0.0026880799903615
609 => 0.0026682726412401
610 => 0.0026737466799435
611 => 0.0026682699285783
612 => 0.0026308370504523
613 => 0.002622753423985
614 => 0.0026092803590544
615 => 0.0026134562252482
616 => 0.0025881229214944
617 => 0.0026359320998054
618 => 0.002644805904593
619 => 0.0026795974376131
620 => 0.0026832096099877
621 => 0.0027801035342224
622 => 0.0027267359889902
623 => 0.0027625395458641
624 => 0.0027593369387411
625 => 0.0025028291819345
626 => 0.0025381736876354
627 => 0.002593158646789
628 => 0.0025683879972206
629 => 0.0025333680941703
630 => 0.0025050876448087
701 => 0.0024622398722016
702 => 0.0025225472893276
703 => 0.0026018451298695
704 => 0.0026852207340852
705 => 0.0027853910595645
706 => 0.0027630342090287
707 => 0.0026833481195274
708 => 0.0026869227792917
709 => 0.0027090199193779
710 => 0.0026804021152294
711 => 0.0026719621661002
712 => 0.0027078603999717
713 => 0.0027081076113791
714 => 0.0026751793691292
715 => 0.0026385856536731
716 => 0.0026384323246692
717 => 0.0026319208264571
718 => 0.0027245090823577
719 => 0.0027754232613744
720 => 0.0027812604899464
721 => 0.0027750303693829
722 => 0.0027774280955232
723 => 0.0027478022565707
724 => 0.0028155181391464
725 => 0.0028776609294046
726 => 0.0028610053341284
727 => 0.0028360362290769
728 => 0.0028161471342283
729 => 0.0028563200954666
730 => 0.0028545312567407
731 => 0.0028771181663439
801 => 0.002876093493656
802 => 0.0028684983654931
803 => 0.0028610056053743
804 => 0.0028907135523021
805 => 0.0028821581406819
806 => 0.0028735894401444
807 => 0.0028564035994141
808 => 0.0028587394405959
809 => 0.0028337746468125
810 => 0.002822224790897
811 => 0.0026485426699074
812 => 0.002602129131952
813 => 0.0026167317758275
814 => 0.0026215393453487
815 => 0.00260134011415
816 => 0.0026303006229323
817 => 0.0026257871583153
818 => 0.0026433464088514
819 => 0.0026323761514505
820 => 0.0026328263746408
821 => 0.0026650875625513
822 => 0.0026744531226507
823 => 0.0026696897231948
824 => 0.0026730258448939
825 => 0.0027499053613609
826 => 0.0027389755525879
827 => 0.0027331693095163
828 => 0.0027347776785277
829 => 0.0027544220433005
830 => 0.0027599213928943
831 => 0.0027366202622328
901 => 0.002747609210155
902 => 0.0027943987557024
903 => 0.0028107724485851
904 => 0.0028630294164482
905 => 0.0028408297277064
906 => 0.0028815782171719
907 => 0.0030068251816052
908 => 0.0031068811232252
909 => 0.0030148655443248
910 => 0.0031986055390626
911 => 0.0033416734809029
912 => 0.0033361822950029
913 => 0.0033112350901219
914 => 0.0031483560419949
915 => 0.0029984723135185
916 => 0.0031238564167883
917 => 0.003124176046653
918 => 0.0031134054409844
919 => 0.0030465101342024
920 => 0.0031110776293124
921 => 0.0031162027625995
922 => 0.0031133340508417
923 => 0.0030620455759763
924 => 0.0029837375545513
925 => 0.0029990387544949
926 => 0.0030241024321383
927 => 0.0029766516615283
928 => 0.0029614882651748
929 => 0.0029896799039502
930 => 0.0030805192380454
1001 => 0.0030633465881311
1002 => 0.0030628981408418
1003 => 0.0031363700195119
1004 => 0.0030837800106079
1005 => 0.0029992317516274
1006 => 0.0029778822011803
1007 => 0.0029021056798735
1008 => 0.0029544447930468
1009 => 0.0029563283845524
1010 => 0.0029276627871601
1011 => 0.0030015578068706
1012 => 0.003000876851255
1013 => 0.003071029174648
1014 => 0.0032051340689658
1015 => 0.0031654726528149
1016 => 0.0031193507409813
1017 => 0.0031243654716195
1018 => 0.0031793646893109
1019 => 0.0031461109067847
1020 => 0.0031580691988347
1021 => 0.0031793465890036
1022 => 0.0031921837667804
1023 => 0.0031225183992904
1024 => 0.0031062760696487
1025 => 0.003073049963485
1026 => 0.0030643818925815
1027 => 0.0030914438627664
1028 => 0.0030843139897362
1029 => 0.0029561700759799
1030 => 0.0029427783240064
1031 => 0.0029431890299204
1101 => 0.0029095148328399
1102 => 0.0028581535995587
1103 => 0.0029931278540017
1104 => 0.0029822875324065
1105 => 0.0029703206563396
1106 => 0.0029717865303757
1107 => 0.0030303742795275
1108 => 0.0029963904262672
1109 => 0.0030867420700037
1110 => 0.0030681684882705
1111 => 0.0030491185642504
1112 => 0.0030464852844759
1113 => 0.0030391526889913
1114 => 0.003014006490736
1115 => 0.0029836409452905
1116 => 0.0029635909819688
1117 => 0.0027337560260396
1118 => 0.0027764120569717
1119 => 0.0028254839323394
1120 => 0.0028424233470731
1121 => 0.0028134473059992
1122 => 0.0030151506414486
1123 => 0.0030520037844969
1124 => 0.0029403732103326
1125 => 0.0029194916877527
1126 => 0.0030165196305926
1127 => 0.0029579999198765
1128 => 0.0029843513420288
1129 => 0.002927393980793
1130 => 0.0030431269415226
1201 => 0.0030422452502676
1202 => 0.0029972225145963
1203 => 0.0030352754224833
1204 => 0.0030286627933018
1205 => 0.002977832235615
1206 => 0.0030447383608661
1207 => 0.0030447715454695
1208 => 0.0030014381412646
1209 => 0.0029508342120551
1210 => 0.0029417874247239
1211 => 0.0029349718857348
1212 => 0.0029826751372376
1213 => 0.0030254457233708
1214 => 0.0031050311804372
1215 => 0.0031250408552475
1216 => 0.0032031399481516
1217 => 0.003156635740903
1218 => 0.003177250453646
1219 => 0.0031996306404577
1220 => 0.0032103605250194
1221 => 0.0031928767539235
1222 => 0.0033141967920728
1223 => 0.0033244399204425
1224 => 0.0033278743527821
1225 => 0.0032869659185177
1226 => 0.0033233021828828
1227 => 0.003306301648117
1228 => 0.003350532316693
1229 => 0.0033574682502913
1230 => 0.0033515937612866
1231 => 0.0033537953360869
]
'min_raw' => 0.0015039526075872
'max_raw' => 0.0033574682502913
'avg_raw' => 0.0024307104289393
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0015039'
'max' => '$0.003357'
'avg' => '$0.00243'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00023190644059213
'max_diff' => -0.00032039130859468
'year' => 2031
]
6 => [
'items' => [
101 => 0.0032502700858478
102 => 0.0032449017554837
103 => 0.0031717041900499
104 => 0.0032015327390133
105 => 0.0031457696964458
106 => 0.003163452731667
107 => 0.0031712472451023
108 => 0.0031671758336184
109 => 0.0032032192004173
110 => 0.0031725749754649
111 => 0.0030916998274385
112 => 0.0030108026450321
113 => 0.0030097870468044
114 => 0.0029884882466307
115 => 0.0029730931151749
116 => 0.0029760587636649
117 => 0.0029865100957593
118 => 0.0029724856647541
119 => 0.0029754784881657
120 => 0.0030251792978775
121 => 0.0030351464408153
122 => 0.0030012741946987
123 => 0.0028652722387989
124 => 0.002831897017686
125 => 0.0028558864647625
126 => 0.0028444210541782
127 => 0.0022956697886829
128 => 0.0024245907587685
129 => 0.0023479902960861
130 => 0.002383291313508
131 => 0.0023051020767029
201 => 0.0023424180787553
202 => 0.0023355271757384
203 => 0.0025428282805871
204 => 0.0025395915589683
205 => 0.0025411408063237
206 => 0.0024671911935054
207 => 0.0025849949346758
208 => 0.0026430292936619
209 => 0.002632288678348
210 => 0.002634991859825
211 => 0.002588542245981
212 => 0.0025415905401196
213 => 0.0024895138725035
214 => 0.0025862658840635
215 => 0.0025755087119899
216 => 0.0026001817944183
217 => 0.0026629323898915
218 => 0.0026721726534413
219 => 0.0026845916613577
220 => 0.0026801403310648
221 => 0.0027861890778144
222 => 0.0027733458748508
223 => 0.0028042942987513
224 => 0.0027406310427255
225 => 0.0026685900255606
226 => 0.0026822826677254
227 => 0.0026809639561756
228 => 0.0026641752446008
229 => 0.002649019146465
301 => 0.0026237885132732
302 => 0.0027036219701234
303 => 0.0027003808775683
304 => 0.0027528503986775
305 => 0.0027435759011597
306 => 0.0026816385368814
307 => 0.0026838506419635
308 => 0.0026987281117427
309 => 0.0027502192045161
310 => 0.0027655052666322
311 => 0.0027584241536158
312 => 0.0027751846228909
313 => 0.0027884314144265
314 => 0.0027768482159566
315 => 0.0029408418794872
316 => 0.0028727402767909
317 => 0.0029059325240972
318 => 0.0029138486794996
319 => 0.002893571613895
320 => 0.0028979689833574
321 => 0.0029046297998814
322 => 0.0029450729734936
323 => 0.0030512075633786
324 => 0.0030982138507561
325 => 0.0032396345855806
326 => 0.0030943106329485
327 => 0.0030856877110096
328 => 0.0031111618558485
329 => 0.0031941907980956
330 => 0.0032614779572749
331 => 0.003283800989864
401 => 0.0032867513471338
402 => 0.0033286308402781
403 => 0.0033526353847421
404 => 0.0033235455682703
405 => 0.0032988949946413
406 => 0.0032105996996438
407 => 0.0032208201204599
408 => 0.0032912286847789
409 => 0.0033906849289232
410 => 0.0034760287330577
411 => 0.0034461443073817
412 => 0.003674141380173
413 => 0.0036967463586557
414 => 0.0036936230815358
415 => 0.0037451205865913
416 => 0.0036429085263407
417 => 0.0035992108903181
418 => 0.0033042247284558
419 => 0.0033871038076099
420 => 0.0035075734164781
421 => 0.0034916288120066
422 => 0.0034041405618846
423 => 0.0034759623653747
424 => 0.0034522158310654
425 => 0.0034334859542111
426 => 0.0035192911510461
427 => 0.0034249448124428
428 => 0.0035066322395794
429 => 0.0034018672693285
430 => 0.0034462808169209
501 => 0.0034210695392658
502 => 0.0034373843256866
503 => 0.0033420084176366
504 => 0.0033934709425011
505 => 0.0033398674074091
506 => 0.0033398419923541
507 => 0.003338658691346
508 => 0.0034017230126672
509 => 0.0034037795379214
510 => 0.0033571749091801
511 => 0.0033504584540774
512 => 0.0033752927088289
513 => 0.0033462183006165
514 => 0.0033598220332269
515 => 0.0033466303438189
516 => 0.0033436606166737
517 => 0.0033199973255231
518 => 0.0033098025290597
519 => 0.0033138001714405
520 => 0.0033001541570688
521 => 0.0032919319398119
522 => 0.0033370230853834
523 => 0.0033129327052762
524 => 0.0033333308891273
525 => 0.0033100845841729
526 => 0.0032295027632681
527 => 0.0031831593059285
528 => 0.0030309477161782
529 => 0.0030741147342135
530 => 0.0031027345118304
531 => 0.0030932756754987
