Prédiction du prix de Position jusqu'à $0.001418 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000475 | $0.001418 |
| 2027 | $0.000457 | $0.0012014 |
| 2028 | $0.000825 | $0.002021 |
| 2029 | $0.001813 | $0.005964 |
| 2030 | $0.001541 | $0.004458 |
| 2031 | $0.001823 | $0.004069 |
| 2032 | $0.002782 | $0.007549 |
| 2033 | $0.006466 | $0.020109 |
| 2034 | $0.005198 | $0.011646 |
| 2035 | $0.006146 | $0.013721 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Position aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,956.54, soit un rendement de 39.57% sur les 90 prochains jours.
$
≈ $3,956.54
(39.57% ROI)
Prévision du prix à long terme de Position pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Position'
'name_with_ticker' => 'Position <small>POSI</small>'
'name_lang' => 'Position'
'name_lang_with_ticker' => 'Position <small>POSI</small>'
'name_with_lang' => 'Position'
'name_with_lang_with_ticker' => 'Position <small>POSI</small>'
'image' => '/uploads/coins/position-token.png?1717303432'
'price_for_sd' => 0.001375
'ticker' => 'POSI'
'marketcap' => '$83.23K'
'low24h' => '$0.001359'
'high24h' => '$0.001385'
'volume24h' => '$179.52'
'current_supply' => '60.66M'
'max_supply' => '91.8M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.001375'
'change_24h_pct' => '1.124%'
'ath_price' => '$7.85'
'ath_days' => 1583
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '6 sept. 2021'
'ath_pct' => '-99.98%'
'fdv' => '$125.95K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.067798'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.001386'
'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' => '$0.001215'
'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' => '$0.000475'
'current_year_max_price_prediction' => '$0.001418'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.001541'
'grand_prediction_max_price' => '$0.004458'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.001401096284729
107 => 0.0014063274696582
108 => 0.0014181135964147
109 => 0.0013174024337202
110 => 0.0013626187890456
111 => 0.0013891791615998
112 => 0.0012691784321256
113 => 0.0013868071330098
114 => 0.0013156492764398
115 => 0.0012914972311648
116 => 0.0013240147783376
117 => 0.00131134265858
118 => 0.0013004479141443
119 => 0.0012943684595537
120 => 0.0013182457573667
121 => 0.0013171318528841
122 => 0.0012780639592783
123 => 0.0012271014846806
124 => 0.0012442061639418
125 => 0.001237991873609
126 => 0.0012154704837834
127 => 0.0012306471812829
128 => 0.0011638166862462
129 => 0.0010488382930825
130 => 0.0011247965414899
131 => 0.0011218722315529
201 => 0.0011203976618757
202 => 0.0011774781862221
203 => 0.0011719912108779
204 => 0.0011620322968997
205 => 0.0012152875805184
206 => 0.0011958486856129
207 => 0.0012557547793319
208 => 0.0012952128071384
209 => 0.0012852049749532
210 => 0.0013223154408224
211 => 0.0012446002212054
212 => 0.0012704140997687
213 => 0.0012757343043642
214 => 0.0012146304185851
215 => 0.0011728889479028
216 => 0.0011701052676959
217 => 0.0010977313098618
218 => 0.0011363928939546
219 => 0.0011704134880312
220 => 0.0011541202635733
221 => 0.0011489623154561
222 => 0.0011753131537642
223 => 0.0011773608395804
224 => 0.0011306733859669
225 => 0.0011403811859725
226 => 0.0011808643257834
227 => 0.0011393611147183
228 => 0.0010587271551299
301 => 0.0010387288183002
302 => 0.0010360606715247
303 => 0.0009818235959546
304 => 0.001040065202793
305 => 0.00101464118063
306 => 0.0010949553620163
307 => 0.001049080332342
308 => 0.001047102751502
309 => 0.0010441133480143
310 => 0.00099742925656578
311 => 0.0010076501056642