601 => 0.0031135969160229
602 => 0.0031148444751488
603 => 0.0031082378327039
604 => 0.0031005881871159
605 => 0.0030968647626957
606 => 0.0031246161177799
607 => 0.003140726713474
608 => 0.0031056068893975
609 => 0.0030973788059949
610 => 0.0031328868871549
611 => 0.0031545467961501
612 => 0.0033144713945194
613 => 0.0033026236637225
614 => 0.0033323591430229
615 => 0.0033290113843818
616 => 0.0033601789039218
617 => 0.0034111246259933
618 => 0.0033075377283741
619 => 0.0033255168320353
620 => 0.0033211087710157
621 => 0.0033692348253722
622 => 0.0033693850696607
623 => 0.0033405310959993
624 => 0.0033561733032234
625 => 0.0033474422522725
626 => 0.0033632204414132
627 => 0.0033024654300545
628 => 0.0033764584757912
629 => 0.0034184077647173
630 => 0.0034189902306348
701 => 0.0034388738606556
702 => 0.003459076780339
703 => 0.0034978545253678
704 => 0.0034579952900768
705 => 0.0033862924060067
706 => 0.0033914691226377
707 => 0.0033494297479424
708 => 0.0033501364374261
709 => 0.0033463640735781
710 => 0.0033576852214563
711 => 0.0033049497853704
712 => 0.0033173266868137
713 => 0.0032999989523141
714 => 0.0033254791649246
715 => 0.0032980666681857
716 => 0.0033211066453152
717 => 0.003331049935657
718 => 0.0033677408910819
719 => 0.0032926473842369
720 => 0.0031395266403966
721 => 0.0031717144771614
722 => 0.0031241061382863
723 => 0.0031285124713069
724 => 0.0031374139652712
725 => 0.0031085613109452
726 => 0.0031140654881389
727 => 0.0031138688401973
728 => 0.0031121742344739
729 => 0.0031046685447413
730 => 0.0030937838096735
731 => 0.0031371452440386
801 => 0.0031445131966902
802 => 0.0031608912427385
803 => 0.0032096211984436
804 => 0.0032047519267372
805 => 0.0032126939109145
806 => 0.0031953566040477
807 => 0.0031293166992478
808 => 0.003132902983806
809 => 0.003088181957899
810 => 0.0031597476255595
811 => 0.0031427999308368
812 => 0.0031318736417978
813 => 0.0031288923026022
814 => 0.003177743050442
815 => 0.0031923599598373
816 => 0.0031832516828065
817 => 0.0031645703408853
818 => 0.0032004440400169
819 => 0.0032100423285147
820 => 0.0032121910313381
821 => 0.0032757523480999
822 => 0.0032157434028669
823 => 0.0032301881524221
824 => 0.0033428819650161
825 => 0.0032406842276765
826 => 0.0032948206484268
827 => 0.0032921709523434
828 => 0.0033198653133226
829 => 0.0032898992064052
830 => 0.0032902706722145
831 => 0.0033148613885856
901 => 0.0032803281624015
902 => 0.0032717772499565
903 => 0.0032599642256565
904 => 0.0032857575320447
905 => 0.0033012194526935
906 => 0.0034258311775939
907 => 0.0035063360348645
908 => 0.003502841106694
909 => 0.0035347782079416
910 => 0.0035203902513192
911 => 0.0034739277440343
912 => 0.0035532335784705
913 => 0.0035281378941579
914 => 0.0035302067518813
915 => 0.0035301297488935
916 => 0.0035468161850586
917 => 0.0035349923157463
918 => 0.0035116862556362
919 => 0.0035271579059855
920 => 0.0035731031763068
921 => 0.003715718705157
922 => 0.0037955282445061
923 => 0.0037109140706764
924 => 0.0037692797947552
925 => 0.0037342811581418
926 => 0.0037279208647499
927 => 0.0037645788526645
928 => 0.0038013010055343
929 => 0.0037989619631507
930 => 0.0037723035658707
1001 => 0.003757244913679
1002 => 0.003871274073093
1003 => 0.0039552888153132
1004 => 0.0039495595731358
1005 => 0.0039748465848576
1006 => 0.0040490900333708
1007 => 0.0040558779238537
1008 => 0.0040550228056707
1009 => 0.0040381983108658
1010 => 0.0041113006276571
1011 => 0.0041722838664373
1012 => 0.0040343039264249
1013 => 0.0040868448812916
1014 => 0.0041104322086951
1015 => 0.0041450654033681
1016 => 0.0042034974079789
1017 => 0.00426697006331
1018 => 0.004275945792716
1019 => 0.0042695770831742
1020 => 0.0042277151607468
1021 => 0.0042971676975963
1022 => 0.0043378513648204
1023 => 0.0043620775576231
1024 => 0.0044235111517168
1025 => 0.004110577875999
1026 => 0.003889068149653
1027 => 0.0038544762072449
1028 => 0.0039248202823928
1029 => 0.0039433694540258
1030 => 0.0039358923061992
1031 => 0.0036865629704136
1101 => 0.0038531635398919
1102 => 0.0040324117444767
1103 => 0.0040392973980261
1104 => 0.0041290327971445
1105 => 0.0041582543214758
1106 => 0.0042305030796537
1107 => 0.0042259839001585
1108 => 0.004243575323046
1109 => 0.0042395313595651
1110 => 0.0043733569703188
1111 => 0.0045209864922757
1112 => 0.0045158745513634
1113 => 0.0044946510609089
1114 => 0.0045261715633767
1115 => 0.0046785410509772
1116 => 0.0046645133102303
1117 => 0.0046781400654858
1118 => 0.0048577922785348
1119 => 0.0050913657107279
1120 => 0.004982847401085
1121 => 0.0052183009077076
1122 => 0.0053665064092724
1123 => 0.0056228124994938
1124 => 0.005590721714664
1125 => 0.0056904997947262
1126 => 0.0055332725122697
1127 => 0.0051722468908731
1128 => 0.0051151132043365
1129 => 0.0052294962916381
1130 => 0.0055106959504306
1201 => 0.0052206403136781
1202 => 0.0052793181912238
1203 => 0.0052624189585432
1204 => 0.0052615184702507
1205 => 0.0052958864458225
1206 => 0.0052460339047426
1207 => 0.0050429256840823
1208 => 0.0051360089846867
1209 => 0.0051000650520961
1210 => 0.005139947525103
1211 => 0.0053551767831384
1212 => 0.0052600187977363
1213 => 0.0051597775901221
1214 => 0.005285502309775
1215 => 0.005445593081594
1216 => 0.0054355748888043
1217 => 0.0054161354075127
1218 => 0.0055257147457356
1219 => 0.0057067077087463
1220 => 0.0057556293793595
1221 => 0.0057917423564466
1222 => 0.0057967217258532
1223 => 0.0058480123254017
1224 => 0.0055722098447342
1225 => 0.0060099154646635
1226 => 0.0060854951338516
1227 => 0.0060712892885006
1228 => 0.0061552929099244
1229 => 0.0061305769135353
1230 => 0.0060947673125886
1231 => 0.0062279309206281
]
'min_raw' => 0.0022956697886829
'max_raw' => 0.0062279309206281
'avg_raw' => 0.0042618003546555
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.002295'
'max' => '$0.006227'
'avg' => '$0.004261'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00079171718109569
'max_diff' => 0.0028704626703368
'year' => 2032
]
7 => [
'items' => [
101 => 0.0060752695897598
102 => 0.0058585860501195
103 => 0.0057397091747583
104 => 0.0058962558337579
105 => 0.0059918534156834
106 => 0.0060550373361881
107 => 0.006074156752356
108 => 0.0055936196061994
109 => 0.005334636736233
110 => 0.0055006417866368
111 => 0.0057031794051861
112 => 0.0055710847380368
113 => 0.0055762625989007
114 => 0.0053879303174136
115 => 0.0057198426331539
116 => 0.0056714858005725
117 => 0.0059223611335464
118 => 0.0058624877219319
119 => 0.0060670668170478
120 => 0.0060131942851117
121 => 0.0062368161532058
122 => 0.0063260249707089
123 => 0.0064758204595404
124 => 0.0065860106309022
125 => 0.0066507164071279
126 => 0.0066468317150286
127 => 0.0069032282367247
128 => 0.0067520401656927
129 => 0.006562112316184
130 => 0.0065586771206011
131 => 0.0066570434451601
201 => 0.0068631922759524
202 => 0.0069166436684334
203 => 0.0069465157048572
204 => 0.0069007656412211
205 => 0.0067366618258625
206 => 0.0066658026304159
207 => 0.0067261767179249
208 => 0.0066523443969058
209 => 0.0067797996966752
210 => 0.0069548230462416
211 => 0.0069186814166734
212 => 0.0070394974656637
213 => 0.0071645293661497
214 => 0.0073433305993786
215 => 0.0073900758627351
216 => 0.0074673440055003
217 => 0.0075468783056683
218 => 0.0075724225793728
219 => 0.0076211945237973
220 => 0.0076209374715757
221 => 0.0077679150088294
222 => 0.0079300357839356
223 => 0.0079912326234336
224 => 0.008131951381446
225 => 0.0078909754397233
226 => 0.008073758459652
227 => 0.0082386333189835
228 => 0.0080420627146959
301 => 0.0083129894976296
302 => 0.0083235089706777
303 => 0.0084823405244092
304 => 0.0083213343162584
305 => 0.0082257293438085
306 => 0.0085017373169998
307 => 0.0086352888810574
308 => 0.0085950620630846
309 => 0.0082889339920685
310 => 0.0081107543242865
311 => 0.0076444237654099
312 => 0.0081968124563802
313 => 0.0084658648743528
314 => 0.0082882372113042
315 => 0.0083778222725618
316 => 0.0088665693187295
317 => 0.0090526525498824
318 => 0.0090139485386226
319 => 0.0090204888794032
320 => 0.0091208960132838
321 => 0.0095661565401287
322 => 0.009299346111385
323 => 0.0095033126869635
324 => 0.0096114958231942
325 => 0.0097119823492369
326 => 0.0094652192003687
327 => 0.0091441839693618
328 => 0.0090424986355596
329 => 0.0082705756408726
330 => 0.0082303936967075
331 => 0.0082078383538101
401 => 0.0080656301073586
402 => 0.0079538933797648
403 => 0.0078650361854634
404 => 0.0076318483726123
405 => 0.0077105424141495
406 => 0.0073388897105438
407 => 0.0075766599397476
408 => 0.0069834932509245
409 => 0.0074775000954197
410 => 0.007208634629696
411 => 0.007389170558816
412 => 0.0073885406859668
413 => 0.0070561168014885
414 => 0.0068643816424309
415 => 0.0069865627482264
416 => 0.0071175505923875
417 => 0.0071388029294066
418 => 0.0073086320884939
419 => 0.0073560277563297
420 => 0.0072124166700953
421 => 0.0069712011897376
422 => 0.0070272300442853
423 => 0.0068632462194818
424 => 0.0065758708740602
425 => 0.0067822688642341
426 => 0.0068527422127585
427 => 0.006883867258245
428 => 0.0066012666113043
429 => 0.006512467352477
430 => 0.0064651913721753
501 => 0.0069347209949645
502 => 0.0069604428876041
503 => 0.0068288460481509
504 => 0.0074236762410038
505 => 0.0072890478486175
506 => 0.00743946074767
507 => 0.0070221460130018
508 => 0.0070380879978549
509 => 0.0068405245146977
510 => 0.006951146864069
511 => 0.0068729625530581
512 => 0.0069422096714312
513 => 0.0069837161086674
514 => 0.0071812471736011
515 => 0.0074797555828827
516 => 0.0071517426195805
517 => 0.0070088226742376
518 => 0.0070974894045161
519 => 0.0073336205916127
520 => 0.0076913714273972
521 => 0.0074795757322062
522 => 0.0075735670652079
523 => 0.0075940999900854
524 => 0.0074379296855544
525 => 0.0076971296492843
526 => 0.0078360370155839
527 => 0.0079785272305779
528 => 0.0081022474917721
529 => 0.0079216135052823
530 => 0.0081149177636912
531 => 0.0079591486542087
601 => 0.0078194076598884
602 => 0.0078196195892942
603 => 0.0077319580222669
604 => 0.0075621026900832
605 => 0.0075307787607802
606 => 0.0076937297967906
607 => 0.0078244010961504
608 => 0.007835163810239
609 => 0.0079075101556984
610 => 0.0079503239777146
611 => 0.0083699576360425
612 => 0.0085387377648136
613 => 0.0087451189114306
614 => 0.008825515999042
615 => 0.0090674824088012
616 => 0.0088720748813697
617 => 0.0088297972336389
618 => 0.0082428658701724
619 => 0.0083389758480596
620 => 0.0084928571958904
621 => 0.0082454033169201
622 => 0.0084023558470952
623 => 0.0084333416012609
624 => 0.0082369949288021
625 => 0.0083418721702013
626 => 0.0080633493109801
627 => 0.0074858266200986
628 => 0.0076977725971329
629 => 0.0078538361764745
630 => 0.0076311142062534
701 => 0.0080303347173442
702 => 0.007797118336349
703 => 0.0077231999399341
704 => 0.0074348179217085
705 => 0.0075709231334692
706 => 0.0077550073812144
707 => 0.0076412647181986
708 => 0.0078772978225031
709 => 0.0082115836459278
710 => 0.0084498156307652
711 => 0.0084681041244227
712 => 0.0083149369184756
713 => 0.0085603883435058
714 => 0.0085621761891718
715 => 0.0082853059790392
716 => 0.0081157245169527
717 => 0.0080771952519642
718 => 0.0081734489100128
719 => 0.0082903186202893
720 => 0.0084745895799712
721 => 0.0085859406616204
722 => 0.0088762852265112
723 => 0.0089548441409396
724 => 0.0090411565703218
725 => 0.0091564965937438
726 => 0.009294991864437
727 => 0.0089919720967005
728 => 0.0090040116369722
729 => 0.0087218438248502
730 => 0.0084203070506404
731 => 0.0086491358751761
801 => 0.0089482991234337
802 => 0.0088796707437374
803 => 0.008871948649071
804 => 0.0088849350703695
805 => 0.0088331915132718
806 => 0.0085991573222248
807 => 0.0084816268166125
808 => 0.0086332711540821
809 => 0.0087138633705343
810 => 0.0088388548698717
811 => 0.0088234470293279
812 => 0.009145411708514
813 => 0.0092705174471392
814 => 0.0092385100456224
815 => 0.0092444001778027
816 => 0.0094708981417546
817 => 0.0097228104605283
818 => 0.009958759589818
819 => 0.010198777178382
820 => 0.0099094266073221
821 => 0.0097625122319999
822 => 0.0099140903662956
823 => 0.0098336608746216
824 => 0.010295832590718
825 => 0.01032783235758
826 => 0.010789970653401
827 => 0.011228594926539
828 => 0.010953102879351
829 => 0.011212879471415
830 => 0.011493849035628
831 => 0.012035884910665
901 => 0.011853346297005
902 => 0.011713524579686
903 => 0.011581393732433
904 => 0.011856337050385
905 => 0.012210047236603
906 => 0.012286233022921
907 => 0.012409683101965
908 => 0.012279890438607
909 => 0.012436211405429
910 => 0.012988093109223
911 => 0.012838969801263
912 => 0.012627190731192
913 => 0.013062848333055
914 => 0.013220511125594
915 => 0.014327071172272
916 => 0.015724148940919
917 => 0.015145749570992
918 => 0.014786718417247
919 => 0.01487109925471
920 => 0.015381264761753
921 => 0.015545113730771
922 => 0.015099715750853
923 => 0.015257037847096
924 => 0.016123898064961
925 => 0.01658894075964
926 => 0.015957350316699
927 => 0.014214817333866
928 => 0.012608122343058
929 => 0.013034290205038
930 => 0.012985975995018
1001 => 0.0139173091561
1002 => 0.012835413259687
1003 => 0.012853629611906
1004 => 0.013804221756459
1005 => 0.013550620069568
1006 => 0.013139817815653
1007 => 0.012611121654132
1008 => 0.011633777901085
1009 => 0.010768117283765
1010 => 0.012465877104064
1011 => 0.012392666613437
1012 => 0.012286646973822
1013 => 0.012522582209262
1014 => 0.013668216741174
1015 => 0.013641806157156
1016 => 0.013473795496434
1017 => 0.013601230101814
1018 => 0.013117477913192
1019 => 0.013242151867033
1020 => 0.012607867834362
1021 => 0.01289459070717
1022 => 0.013138936418517
1023 => 0.013187992437669
1024 => 0.013298518153683
1025 => 0.012354088011587
1026 => 0.012778109418376
1027 => 0.013027182269432
1028 => 0.011901862067014
1029 => 0.01300493830721
1030 => 0.01233764758398
1031 => 0.012111159090146
1101 => 0.012416096009504
1102 => 0.012297261795469
1103 => 0.012195095116421
1104 => 0.012138084354066
1105 => 0.012361996372983
1106 => 0.012351550609668
1107 => 0.01198518708727
1108 => 0.011507280807189
1109 => 0.011667681841523
1110 => 0.011609406641982
1111 => 0.011398209801194
1112 => 0.011540530971881
1113 => 0.010913820563271
1114 => 0.0098355978788296
1115 => 0.010547904811026
1116 => 0.010520481768977
1117 => 0.01050665382764
1118 => 0.011041932800468
1119 => 0.010990478078217
1120 => 0.010897087253487
1121 => 0.01139649460546
1122 => 0.011214204204013
1123 => 0.011775980268252
1124 => 0.012146002317558
1125 => 0.012052152756895
1126 => 0.012400160282738
1127 => 0.01167137715739
1128 => 0.011913449677927
1129 => 0.011963340488911
1130 => 0.011390331996258
1201 => 0.010998896707129
1202 => 0.010972792436033
1203 => 0.010294097587789
1204 => 0.010656650897488
1205 => 0.010975682806547
1206 => 0.010822891279984
1207 => 0.010774522047191
1208 => 0.011021629967523
1209 => 0.011040832369269
1210 => 0.010603015574481
1211 => 0.010694051549972
1212 => 0.011073686701242
1213 => 0.010684485718203
1214 => 0.0099283317837785
1215 => 0.0097407951533951
1216 => 0.0097157743099161
1217 => 0.0092071600945985
1218 => 0.0097533272477786
1219 => 0.0095149106490458
1220 => 0.010268065827773
1221 => 0.0098378676289364
1222 => 0.0098193226444107
1223 => 0.0097912891803425
1224 => 0.0093535039146301
1225 => 0.0094493510651161
1226 => 0.0097679615912646
1227 => 0.0098816454163989
1228 => 0.0098697872620532
1229 => 0.0097664002258691
1230 => 0.0098137302816069
1231 => 0.0096612636811909
]
'min_raw' => 0.005334636736233
'max_raw' => 0.01658894075964
'avg_raw' => 0.010961788747936
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.005334'
'max' => '$0.016588'
'avg' => '$0.010961'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.00303896694755
'max_diff' => 0.010361009839012
'year' => 2033
]
8 => [
'items' => [
101 => 0.0096074245512661
102 => 0.0094374934476041
103 => 0.0091877416698865
104 => 0.0092224711863948
105 => 0.0087276475636289
106 => 0.0084580413916686
107 => 0.0083834179566222
108 => 0.0082836283805502
109 => 0.0083946894547695
110 => 0.0087262457904769
111 => 0.0083263185060132
112 => 0.0076406712284375
113 => 0.0076818797981059
114 => 0.0077744632192167
115 => 0.0076019346264774
116 => 0.0074386507926769
117 => 0.0075806128385303
118 => 0.0072900950482931
119 => 0.0078095709062017
120 => 0.0077955205400596
121 => 0.0079891490157164
122 => 0.0081102288752009
123 => 0.0078311789991591
124 => 0.0077609987099657
125 => 0.0078009765922065
126 => 0.0071402312505981
127 => 0.0079351520247293
128 => 0.0079420265325938
129 => 0.0078831628226233
130 => 0.0083064335944226
131 => 0.0091996669443838
201 => 0.0088635966279001
202 => 0.0087334600435786
203 => 0.0084860703016541
204 => 0.0088157024442191
205 => 0.0087903918387326
206 => 0.0086759276819604
207 => 0.0086066994027947
208 => 0.0087342546298125
209 => 0.008590893898576
210 => 0.0085651423719565
211 => 0.0084091161385796
212 => 0.0083534218720054
213 => 0.0083121880542864
214 => 0.0082667936725291
215 => 0.0083669223671106
216 => 0.0081400175721622
217 => 0.0078663926332057
218 => 0.0078436436801944
219 => 0.0079064555395672
220 => 0.0078786659675877
221 => 0.0078435106344152
222 => 0.0077763895294036
223 => 0.0077564761313621
224 => 0.0078211850143895
225 => 0.0077481324582138
226 => 0.0078559254842297
227 => 0.0078266117456136
228 => 0.0076628675846063
301 => 0.0074587817341382
302 => 0.0074569649419845
303 => 0.0074129949802691
304 => 0.0073569926230964
305 => 0.0073414140484913
306 => 0.0075686571909928
307 => 0.008039043695156
308 => 0.0079466955689937
309 => 0.0080134265543626
310 => 0.0083416769562938
311 => 0.0084460178882338
312 => 0.0083719591661932
313 => 0.0082705830197211
314 => 0.0082750430556732
315 => 0.0086214760368151
316 => 0.0086430826369056
317 => 0.0086976755447809
318 => 0.0087678428593545
319 => 0.0083839089632772
320 => 0.0082569598036945
321 => 0.0081968042490131
322 => 0.0080115484237236
323 => 0.0082113309486642
324 => 0.008094926226922
325 => 0.0081106332008365
326 => 0.0081004040134692
327 => 0.0081059898414664
328 => 0.0078094257021125
329 => 0.0079174780875408
330 => 0.0077378200396615
331 => 0.0074972780811133
401 => 0.0074964717001234
402 => 0.0075553440037025
403 => 0.0075203244538602
404 => 0.0074260877456695
405 => 0.0074394736252832
406 => 0.0073221992345822
407 => 0.0074537128596357
408 => 0.0074574841998239
409 => 0.0074068442905827
410 => 0.0076094591753607
411 => 0.0076924706589723
412 => 0.0076591383858978
413 => 0.0076901319778364
414 => 0.0079505330505625
415 => 0.0079929897875122
416 => 0.0080118462655307
417 => 0.0079865810829906
418 => 0.0076948916314208
419 => 0.0077078292989573
420 => 0.0076129012788522
421 => 0.0075326971051316
422 => 0.007535904851465
423 => 0.0075771402225701
424 => 0.0077572175066086
425 => 0.008136179534732
426 => 0.0081505608666816
427 => 0.0081679914605377
428 => 0.0080970924754106
429 => 0.0080757086630844
430 => 0.008103919431173
501 => 0.0082462376440593
502 => 0.0086123187266207
503 => 0.0084829212223101
504 => 0.0083777190371134
505 => 0.0084700097158364
506 => 0.0084558022892452
507 => 0.0083358773109672
508 => 0.0083325114162494
509 => 0.008102337040599
510 => 0.0080172468147379
511 => 0.0079461390531154
512 => 0.0078684912337388
513 => 0.0078224590036338
514 => 0.0078931854303495
515 => 0.0079093614009498
516 => 0.0077547168328497
517 => 0.007733639349649
518 => 0.0078599254421944
519 => 0.0078043516412852
520 => 0.0078615106736842
521 => 0.0078747720595019
522 => 0.0078726366709496