312 => 0.0010416257647467
313 => 0.0010537486626706
314 => 0.0010524841450971
315 => 0.0010414592654819
316 => 0.0010465063989132
317 => 0.001030247823593
318 => 0.0010245065822544
319 => 0.0010063856453371
320 => 0.00097975287410523
321 => 0.0009834563242933
322 => 0.00093068983563928
323 => 0.00090193985209106
324 => 0.0008939822355636
325 => 0.0008833409781714
326 => 0.00089518419390136
327 => 0.00093054035480668
328 => 0.00088789332352689
329 => 0.00081477797973909
330 => 0.00081917233648322
331 => 0.00082904515139105
401 => 0.00081064722612551
402 => 0.0007932351338825
403 => 0.0008083735354001
404 => 0.00077739360037467
405 => 0.00083278892853049
406 => 0.00083129064014749
407 => 0.00085193859285986
408 => 0.00086485018142956
409 => 0.00083509314995285
410 => 0.00082760933700803
411 => 0.00083187245698174
412 => 0.00076141258003349
413 => 0.00084618051769695
414 => 0.00084691359434193
415 => 0.00084063654704388
416 => 0.00088577285693322
417 => 0.00098102454916783
418 => 0.00094518703105873
419 => 0.00093130966085216
420 => 0.00090492876994519
421 => 0.00094007974073642
422 => 0.00093738069462022
423 => 0.00092517458449992
424 => 0.00091779229101377
425 => 0.00093139439311547
426 => 0.00091610684003558
427 => 0.00091336077542856
428 => 0.00089672261165782
429 => 0.00089078354417989
430 => 0.00088638649506031
501 => 0.00088154577602478
502 => 0.00089222319598513
503 => 0.0008680267576234
504 => 0.00083884822496524
505 => 0.00083642234569082
506 => 0.000843120411653
507 => 0.0008401570160771
508 => 0.0008364081580929
509 => 0.00082925056726035
510 => 0.00082712706295806
511 => 0.00083402742176267
512 => 0.00082623731898818
513 => 0.00083773203998079
514 => 0.00083460611190272
515 => 0.00081714493176412
516 => 0.00079538183635455
517 => 0.00079518809915576
518 => 0.0007904992759484
519 => 0.00078452735462453
520 => 0.00078286610273129
521 => 0.00080709862144873
522 => 0.00085725920997557
523 => 0.0008474114862066
524 => 0.00085452747586501
525 => 0.00088953110203056
526 => 0.00090065770219282
527 => 0.00089276030494562
528 => 0.00088194986050339
529 => 0.00088242546519491
530 => 0.00091936802639808
531 => 0.00092167208862565
601 => 0.00092749371055608
602 => 0.00093497613992685
603 => 0.0008940345950224
604 => 0.00088049712211173
605 => 0.00087408231641625
606 => 0.00085432719771641
607 => 0.00087563139955831
608 => 0.00086321835348191
609 => 0.00086489329748765
610 => 0.00086380248800661
611 => 0.00086439814374347
612 => 0.00083277344440731
613 => 0.00084429582270014
614 => 0.00082513763398628
615 => 0.00079948696990603
616 => 0.00079940097988575
617 => 0.00080567894358012
618 => 0.00080194456511796
619 => 0.00079189544869595
620 => 0.00079332287825321
621 => 0.00078081709331969
622 => 0.00079484130696868
623 => 0.00079524347123508
624 => 0.00078984338507614
625 => 0.00081144962117096
626 => 0.00082030171372802
627 => 0.00081674726133715
628 => 0.00082005232387283
629 => 0.00084782070358901
630 => 0.00085234816110209
701 => 0.00085435895866235
702 => 0.00085166475631123
703 => 0.00082055987887891
704 => 0.00082193951246119
705 => 0.00081181667663572
706 => 0.00080326394708135
707 => 0.00080360601141037
708 => 0.00080800322617833
709 => 0.00082720612096324
710 => 0.00086761748096562
711 => 0.00086915106253739
712 => 0.00087100980814011
713 => 0.00086344935564317
714 => 0.0008611690508263
715 => 0.00086417736147636
716 => 0.00087935374356488
717 => 0.00091839151864412
718 => 0.00090459296168578
719 => 0.00089337452009133
720 => 0.0009032161178398
721 => 0.00090170108100742
722 => 0.00088891264546291
723 => 0.00088855371667038
724 => 0.0008640086201503