523 => 0.0078146112401901
524 => 0.007851594919413
525 => 0.0077641174926855
526 => 0.0076689989298039
527 => 0.0076083192127814
528 => 0.0075553681116827
529 => 0.0075847484601083
530 => 0.0074800128826108
531 => 0.0074465058634586
601 => 0.0078390656810514
602 => 0.0081290538390364
603 => 0.0081248372963714
604 => 0.0080991701773048
605 => 0.0080610340447569
606 => 0.0082434477484281
607 => 0.0081798984615462
608 => 0.0082261358774734
609 => 0.0082379052404051
610 => 0.008273527557294
611 => 0.0082862594737402
612 => 0.0082477747793553
613 => 0.0081186154444898
614 => 0.0077967626621062
615 => 0.0076469393230816
616 => 0.0075974951256984
617 => 0.0075992923283654
618 => 0.0075497174557441
619 => 0.007564319477521
620 => 0.0075446394684746
621 => 0.0075073702924461
622 => 0.0075824471935103
623 => 0.0075910991069683
624 => 0.0075735752611577
625 => 0.0075777027612186
626 => 0.0074326128024397
627 => 0.0074436436768869
628 => 0.0073822223662295
629 => 0.0073707066109262
630 => 0.0072154388861497
701 => 0.0069403596052915
702 => 0.0070927802294788
703 => 0.0069086775490436
704 => 0.006838955074352
705 => 0.0071690104254727
706 => 0.0071358820225306
707 => 0.0070791805972644
708 => 0.0069953073716831
709 => 0.0069641979764487
710 => 0.0067751871390423
711 => 0.0067640193704347
712 => 0.0068576982451752
713 => 0.0068144686677757
714 => 0.0067537579687856
715 => 0.0065338699711883
716 => 0.0062866430594748
717 => 0.0062941052859265
718 => 0.0063727435667223
719 => 0.0066013949739532
720 => 0.0065120569134386
721 => 0.0064472411254991
722 => 0.0064351030767735
723 => 0.0065870361693011
724 => 0.0068020533261945
725 => 0.0069029345654712
726 => 0.0068029643211568
727 => 0.0066881238872686
728 => 0.0066951136923601
729 => 0.0067416137341456
730 => 0.006746500231062
731 => 0.0066717509143882
801 => 0.0066927924091853
802 => 0.0066608284545139
803 => 0.0064646657236967
804 => 0.0064611177619349
805 => 0.0064129762642411
806 => 0.0064115185588235
807 => 0.0063296178617868
808 => 0.0063181593881186
809 => 0.0061555405831353
810 => 0.0062625767730304
811 => 0.006190782516501
812 => 0.006082571637358
813 => 0.0060639160410067
814 => 0.006063355231253
815 => 0.006174463608623
816 => 0.0062612784069504
817 => 0.0061920314083311
818 => 0.0061762652090421
819 => 0.0063446069697072
820 => 0.0063231839461933
821 => 0.006304631745994
822 => 0.0067828008981235
823 => 0.0064042927022088
824 => 0.0062392415242975
825 => 0.0060349593492636
826 => 0.0061014746555348
827 => 0.0061154904078793
828 => 0.0056242286015525
829 => 0.0054249237479085
830 => 0.0053565298327829
831 => 0.00531716816768
901 => 0.0053351057727401
902 => 0.0051557080283328
903 => 0.0052762662795393
904 => 0.0051209229969964
905 => 0.0050948791901473
906 => 0.005372652222674
907 => 0.0054113027174235
908 => 0.0052464076990544
909 => 0.005352296994926
910 => 0.0053139000642716
911 => 0.0051235859117134
912 => 0.0051163173109418
913 => 0.005020824359054
914 => 0.0048713963804287
915 => 0.004803103784509
916 => 0.0047675364076105
917 => 0.0047822122005132
918 => 0.0047747916705349
919 => 0.0047263676929868
920 => 0.0047775672762449
921 => 0.004646773498149
922 => 0.0045946903618342
923 => 0.0045711656174804
924 => 0.0044550786112113
925 => 0.0046398246623114
926 => 0.0046762219617475
927 => 0.0047126909751072
928 => 0.0050301288379507
929 => 0.0050142705393931
930 => 0.0051576218350489
1001 => 0.0051520514673058
1002 => 0.0051111653556478
1003 => 0.0049386735760013
1004 => 0.0050074257249981
1005 => 0.0047958172968423
1006 => 0.0049543687191911
1007 => 0.0048820124712968
1008 => 0.0049299049989942
1009 => 0.0048437899158992
1010 => 0.0048914495584886
1011 => 0.0046848531116946
1012 => 0.0044919362565688
1013 => 0.0045695716306655
1014 => 0.0046539701609906
1015 => 0.0048369676790808
1016 => 0.004727975867003
1017 => 0.0047671734440629
1018 => 0.0046358681225074
1019 => 0.0043649477386276
1020 => 0.0043664811185785
1021 => 0.00432480591984
1022 => 0.0042887924634513
1023 => 0.0047404948877268
1024 => 0.0046843185509095
1025 => 0.0045948089103684
1026 => 0.0047146211212044
1027 => 0.004746301371425
1028 => 0.0047472032636116
1029 => 0.0048346151598368
1030 => 0.0048812669045216
1031 => 0.0048894894767225
1101 => 0.0050270339840919
1102 => 0.0050731370887062
1103 => 0.0052630292518569
1104 => 0.0048773088299227
1105 => 0.0048693651716633
1106 => 0.0047163071247151
1107 => 0.0046192352915885
1108 => 0.0047229537161778
1109 => 0.0048148340813871
1110 => 0.0047191621037777
1111 => 0.0047316548443078
1112 => 0.0046032230310548
1113 => 0.0046491313610143
1114 => 0.0046886737992952
1115 => 0.0046668407890736
1116 => 0.0046341557160421
1117 => 0.0048073009392298
1118 => 0.004797531407176
1119 => 0.0049587682195999
1120 => 0.0050844638450394
1121 => 0.0053097328766076
1122 => 0.0050746528986259
1123 => 0.00506608564987
1124 => 0.0051498318806892
1125 => 0.0050731242675946
1126 => 0.0051216008312136
1127 => 0.0053019225527638
1128 => 0.0053057324665929
1129 => 0.0052419115011586
1130 => 0.0052380279896119
1201 => 0.0052502855041484
1202 => 0.0053220781496453
1203 => 0.0052969915933435
1204 => 0.0053260223914098
1205 => 0.0053623258489271
1206 => 0.0055124923415656
1207 => 0.0055486969745544
1208 => 0.0054607384863415
1209 => 0.0054686801529977
1210 => 0.0054357812638916
1211 => 0.0054040013492369
1212 => 0.0054754379562967
1213 => 0.0056059897597886
1214 => 0.0056051776037947
1215 => 0.0056354630846404
1216 => 0.0056543306883088
1217 => 0.0055733371214341
1218 => 0.0055206132876146
1219 => 0.0055408309604057
1220 => 0.0055731594594823
1221 => 0.0055303472638678
1222 => 0.0052660905599968
1223 => 0.0053462491631676
1224 => 0.0053329068520446
1225 => 0.0053139057785249
1226 => 0.0053945058738613
1227 => 0.0053867317980409
1228 => 0.0051538680451666
1229 => 0.005168775227101
1230 => 0.0051547746002742
1231 => 0.0052000134898105
]
'min_raw' => 0.0042887924634513
'max_raw' => 0.0096074245512661
'avg_raw' => 0.0069481085073587
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.004288'
'max' => '$0.0096074'
'avg' => '$0.006948'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0010458442727817
'max_diff' => -0.0069815162083739
'year' => 2034
]
9 => [
'items' => [
101 => 0.0050706812190983
102 => 0.0051104629545032
103 => 0.0051354136860186
104 => 0.0051501098585617
105 => 0.0052032025110472
106 => 0.0051969727010711
107 => 0.0052028152573121
108 => 0.0052815376450075
109 => 0.0056796884677099
110 => 0.0057013589385193
111 => 0.0055946456146514
112 => 0.0056372754827094
113 => 0.0055554354581654
114 => 0.0056103752149223
115 => 0.0056479636011769
116 => 0.0054781089115235
117 => 0.0054680512191501
118 => 0.0053858734117126
119 => 0.0054300311106406
120 => 0.0053597730365953
121 => 0.0053770119104429
122 => 0.005328810516307
123 => 0.0054155634289498
124 => 0.0055125666653242
125 => 0.0055370735136063
126 => 0.0054726065466377
127 => 0.0054259282139723
128 => 0.0053439764386106
129 => 0.0054802640674516
130 => 0.005520118723415
131 => 0.0054800547279105
201 => 0.0054707710247365
202 => 0.0054531784239971
203 => 0.0054745033781489
204 => 0.0055199016663993
205 => 0.0054984926720352
206 => 0.0055126336899907
207 => 0.0054587427116989
208 => 0.0055733639336748
209 => 0.0057554100192719
210 => 0.0057559953272046
211 => 0.005734586217438
212 => 0.0057258260709872
213 => 0.0057477931168212
214 => 0.0057597093380507
215 => 0.0058307467362104
216 => 0.0059069726946905
217 => 0.0062626859829261
218 => 0.0061628031149993
219 => 0.0064784131058001
220 => 0.0067280196316953
221 => 0.0068028657148408
222 => 0.0067340108401273
223 => 0.0064984620331997
224 => 0.006486904884987
225 => 0.0068389142486779
226 => 0.0067394554803849
227 => 0.0067276251763717
228 => 0.0066017707292846
301 => 0.0066761662948896
302 => 0.0066598948933747
303 => 0.0066342096900592
304 => 0.0067761512467934
305 => 0.0070418531697898
306 => 0.007000441033354
307 => 0.0069695287945584
308 => 0.0068340803625733
309 => 0.0069156505721309
310 => 0.0068866049828819
311 => 0.0070114032670819
312 => 0.0069374755281423
313 => 0.0067387019823947
314 => 0.0067703573247212
315 => 0.0067655726834102
316 => 0.006864040262546
317 => 0.006834482739405
318 => 0.0067598011026357
319 => 0.0070409450295025
320 => 0.0070226891066965
321 => 0.0070485718313505
322 => 0.007059966207193
323 => 0.0072310935611652
324 => 0.007301198962623
325 => 0.0073171141161217
326 => 0.0073837088253604
327 => 0.0073154571790895
328 => 0.007588512426772
329 => 0.0077700782332655
330 => 0.0079809762607986
331 => 0.0082891549630702
401 => 0.0084050330059368
402 => 0.0083841006746771
403 => 0.0086177582495445
404 => 0.0090376357176652
405 => 0.0084689699157405
406 => 0.0090677763859957
407 => 0.0088782011710661
408 => 0.0084287217467804
409 => 0.0083997805708707
410 => 0.0087041732555604
411 => 0.0093792869334919
412 => 0.009210178614246
413 => 0.0093795635341208
414 => 0.0091819670276771
415 => 0.0091721546956581
416 => 0.0093699667128465
417 => 0.009832165273179
418 => 0.009612592062419
419 => 0.0092977800232344
420 => 0.0095302323339505
421 => 0.0093288606299624
422 => 0.0088751138204863
423 => 0.0092100493003013
424 => 0.0089860874833623
425 => 0.0090514514480101
426 => 0.00952218587541
427 => 0.0094655458636964
428 => 0.0095388432835776
429 => 0.0094094752560147
430 => 0.0092886251188056
501 => 0.0090630493632556
502 => 0.0089962675027876
503 => 0.0090147236064613
504 => 0.0089962583568592
505 => 0.0088700507947772
506 => 0.0088427962837619
507 => 0.0087973709046889
508 => 0.0088114501291111
509 => 0.0087260371267905
510 => 0.0088872291093962
511 => 0.0089171477617867
512 => 0.0090344498444314
513 => 0.0090466285357863
514 => 0.009373313166261
515 => 0.0091933807615077
516 => 0.0093140949532326
517 => 0.0093032971397187
518 => 0.0084384633288455
519 => 0.0085576297974905
520 => 0.0087430154262042
521 => 0.008659499451753
522 => 0.0085414274036072
523 => 0.0084460778941068
524 => 0.0083016136372258
525 => 0.0085049443045955
526 => 0.0087723025103809
527 => 0.0090534091810932
528 => 0.0093911404271154
529 => 0.0093157627446284
530 => 0.0090470955303698
531 => 0.0090591477453399
601 => 0.0091336497959134
602 => 0.0090371628711957
603 => 0.0090087069934479
604 => 0.0091297403952806
605 => 0.0091305738858002
606 => 0.0090195540180781
607 => 0.0088961757515263
608 => 0.0088956587920845
609 => 0.0088737048212443
610 => 0.0091858725903186
611 => 0.0093575332995881
612 => 0.0093772139232608
613 => 0.0093562086368079
614 => 0.0093642927378936
615 => 0.0092644071534553
616 => 0.0094927159793314
617 => 0.0097022347353579
618 => 0.0096460792330275
619 => 0.009561894152059
620 => 0.0094948366801648
621 => 0.0096302826237663
622 => 0.0096242514291094
623 => 0.0097004047718042
624 => 0.0096969500162966
625 => 0.0096713425114204
626 => 0.0096460801475521
627 => 0.0097462425647617
628 => 0.0097173973971645
629 => 0.0096885074250548
630 => 0.0096305641631554
701 => 0.0096384396147832
702 => 0.009554269069556
703 => 0.0095153279239517
704 => 0.008929746526937
705 => 0.0087732600432306
706 => 0.0088224938765807
707 => 0.0088387029328755
708 => 0.0087705998146236
709 => 0.0088682421919412
710 => 0.0088530247308651
711 => 0.0089122269699952
712 => 0.0088752399812491
713 => 0.0088767579401688
714 => 0.0089855287876135
715 => 0.009017105427371
716 => 0.0090010452935356
717 => 0.0090122932607647
718 => 0.0092714979180896
719 => 0.0092346473047163
720 => 0.0092150711508217
721 => 0.0092204938792364
722 => 0.0092867262265934
723 => 0.0093052676677013
724 => 0.0092267062788433
725 => 0.0092637562839867
726 => 0.0094215105035416
727 => 0.0094767155522703
728 => 0.0096529035678855
729 => 0.0095780557673599
730 => 0.0097154421445616
731 => 0.010137721029612
801 => 0.010475066622467
802 => 0.010164829673881
803 => 0.010784321894457
804 => 0.011266685449056
805 => 0.011248171532412
806 => 0.011164060289398
807 => 0.010614902206785
808 => 0.010109558751679
809 => 0.010532300009892
810 => 0.010533377664297
811 => 0.010497063815305
812 => 0.010271521618009
813 => 0.010489215435731
814 => 0.010506495180433
815 => 0.010496823118455
816 => 0.010323900444599
817 => 0.010059879483073
818 => 0.010111468546979
819 => 0.010195972486044
820 => 0.010035988900025
821 => 0.0099848644505448
822 => 0.010079914528953
823 => 0.010386185686055
824 => 0.010328286897913
825 => 0.010326774926567
826 => 0.010574490495147
827 => 0.010397179608409
828 => 0.010112119250286
829 => 0.010040137750375
830 => 0.0097846519182416
831 => 0.0099611168925056
901 => 0.0099674675527748
902 => 0.0098708194897987
903 => 0.010119961707938
904 => 0.010117665818537
905 => 0.010354189274736
906 => 0.010806333288833
907 => 0.010672612055209
908 => 0.010517108809332
909 => 0.010534016323797
910 => 0.010719450026166
911 => 0.010607332576674
912 => 0.010647650793222
913 => 0.010719388999716
914 => 0.010762670440854
915 => 0.01052778879048
916 => 0.01047302664209
917 => 0.010361002505386
918 => 0.01033177749915
919 => 0.010423018821035
920 => 0.010398979956322
921 => 0.0099669338043701
922 => 0.0099217825776091
923 => 0.0099231673012727
924 => 0.0098096323947583
925 => 0.009636464410824
926 => 0.01009153953328
927 => 0.010054990632175
928 => 0.010014643474015
929 => 0.010019585770671
930 => 0.010217118457403
1001 => 0.010102539523459
1002 => 0.010407166398467
1003 => 0.010344544270887
1004 => 0.01028031612203
1005 => 0.010271437835421
1006 => 0.010246715477799
1007 => 0.01016193331473
1008 => 0.010059553758205
1009 => 0.0099919539070227
1010 => 0.0092170493065433
1011 => 0.0093608670929796
1012 => 0.0095263163468708
1013 => 0.0095834287663178
1014 => 0.0094857340207946
1015 => 0.010165790898739
1016 => 0.010290043843531
1017 => 0.0099136735689381
1018 => 0.0098432700576588
1019 => 0.010170406541218
1020 => 0.0099731032508232
1021 => 0.010061948910407
1022 => 0.0098699131903644
1023 => 0.010260114947682
1024 => 0.010257142264058
1025 => 0.010105344967355
1026 => 0.010233643003065
1027 => 0.010211348062101
1028 => 0.010039969287984
1029 => 0.010265547960504
1030 => 0.010265659844711
1031 => 0.010119558246993
1101 => 0.0099489435666095
1102 => 0.0099184416914959
1103 => 0.0098954626259481
1104 => 0.010056297468924
1105 => 0.01020050148622
1106 => 0.010468829411198
1107 => 0.010536293426852
1108 => 0.010799609971283
1109 => 0.010642817789724
1110 => 0.01071232173301
1111 => 0.010787778095381
1112 => 0.010823954650317
1113 => 0.010765006895389
1114 => 0.011174045874304
1115 => 0.011208581296755
1116 => 0.011220160725173
1117 => 0.011082235082914
1118 => 0.011204745335138
1119 => 0.011147426845236
1120 => 0.011296553632427
1121 => 0.011319938616805
1122 => 0.011300132366982
1123 => 0.01130755513013
1124 => 0.010958512521047
1125 => 0.010940412820419
1126 => 0.010693622118068
1127 => 0.010794191153461
1128 => 0.010606182162194
1129 => 0.010665801750032
1130 => 0.010692081496275
1201 => 0.0106783544482
1202 => 0.01079987717583
1203 => 0.010696558031891
1204 => 0.010423881823798
1205 => 0.010151131325254
1206 => 0.010147707164922
1207 => 0.010075896773102
1208 => 0.010023991012545
1209 => 0.010033989903484
1210 => 0.010069227299329
1211 => 0.01002194295104
1212 => 0.010032033464125
1213 => 0.010199603214068
1214 => 0.010233208132366
1215 => 0.010119005489699
1216 => 0.0096604654000298
1217 => 0.0095479385118641
1218 => 0.0096288206075724
1219 => 0.0095901641752979
1220 => 0.0077400109710908
1221 => 0.0081746770227089
1222 => 0.0079164132147018
1223 => 0.0080354330595779
1224 => 0.0077718125886916
1225 => 0.0078976260949312
1226 => 0.0078743929343024
1227 => 0.0085733230826007
1228 => 0.008562410249682
1229 => 0.0085676336453059
1230 => 0.0083183073626917
1231 => 0.0087154909008424
]
'min_raw' => 0.0050706812190983
'max_raw' => 0.011319938616805
'avg_raw' => 0.0081953099179515
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.00507'
'max' => '$0.011319'
'avg' => '$0.008195'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00078188875564701
'max_diff' => 0.0017125140655386
'year' => 2035
]
10 => [
'items' => [
101 => 0.0089111577939935
102 => 0.008874945059577
103 => 0.0088840590246569
104 => 0.0087274509085732
105 => 0.008569149954198
106 => 0.0083935698334537
107 => 0.0087197759954378
108 => 0.00868350743875
109 => 0.0087666944587769
110 => 0.0089782624725216
111 => 0.0090094166662142
112 => 0.0090512882184718
113 => 0.0090362802476075
114 => 0.0093938310013606
115 => 0.0093505292458853
116 => 0.0094548740178155
117 => 0.0092402289052981
118 => 0.0089973375861835
119 => 0.0090435032852317
120 => 0.0090390571571722
121 => 0.0089824528439472
122 => 0.0089313530009175
123 => 0.0088462861595646
124 => 0.009115450233129
125 => 0.0091045226632936
126 => 0.0092814273170183
127 => 0.0092501577011123
128 => 0.0090413315531193
129 => 0.0090487898198481
130 => 0.0090989502479202
131 => 0.0092725560621993
201 => 0.0093240940878625
202 => 0.0093002196209401
203 => 0.0093567287132795
204 => 0.0094013911958033
205 => 0.0093623376334488
206 => 0.0099152537197142
207 => 0.0096856444115218
208 => 0.0097975543907235
209 => 0.0098242442613512
210 => 0.0097558787189658
211 => 0.0097707047571226
212 => 0.0097931621650767
213 => 0.0099295191485625
214 => 0.01028735932844
215 => 0.010445844308208
216 => 0.010922654189349
217 => 0.010432684336855
218 => 0.010403611553505
219 => 0.010489499411378
220 => 0.010769437287059
221 => 0.010996300642072
222 => 0.01107156430499
223 => 0.011081511640513
224 => 0.011222711275581
225 => 0.011303644273186
226 => 0.011205565925965
227 => 0.011122454795926
228 => 0.010824761044262
229 => 0.01085921990661
301 => 0.011096607296981
302 => 0.011431930967927
303 => 0.01171967356208
304 => 0.011618916134449
305 => 0.012387624183613
306 => 0.012463838446796
307 => 0.012453308099926
308 => 0.012626935533662
309 => 0.012282320436309
310 => 0.012134990805587
311 => 0.011140424365592
312 => 0.011419856967393
313 => 0.011826028664612
314 => 0.011772270317419
315 => 0.011477297573898
316 => 0.011719449798803
317 => 0.011639386700449
318 => 0.011576237612957
319 => 0.011865535824814
320 => 0.011547440557162
321 => 0.011822855420987
322 => 0.011469633009329
323 => 0.011619376385892
324 => 0.011534374803083
325 => 0.011589381244562
326 => 0.011267814711638
327 => 0.011441324207218
328 => 0.011260596146176
329 => 0.011260510457543
330 => 0.011256520875579
331 => 0.011469146637924
401 => 0.0114760803564
402 => 0.011318949596768
403 => 0.011296304599461
404 => 0.011380035023228
405 => 0.01128200862603
406 => 0.011327874560308
407 => 0.011283397858455
408 => 0.011273385216045
409 => 0.011193602777812
410 => 0.011159230309758
411 => 0.011172708640151
412 => 0.011126700149963
413 => 0.011098978370424
414 => 0.011251006315882
415 => 0.011169783917414
416 => 0.011238557818423
417 => 0.011160181278265
418 => 0.010888494043041
419 => 0.010732243841024
420 => 0.010219051839107
421 => 0.010364592454238
422 => 0.010461086032642
423 => 0.010429194905555
424 => 0.010497709386766
425 => 0.010501915619461
426 => 0.010479640863197
427 => 0.010453849549016
428 => 0.010441295763622
429 => 0.010534861394826
430 => 0.010589179393014
501 => 0.010470770454152
502 => 0.010443028896494
503 => 0.01056274687122
504 => 0.010635774766644
505 => 0.011174971715625
506 => 0.011135026264061
507 => 0.011235281508587
508 => 0.011223994306596
509 => 0.011329077774772
510 => 0.011500844833653
511 => 0.011151594376123
512 => 0.011212212179378
513 => 0.011197350093889
514 => 0.011359610446206
515 => 0.011360117005315
516 => 0.011262833818595