725 => 0.00085493485683163
726 => 0.00084735214104314
727 => 0.00083907201335392
728 => 0.00083416327610735
729 => 0.00084170532749926
730 => 0.00084343028388751
731 => 0.00082693945670661
801 => 0.00082469181789756
802 => 0.00083815858335271
803 => 0.00083223236196752
804 => 0.00083832762762541
805 => 0.00083974178154226
806 => 0.00083951407019092
807 => 0.00083332641444258
808 => 0.00083727024169802
809 => 0.00082794191452742
810 => 0.00081779875979884
811 => 0.00081132805902287
812 => 0.00080568151438193
813 => 0.00080881454552782
814 => 0.0007976458615616
815 => 0.0007940727747796
816 => 0.0008359341617628
817 => 0.00086685761841304
818 => 0.00086640797910631
819 => 0.00086367091546445
820 => 0.00085960419408573
821 => 0.00087905623756599
822 => 0.00087227953457335
823 => 0.00087721015221298
824 => 0.00087846520133963
825 => 0.0008822638570494
826 => 0.00088362154996016
827 => 0.00087951765900551
828 => 0.00086574449971363
829 => 0.00083142309627097
830 => 0.00081544639031955
831 => 0.0008101738112425
901 => 0.0008103654594779
902 => 0.00080507894559023
903 => 0.00080663606085508
904 => 0.00080453744444656
905 => 0.00080056317267866
906 => 0.00080856914544536
907 => 0.00080949175922593
908 => 0.00080762306951793
909 => 0.00080806321359172
910 => 0.00079259126093731
911 => 0.00079376755989431
912 => 0.00078721777782489
913 => 0.00078598977264568
914 => 0.00076943249392896
915 => 0.00074009887466636
916 => 0.00075635254722115
917 => 0.00073672039638717
918 => 0.00072928540339072
919 => 0.0007644815038573
920 => 0.00076094879155832
921 => 0.0007549023237356
922 => 0.00074595833763147
923 => 0.00074264092618395
924 => 0.00072248538439364
925 => 0.00072129448745904
926 => 0.00073128411821572
927 => 0.00072667424734372
928 => 0.0007202002427448
929 => 0.00069675205434685
930 => 0.00067038852715917
1001 => 0.00067118427632974
1002 => 0.00067957002381728
1003 => 0.00070395271560942
1004 => 0.00069442597610138
1005 => 0.00068751421728156
1006 => 0.00068621985262131
1007 => 0.00070242153628025
1008 => 0.00072535031301532
1009 => 0.00073610798205695
1010 => 0.00072544745875196
1011 => 0.00071320122358253
1012 => 0.0007139465951737
1013 => 0.00071890521843743
1014 => 0.00071942629963128
1015 => 0.0007114552594693
1016 => 0.00071369906058426
1017 => 0.00071029052151316
1018 => 0.00068937232352546
1019 => 0.00068899397965619
1020 => 0.0006838603165185
1021 => 0.00068370487123894
1022 => 0.00067497122958944
1023 => 0.00067374933274986
1024 => 0.00065640815716063
1025 => 0.00066782217144738
1026 => 0.00066016624992648
1027 => 0.00064862697034516
1028 => 0.00064663759419592
1029 => 0.00064657779114664
1030 => 0.00065842605114095
1031 => 0.00066768371763095
1101 => 0.00066029942795912
1102 => 0.00065861816833928
1103 => 0.00067656962254528
1104 => 0.00067428513636643
1105 => 0.0006723067860689
1106 => 0.00072329729254372
1107 => 0.00068293432783006
1108 => 0.00066533377137742
1109 => 0.00064354974051227
1110 => 0.00065064273080658
1111 => 0.0006521373280793
1112 => 0.0005997506607153
1113 => 0.00057849739629006
1114 => 0.0005712040768517
1115 => 0.00056700666840252
1116 => 0.00056891948014055
1117 => 0.00054978904939856
1118 => 0.00056264501524529
1119 => 0.00054607967927779
1120 => 0.00054330244679457
1121 => 0.00057292331955581
1122 => 0.00057704489095791
1123 => 0.00055946098688469
1124 => 0.00057075269987519
1125 => 0.00056665816777828
1126 => 0.00054636364441755
1127 => 0.00054558854290158
1128 => 0.00053540546446616
1129 => 0.00051947091854725
1130 => 0.00051218840348136
1201 => 0.00050839560640535
1202 => 0.00050996058839906
1203 => 0.0005091692856138
1204 => 0.00050400549968218