517 => 0.011315572612355
518 => 0.011286135264491
519 => 0.011339332530777
520 => 0.011134492768202
521 => 0.011383965487933
522 => 0.011525400444353
523 => 0.01152736426886
524 => 0.011594403315706
525 => 0.011662518869942
526 => 0.011793260744682
527 => 0.011658872550015
528 => 0.011417121270237
529 => 0.011434574931786
530 => 0.011292836244905
531 => 0.011295218897839
601 => 0.011282500109747
602 => 0.011320670150236
603 => 0.011142868945602
604 => 0.011184598532945
605 => 0.011126176866296
606 => 0.011212085182084
607 => 0.01111966203545
608 => 0.011197342926942
609 => 0.011230867424547
610 => 0.011354573542443
611 => 0.011101390541254
612 => 0.010585133262847
613 => 0.010693656801783
614 => 0.010533141963357
615 => 0.010547998222777
616 => 0.01057801023116
617 => 0.010480731492672
618 => 0.01049928921037
619 => 0.010498626198105
620 => 0.010492912716595
621 => 0.010467606759631
622 => 0.010430908115402
623 => 0.010577104218763
624 => 0.010601945785541
625 => 0.010657165511272
626 => 0.010821461959149
627 => 0.010805044869629
628 => 0.010831821823774
629 => 0.010773367883221
630 => 0.010550709733429
701 => 0.010562801142203
702 => 0.010412021081035
703 => 0.010653309726108
704 => 0.0105961693901
705 => 0.010559330643756
706 => 0.010549278850508
707 => 0.0107139825575
708 => 0.010763264488046
709 => 0.010732555296117
710 => 0.01066956984754
711 => 0.010790520528784
712 => 0.010822881828586
713 => 0.010830126330172
714 => 0.011044427747344
715 => 0.010842103398801
716 => 0.010890804880426
717 => 0.011270759937617
718 => 0.010926193130959
719 => 0.011108717853202
720 => 0.011099784217861
721 => 0.011193157689462
722 => 0.011092124867823
723 => 0.011093377290734
724 => 0.011176286607848
725 => 0.011059855424735
726 => 0.011031025426421
727 => 0.010991196990235
728 => 0.011078160923554
729 => 0.011130291868538
730 => 0.011550428999152
731 => 0.01182185674611
801 => 0.011810073351775
802 => 0.011917751518409
803 => 0.011869241518121
804 => 0.011712589930902
805 => 0.01197997508866
806 => 0.011895363236875
807 => 0.011902338535133
808 => 0.011902078914183
809 => 0.011958338398723
810 => 0.01191847339782
811 => 0.011839895388982
812 => 0.011892059138331
813 => 0.012046966825016
814 => 0.012527805037633
815 => 0.012796888471672
816 => 0.012511605877032
817 => 0.012708389990729
818 => 0.01259038964386
819 => 0.012568945470628
820 => 0.012692540436261
821 => 0.01281635173852
822 => 0.012808465493817
823 => 0.012718584846157
824 => 0.012667813548932
825 => 0.013052270821158
826 => 0.013335532390275
827 => 0.013316215850271
828 => 0.013401472775774
829 => 0.013651789745948
830 => 0.013674675592626
831 => 0.01367179250197
901 => 0.013615067543087
902 => 0.013861537107989
903 => 0.014067146355251
904 => 0.013601937354047
905 => 0.013779082851672
906 => 0.013858609172828
907 => 0.01397537740668
908 => 0.014172384989818
909 => 0.014386387478786
910 => 0.014416649777144
911 => 0.014395177228275
912 => 0.014254036834104
913 => 0.014488200911114
914 => 0.014625368735603
915 => 0.014707049036056
916 => 0.014914176687699
917 => 0.013859100300313
918 => 0.013112264792622
919 => 0.012995635643661
920 => 0.013232805604289
921 => 0.013295345431511
922 => 0.013270135705576
923 => 0.012429504442357
924 => 0.012991209894033
925 => 0.013595557730501
926 => 0.013618773192184
927 => 0.013921322355437
928 => 0.014019844764901
929 => 0.014263436497345
930 => 0.014248199768158
1001 => 0.014307510478617
1002 => 0.014293875973401
1003 => 0.014745078363463
1004 => 0.015242821603904
1005 => 0.015225586338215
1006 => 0.01515402985837
1007 => 0.015260303433132
1008 => 0.015774027798675
1009 => 0.015726732291361
1010 => 0.015772675848095
1011 => 0.016378385827306
1012 => 0.017165894961521
1013 => 0.016800017904054
1014 => 0.017593865840471
1015 => 0.018093551036374
1016 => 0.018957704914276
1017 => 0.018849508592715
1018 => 0.019185917355928
1019 => 0.018655814595867
1020 => 0.017438591507325
1021 => 0.01724596129422
1022 => 0.017631611859029
1023 => 0.018579696141382
1024 => 0.017601753311033
1025 => 0.017799589871937
1026 => 0.017742612929087
1027 => 0.017739576869939
1028 => 0.017855450899075
1029 => 0.017687369576231
1030 => 0.017002576029711
1031 => 0.017316412876567
1101 => 0.017195225398313
1102 => 0.017329691940561
1103 => 0.018055352410854
1104 => 0.017734520619353
1105 => 0.017396550389264
1106 => 0.017820440059393
1107 => 0.018360197273762
1108 => 0.018326420237324
1109 => 0.018260878668928
1110 => 0.018630333058331
1111 => 0.019240563469647
1112 => 0.019405506297721
1113 => 0.019527263721298
1114 => 0.019544052012901
1115 => 0.019716981850274
1116 => 0.018787094530789
1117 => 0.020262849588011
1118 => 0.020517671719483
1119 => 0.020469775720062
1120 => 0.020752999794638
1121 => 0.020669668087196
1122 => 0.020548933517458
1123 => 0.020997903919149
1124 => 0.020483195583653
1125 => 0.019752631901394
1126 => 0.019351830216395
1127 => 0.019879638206951
1128 => 0.020201952128823
1129 => 0.020414981128165
1130 => 0.02047944357465
1201 => 0.018859279036351
1202 => 0.017986100208652
1203 => 0.018545797826192
1204 => 0.019228667547855
1205 => 0.018783301155006
1206 => 0.018800758674416
1207 => 0.018165783238442
1208 => 0.019284848784338
1209 => 0.019121810347124
1210 => 0.019967654047802
1211 => 0.019765786660315
1212 => 0.020455539362755
1213 => 0.020273904360072
1214 => 0.021027861101132
1215 => 0.021328634857704
1216 => 0.021833680806687
1217 => 0.022205194662665
1218 => 0.022423354704823
1219 => 0.02241025719419
1220 => 0.023274715968122
1221 => 0.022764974831023
1222 => 0.022124619826066
1223 => 0.02211303782432
1224 => 0.022444686755288
1225 => 0.023139731931156
1226 => 0.023319947032763
1227 => 0.023420662689165
1228 => 0.023266413155448
1229 => 0.022713125684604
1230 => 0.022474218959925
1231 => 0.022677774411146
]
'min_raw' => 0.0083935698334537
'max_raw' => 0.023420662689165
'avg_raw' => 0.015907116261309
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.008393'
'max' => '$0.02342'
'avg' => '$0.0159071'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0033228886143554
'max_diff' => 0.01210072407236
'year' => 2036
]
11 => [
'items' => [
101 => 0.022428843586022
102 => 0.022858568027839
103 => 0.023448671470642
104 => 0.023326817443225
105 => 0.023734157187503
106 => 0.02415571096944
107 => 0.024758551810775
108 => 0.024916156729832
109 => 0.025176671667854
110 => 0.025444827113778
111 => 0.025530951416017
112 => 0.025695389431792
113 => 0.02569452276228
114 => 0.026190067790775
115 => 0.026736669302957
116 => 0.026942998719951
117 => 0.02741744183726
118 => 0.026604974625339
119 => 0.027221240338532
120 => 0.027777127437963
121 => 0.027114375921486
122 => 0.028027824485651
123 => 0.028063291623478
124 => 0.028598803296149
125 => 0.028055959624274
126 => 0.027733620784734
127 => 0.028664200936609
128 => 0.029114479359102
129 => 0.02897885183376
130 => 0.027946719669149
131 => 0.027345974479115
201 => 0.025773708441703
202 => 0.027636125479856
203 => 0.028543254491691
204 => 0.027944370424155
205 => 0.028246412712814
206 => 0.029894257502198
207 => 0.030521650107946
208 => 0.030391156831756
209 => 0.03041320804733
210 => 0.03075173770941
211 => 0.032252964662765
212 => 0.031353394674147
213 => 0.032041082224201
214 => 0.032405829221108
215 => 0.032744626559406
216 => 0.031912647374544
217 => 0.03083025467924
218 => 0.030487415476883
219 => 0.027884823206354
220 => 0.027749346976187
221 => 0.027673300062845
222 => 0.027193835031271
223 => 0.026817106852979
224 => 0.026517518618581
225 => 0.0257313096269
226 => 0.025996632082185
227 => 0.024743579044015
228 => 0.025545237972363
301 => 0.023545335067421
302 => 0.025210913634093
303 => 0.024304414944818
304 => 0.024913104434462
305 => 0.024910980774174
306 => 0.023790190438561
307 => 0.023143741963277
308 => 0.023555684091879
309 => 0.023997318753748
310 => 0.024068972491798
311 => 0.024641563358755
312 => 0.024801361161923
313 => 0.024317166358078
314 => 0.023503891524925
315 => 0.023692796719842
316 => 0.023139913805532
317 => 0.022171007764537
318 => 0.022866892998656
319 => 0.023104498813498
320 => 0.023209439077437
321 => 0.022256631265729
322 => 0.021957238364827
323 => 0.021797844096536
324 => 0.023380896001281
325 => 0.023467619158161
326 => 0.023023931226146
327 => 0.025029442751068
328 => 0.024575533726683
329 => 0.025082661317332
330 => 0.023675655553414
331 => 0.02372940506838
401 => 0.023063305991474
402 => 0.023436276965785
403 => 0.023172673102557
404 => 0.023406144596831
405 => 0.02354608644786
406 => 0.024212076224463
407 => 0.025218518167547
408 => 0.02411259956064
409 => 0.023630734986565
410 => 0.023929681058212
411 => 0.024725813841661
412 => 0.025931995761874
413 => 0.025217911788435
414 => 0.025534810129915
415 => 0.025604038319703
416 => 0.025077499234514
417 => 0.025951410008993
418 => 0.026419745892675
419 => 0.026900161600876
420 => 0.027317293099365
421 => 0.026708273002453
422 => 0.027360011805751
423 => 0.026834825377678
424 => 0.026363678858923
425 => 0.026364393393711
426 => 0.026068836300143
427 => 0.025496157188765
428 => 0.025390546374153
429 => 0.02593994716894
430 => 0.026380514577911
501 => 0.026416801819889
502 => 0.026660722574666
503 => 0.026805072364759
504 => 0.028219896541698
505 => 0.028788950529702
506 => 0.029484778974593
507 => 0.02975584336862
508 => 0.030571650012679
509 => 0.029912819891025
510 => 0.02977027784997
511 => 0.027791397779803
512 => 0.028115439280434
513 => 0.028634260988298
514 => 0.027799952958672
515 => 0.028329129372233
516 => 0.028433600005759
517 => 0.027771603491077
518 => 0.02812520443275
519 => 0.027186145167041
520 => 0.025238987093387
521 => 0.025953577752554
522 => 0.026479757006315
523 => 0.025728834333763
524 => 0.027074834159592
525 => 0.026288528848419
526 => 0.026039307814088
527 => 0.025067007705451
528 => 0.025525895929465
529 => 0.026146548823089
530 => 0.025763057493473
531 => 0.02655885958394
601 => 0.027685927576708
602 => 0.028489143346413
603 => 0.028550804279641
604 => 0.028034390350998
605 => 0.028861946967358
606 => 0.028867974813844
607 => 0.027934487569921
608 => 0.027362731830697
609 => 0.027232827723761
610 => 0.027557353652088
611 => 0.027951388039868
612 => 0.028572670445823
613 => 0.028948098391887
614 => 0.029927015363627
615 => 0.03019188222843
616 => 0.030482890610234
617 => 0.030871767551985
618 => 0.031338714026558
619 => 0.030317061723469
620 => 0.030357653874069
621 => 0.029406305395173
622 => 0.028389653108299
623 => 0.029161165466539
624 => 0.030169815244951
625 => 0.029938429871324
626 => 0.029912394290017
627 => 0.029956178916108
628 => 0.029781721900733
629 => 0.028992659285873
630 => 0.028596396980483
701 => 0.029107676451731
702 => 0.029379398736269
703 => 0.029800816302913
704 => 0.029748867692778
705 => 0.03083439408751
706 => 0.031256196819889
707 => 0.03114828163099
708 => 0.031168140622871
709 => 0.031931794321918
710 => 0.03278113429262
711 => 0.033576653255462
712 => 0.0343858893128
713 => 0.033410323660658
714 => 0.032914991587025
715 => 0.033426047849651
716 => 0.033154874203064
717 => 0.034713118411681
718 => 0.034821007859811
719 => 0.036379139389635
720 => 0.037857991750289
721 => 0.036929151078954
722 => 0.03780500599612
723 => 0.038752314498535
724 => 0.040579826294957
725 => 0.039964384614562
726 => 0.03949296593258
727 => 0.039047477555986
728 => 0.039974468148391
729 => 0.041167026736483
730 => 0.041423892434174
731 => 0.041840112994682
801 => 0.041402507968336
802 => 0.041929555021957
803 => 0.043790262717448
804 => 0.043287483073205
805 => 0.042573455152519
806 => 0.044042305173843
807 => 0.04457387628655
808 => 0.048304720741482
809 => 0.05301506597933
810 => 0.051064952121066
811 => 0.049854453519461
812 => 0.050138949404249
813 => 0.051859008029863
814 => 0.052411436268478
815 => 0.050909745882489
816 => 0.051440168313849
817 => 0.054362848060629
818 => 0.055930771973984
819 => 0.053801320699372
820 => 0.047926249087981
821 => 0.04250916475061
822 => 0.043946019451368
823 => 0.043783124719095
824 => 0.046923179495286
825 => 0.04327549194497
826 => 0.043336909648301
827 => 0.046541897431889
828 => 0.045686861638628
829 => 0.044301813158257
830 => 0.042519277137303
831 => 0.039224094437945
901 => 0.036305459228155
902 => 0.042029574996098
903 => 0.041782740715556
904 => 0.041425288098539
905 => 0.042220760217297
906 => 0.046083347027287
907 => 0.045994301899343
908 => 0.045427842226589
909 => 0.045857496895826
910 => 0.04422649261739
911 => 0.04464683955722
912 => 0.042508306656774
913 => 0.043475012840799
914 => 0.044298841466275
915 => 0.044464237259831
916 => 0.04483688242803
917 => 0.041652670265946
918 => 0.043082288043164
919 => 0.04392205455021
920 => 0.040127958920412
921 => 0.043847057478556
922 => 0.041597240216437
923 => 0.040833618446552
924 => 0.041861734560184
925 => 0.041461076710826
926 => 0.041116614619366
927 => 0.040924398853722
928 => 0.041679333858538
929 => 0.041644115238221
930 => 0.040408895043771
1001 => 0.038797600654128
1002 => 0.039338403940228
1003 => 0.03914192503633
1004 => 0.038429860142321
1005 => 0.03890970590584
1006 => 0.036796708007687
1007 => 0.033161404947989
1008 => 0.03556299750157
1009 => 0.035470538800687
1010 => 0.035423916931033
1011 => 0.037228647359907
1012 => 0.037055164171386
1013 => 0.036740290485468
1014 => 0.038424077240152
1015 => 0.037809472424565
1016 => 0.0397035396471
1017 => 0.040951094820448
1018 => 0.040634674474305
1019 => 0.041808006144797
1020 => 0.03935086295567
1021 => 0.040167027359624
1022 => 0.040335237712124
1023 => 0.038403299572967
1024 => 0.03708354816653
1025 => 0.036995535793989
1026 => 0.034707268728174
1027 => 0.035929642524486
1028 => 0.037005280879975
1029 => 0.036490133580604
1030 => 0.036327053335211
1031 => 0.037160194941135
1101 => 0.03722493717929
1102 => 0.035748807288268
1103 => 0.036055741435566
1104 => 0.037335707853354
1105 => 0.036023489565893
1106 => 0.033474063782998
1107 => 0.032841770940271
1108 => 0.032757411419582
1109 => 0.031042583082329
1110 => 0.032884023771448
1111 => 0.032080185563105
1112 => 0.0346195008318
1113 => 0.033169057568943
1114 => 0.033106531858845
1115 => 0.033012015077505
1116 => 0.031535991488965
1117 => 0.031859146848662
1118 => 0.032933364482249
1119 => 0.03331665743584
1120 => 0.033276676840554
1121 => 0.032928100229807
1122 => 0.033087676817206
1123 => 0.032573625029025
1124 => 0.032392102643555
1125 => 0.031819168063348
1126 => 0.030977112507661
1127 => 0.031094205497306
1128 => 0.029425873105669
1129 => 0.028516877073603
1130 => 0.028265278952302
1201 => 0.02792883142949
1202 => 0.028303281595257
1203 => 0.029421146929618
1204 => 0.028072764168018
1205 => 0.025761056501307
1206 => 0.025899994071034
1207 => 0.026212145539278
1208 => 0.025630453343295
1209 => 0.025079930497523
1210 => 0.025558565446592
1211 => 0.024579064433503
1212 => 0.026330513557088
1213 => 0.026283141766674
1214 => 0.02693597369106
1215 => 0.027344202890838
1216 => 0.026403366751122
1217 => 0.026166749006276
1218 => 0.026301537227417
1219 => 0.024073788176418
1220 => 0.026753919065997
1221 => 0.026777096949225
1222 => 0.026578633841327
1223 => 0.02800572080027
1224 => 0.031017319403225
1225 => 0.02988423486752
1226 => 0.029445470287634
1227 => 0.028611378500535
1228 => 0.029722756283374
1229 => 0.029637419809846
1230 => 0.029251495913657
1231 => 0.029018087937086
]
'min_raw' => 0.021797844096536
'max_raw' => 0.055930771973984
'avg_raw' => 0.03886430803526
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.021797'
'max' => '$0.05593'
'avg' => '$0.038864'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.013404274263082
'max_diff' => 0.032510109284819
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00068420941835173
]
1 => [
'year' => 2028
'avg' => 0.0011743019893049
]
2 => [
'year' => 2029
'avg' => 0.0032079813874397
]
3 => [
'year' => 2030
'avg' => 0.0024749528629405
]
4 => [
'year' => 2031
'avg' => 0.0024307104289393
]
5 => [
'year' => 2032
'avg' => 0.0042618003546555
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00068420941835173
'min' => '$0.000684'
'max_raw' => 0.0042618003546555
'max' => '$0.004261'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0042618003546555
]
1 => [
'year' => 2033
'avg' => 0.010961788747936
]
2 => [
'year' => 2034
'avg' => 0.0069481085073587
]
3 => [
'year' => 2035
'avg' => 0.0081953099179515
]
4 => [
'year' => 2036
'avg' => 0.015907116261309
]
5 => [
'year' => 2037
'avg' => 0.03886430803526
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0042618003546555
'min' => '$0.004261'
'max_raw' => 0.03886430803526
'max' => '$0.038864'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.03886430803526
]
]
]
]
'prediction_2025_max_price' => '$0.001169'
'last_price' => 0.00113434
'sma_50day_nextmonth' => '$0.001062'
'sma_200day_nextmonth' => '$0.00242'
'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' => '$0.001112'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.001075'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.000992'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.001082'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.00119'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.001796'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.002979'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0011043'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.001076'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.001052'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.001073'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.001282'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.001864'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.003829'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.002254'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.004924'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.023499'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.020927'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.001128'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.001174'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.001438'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.002471'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.007621'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.01404'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.020977'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.96'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 66.04
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.0010033'
'vwma_10_action' => 'BUY'
'hma_9' => '0.001152'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 62.76
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 18.75
'cci_20_action' => 'NEUTRAL'
'adx_14' => 17.31
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0000015'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -37.24
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 74.39
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000522'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 17
'sell_pct' => 48.48
'buy_pct' => 51.52
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767680268
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de ARC pour 2026
La prévision du prix de ARC pour 2026 suggère que le prix moyen pourrait varier entre $0.000391 à la baisse et $0.001169 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, ARC pourrait potentiellement gagner 3.13% d'ici 2026 si ARC atteint l'objectif de prix prévu.
Prévision du prix de ARC de 2027 à 2032
La prévision du prix de ARC pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.000684 à la baisse et $0.004261 à la hausse. Compte tenu de la volatilité des prix sur le marché, si ARC atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de ARC | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.000377 | $0.000684 | $0.000991 |
| 2028 | $0.00068 | $0.001174 | $0.001667 |
| 2029 | $0.001495 | $0.0032079 | $0.00492 |
| 2030 | $0.001272 | $0.002474 | $0.003677 |
| 2031 | $0.0015039 | $0.00243 | $0.003357 |
| 2032 | $0.002295 | $0.004261 | $0.006227 |
Prévision du prix de ARC de 2032 à 2037
La prévision du prix de ARC pour 2032-2037 est actuellement estimée entre $0.004261 à la baisse et $0.038864 à la hausse. Par rapport au prix actuel, ARC pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de ARC | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.002295 | $0.004261 | $0.006227 |
| 2033 | $0.005334 | $0.010961 | $0.016588 |
| 2034 | $0.004288 | $0.006948 | $0.0096074 |
| 2035 | $0.00507 | $0.008195 | $0.011319 |
| 2036 | $0.008393 | $0.0159071 | $0.02342 |
| 2037 | $0.021797 | $0.038864 | $0.05593 |
ARC Histogramme des prix potentiels
Prévision du prix de ARC basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 51.52%
Baissier 48.48%
Au 6 janvier 2026, le sentiment global de prévision du prix pour ARC est Haussier, avec 17 indicateurs techniques montrant des signaux haussiers et 16 indiquant des signaux baissiers. La prévision du prix de ARC a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de ARC et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de ARC devrait augmenter au cours du prochain mois, atteignant $0.00242 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour ARC devrait atteindre $0.001062 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 51.96, ce qui suggère que le marché de ARC est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de ARC 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 | $0.001112 | BUY |
| SMA 5 | $0.001075 | BUY |
| SMA 10 | $0.000992 | BUY |
| SMA 21 | $0.001082 | BUY |
| SMA 50 | $0.00119 | SELL |
| SMA 100 | $0.001796 | SELL |
| SMA 200 | $0.002979 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.0011043 | BUY |
| EMA 5 | $0.001076 | BUY |
| EMA 10 | $0.001052 | BUY |
| EMA 21 | $0.001073 | BUY |
| EMA 50 | $0.001282 | SELL |
| EMA 100 | $0.001864 | SELL |
| EMA 200 | $0.003829 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.002254 | SELL |
| SMA 50 | $0.004924 | SELL |
| SMA 100 | $0.023499 | SELL |
| SMA 200 | $0.020927 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.002471 | SELL |
| EMA 50 | $0.007621 | SELL |
| EMA 100 | $0.01404 | SELL |
| EMA 200 | $0.020977 | SELL |
Oscillateurs de ARC
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) | 51.96 | NEUTRAL |
| Stoch RSI (14) | 66.04 | NEUTRAL |
| Stochastique Rapide (14) | 62.76 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | 18.75 | NEUTRAL |
| Indice Directionnel Moyen (14) | 17.31 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.0000015 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -37.24 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 74.39 | SELL |
| VWMA (10) | 0.0010033 | BUY |
| Moyenne Mobile de Hull (9) | 0.001152 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000522 | SELL |
Prévision du cours de ARC basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de ARC
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 ARC par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.001593 | $0.002239 | $0.003147 | $0.004422 | $0.006214 | $0.008731 |
| Action Amazon.com | $0.002366 | $0.004938 | $0.0103047 | $0.0215013 | $0.044863 | $0.093611 |
| Action Apple | $0.0016089 | $0.002282 | $0.003237 | $0.004591 | $0.006512 | $0.009238 |
| Action Netflix | $0.001789 | $0.002824 | $0.004455 | $0.00703 | $0.011093 | $0.0175035 |
| Action Google | $0.001468 | $0.0019023 | $0.002463 | $0.00319 | $0.004131 | $0.005349 |
| Action Tesla | $0.002571 | $0.005829 | $0.013214 | $0.029956 | $0.0679091 | $0.153944 |
| Action Kodak | $0.00085 | $0.000637 | $0.000478 | $0.000358 | $0.000268 | $0.0002017 |
| Action Nokia | $0.000751 | $0.000497 | $0.000329 | $0.000218 | $0.000144 | $0.000095 |
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 ARC
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans ARC maintenant ?", "Devrais-je acheter ARC aujourd'hui ?", " ARC sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de ARC avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme ARC 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 ARC afin de prendre une décision responsable concernant cet investissement.
Le cours de ARC est de $0.001134 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 ARC basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si ARC présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001163 | $0.001194 | $0.001225 | $0.001256 |
| Si ARC présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001193 | $0.001255 | $0.00132 | $0.001389 |
| Si ARC présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001281 | $0.001448 | $0.001636 | $0.001849 |
| Si ARC présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001429 | $0.00180068 | $0.002268 | $0.002858 |
| Si ARC présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001724 | $0.00262 | $0.003982 | $0.006052 |
| Si ARC présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0026085 | $0.005998 | $0.013795 | $0.031724 |
| Si ARC présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.004082 | $0.014695 | $0.052893 | $0.190381 |
Boîte à questions
Est-ce que ARC est un bon investissement ?
La décision d'acquérir ARC dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de ARC a connu une hausse de 5.2019% au cours des 24 heures précédentes, et ARC a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans ARC dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que ARC peut monter ?
Il semble que la valeur moyenne de ARC pourrait potentiellement s'envoler jusqu'à $0.001169 pour la fin de cette année. En regardant les perspectives de ARC sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.003677. 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 ARC la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de ARC, le prix de ARC va augmenter de 0.86% durant la prochaine semaine et atteindre $0.001144 d'ici 13 janvier 2026.
Quel sera le prix de ARC le mois prochain ?
Basé sur notre nouveau pronostic expérimental de ARC, le prix de ARC va diminuer de -11.62% durant le prochain mois et atteindre $0.00100255 d'ici 5 février 2026.
Jusqu'où le prix de ARC peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de ARC en 2026, ARC devrait fluctuer dans la fourchette de $0.000391 et $0.001169. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de ARC ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera ARC dans 5 ans ?
L'avenir de ARC semble suivre une tendance haussière, avec un prix maximum de $0.003677 prévue après une période de cinq ans. Selon la prévision de ARC pour 2030, la valeur de ARC pourrait potentiellement atteindre son point le plus élevé d'environ $0.003677, tandis que son point le plus bas devrait être autour de $0.001272.
Combien vaudra ARC en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de ARC, il est attendu que la valeur de ARC en 2026 augmente de 3.13% jusqu'à $0.001169 si le meilleur scénario se produit. Le prix sera entre $0.001169 et $0.000391 durant 2026.
Combien vaudra ARC en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de ARC, le valeur de ARC pourrait diminuer de -12.62% jusqu'à $0.000991 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.000991 et $0.000377 tout au long de l'année.
Combien vaudra ARC en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de ARC suggère que la valeur de ARC en 2028 pourrait augmenter de 47.02%, atteignant $0.001667 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.001667 et $0.00068 durant l'année.
Combien vaudra ARC en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de ARC pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.00492 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.00492 et $0.001495.
Combien vaudra ARC en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de ARC, il est prévu que la valeur de ARC en 2030 augmente de 224.23%, atteignant $0.003677 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.003677 et $0.001272 au cours de 2030.
Combien vaudra ARC en 2031 ?
Notre simulation expérimentale indique que le prix de ARC pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.003357 dans des conditions idéales. Il est probable que le prix fluctue entre $0.003357 et $0.0015039 durant l'année.
Combien vaudra ARC en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de ARC, ARC pourrait connaître une 449.04% hausse en valeur, atteignant $0.006227 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.006227 et $0.002295 tout au long de l'année.
Combien vaudra ARC en 2033 ?
Selon notre prédiction expérimentale de prix de ARC, la valeur de ARC est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.016588. Tout au long de l'année, le prix de ARC pourrait osciller entre $0.016588 et $0.005334.
Combien vaudra ARC en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de ARC suggèrent que ARC pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.0096074 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.0096074 et $0.004288.
Combien vaudra ARC en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de ARC, ARC pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.011319 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.011319 et $0.00507.
Combien vaudra ARC en 2036 ?
Notre récente simulation de prédiction de prix de ARC suggère que la valeur de ARC pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.02342 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.02342 et $0.008393.
Combien vaudra ARC en 2037 ?
Selon la simulation expérimentale, la valeur de ARC pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.05593 sous des conditions favorables. Il est prévu que le prix chute entre $0.05593 et $0.021797 au cours de l'année.
Prévisions liées
Prévision du cours de Meter- Prévision du cours de Clash of Lilliput
- Prévision du cours de Veno Finance
- Prévision du cours de Contentos
- Prévision du cours de Onyxcoin
- Prévision du cours de DIAdata
- Prévision du cours de PaLM AI
- Prévision du cours de Astroport
- Prévision du cours de DeFiChain
- Prévision du cours de Grok
- Prévision du cours de SmartKey
- Prévision du cours de Marinade
- Prévision du cours de MELD
- Prévision du cours de Welshcorgicoin
- Prévision du cours de Lista USD
- Prévision du cours de Cratos
- Prévision du cours de Everscale
- Prévision du cours de Komodo
- Prévision du cours de Solcasino Token
- Prévision du cours de Cornucopias
- Prévision du cours de Doge Eat Doge
- Prévision du cours de Vertex
- Prévision du cours de YES Money
- Prévision du cours de Strike
- Prévision du cours de Persistence
Prévision du cours de Meter
Prévision du cours de Clash of Lilliput
Prévision du cours de Veno Finance
Prévision du cours de Contentos
Prévision du cours de Onyxcoin
Prévision du cours de DIAdata
Prévision du cours de PaLM AI
Prévision du cours de Astroport
Prévision du cours de DeFiChain
Prévision du cours de Grok
Prévision du cours de SmartKey
Prévision du cours de Marinade
Prévision du cours de MELD
Prévision du cours de Welshcorgicoin
Prévision du cours de Lista USD
Prévision du cours de Cratos
Prévision du cours de Everscale
Prévision du cours de Komodo
Prévision du cours de Solcasino Token
Prévision du cours de Cornucopias
Prévision du cours de Doge Eat Doge
Prévision du cours de Vertex
Prévision du cours de YES Money
Prévision du cours de Strike
Prévision du cours de PersistenceComment lire et prédire les mouvements de prix de ARC ?
Les traders de ARC 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 ARC
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de ARC. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de ARC 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 ARC 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 ARC.
Comment lire les graphiques de ARC 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 ARC 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 ARC 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 ARC ?
L'action du prix de ARC 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 ARC. La capitalisation boursière de ARC peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de ARC, de grands détenteurs de ARC, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de ARC.
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