1205 => 0.00050946526777889
1206 => 0.00049551781642373
1207 => 0.00048996382891186
1208 => 0.00048745522160428
1209 => 0.00047507605574123
1210 => 0.00049477681366938
1211 => 0.00049865811116484
1212 => 0.00050254705601535
1213 => 0.00053639766584367
1214 => 0.00053470658503748
1215 => 0.0005499931319357
1216 => 0.00054939912483339
1217 => 0.00054503915403238
1218 => 0.00052664515440328
1219 => 0.00053397667481392
1220 => 0.00051141139456121
1221 => 0.00052831883681645
1222 => 0.00052060298624283
1223 => 0.00052571009997606
1224 => 0.00051652704899383
1225 => 0.00052160932856628
1226 => 0.00049957851078766
1227 => 0.00047900644312795
1228 => 0.00048728524369031
1229 => 0.00049628524669728
1230 => 0.0005157995463745
1231 => 0.00050417699047622
]
'min_raw' => 0.00047507605574123
'max_raw' => 0.0014181135964147
'avg_raw' => 0.00094659482607794
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000475'
'max' => '$0.001418'
'avg' => '$0.000946'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00089996394425877
'max_diff' => 4.3073596414659E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00050835690107474
102 => 0.00049435490027829
103 => 0.00046546477316143
104 => 0.00046562828814345
105 => 0.00046118417149215
106 => 0.00045734380585378
107 => 0.00050551198083357
108 => 0.00049952150684867
109 => 0.00048997647056759
110 => 0.00050275288093448
111 => 0.00050613116662439
112 => 0.00050622734166867
113 => 0.00051554868086548
114 => 0.00052052348126575
115 => 0.00052140031139832
116 => 0.00053606764002536
117 => 0.0005409839351144
118 => 0.00056123345880603
119 => 0.00052010140420879
120 => 0.00051925431661206
121 => 0.00050293267122949
122 => 0.00049258122569287
123 => 0.00050364144356143
124 => 0.00051343928672269
125 => 0.0005032371175279
126 => 0.00050456930544519
127 => 0.00049087372684903
128 => 0.00049576925176029
129 => 0.00049998593731229
130 => 0.00049765773139579
131 => 0.00049417229445236
201 => 0.00051263597531659
202 => 0.00051159418208248
203 => 0.00052878798618144
204 => 0.00054219178601731
205 => 0.000566213791539
206 => 0.00054114557648164
207 => 0.00054023199108783
208 => 0.00054916243485612
209 => 0.00054098256790999
210 => 0.00054615196146054
211 => 0.00056538092231949
212 => 0.00056578719996184
213 => 0.0005589815259933
214 => 0.00055856740011382
215 => 0.00055987450424539
216 => 0.00056753025397067
217 => 0.00056485509977923
218 => 0.00056795085593618
219 => 0.00057182214641435
220 => 0.0005878354452252
221 => 0.00059169619735573
222 => 0.00058231657124902
223 => 0.00058316344646724
224 => 0.00057965520882684
225 => 0.00057626629522429
226 => 0.00058388407809172
227 => 0.00059780572600984
228 => 0.00059771912016068
301 => 0.00060094867187951
302 => 0.0006029606558453
303 => 0.00059432374780187
304 => 0.00058870143825351
305 => 0.0005908573894912
306 => 0.00059430480247078
307 => 0.000589739439925
308 => 0.00056155990741074
309 => 0.00057010777746006
310 => 0.00056868499391436
311 => 0.0005666587771289
312 => 0.00057525372656221
313 => 0.00057442472272185
314 => 0.00054959283918062
315 => 0.00055118249579808
316 => 0.00054968951146464
317 => 0.00055451364928186
318 => 0.00054072204863639
319 => 0.00054496425210709
320 => 0.00054762492235572
321 => 0.0005491920775724
322 => 0.00055485371682343
323 => 0.00055418938880372
324 => 0.00055481242126097
325 => 0.0005632071376529
326 => 0.00060566473244451
327 => 0.00060797560565162
328 => 0.00059659602081767
329 => 0.00060114194050644
330 => 0.00059241476878734
331 => 0.00059827337762934
401 => 0.00060228168900651
402 => 0.00058416890064704
403 => 0.00058309637887142
404 => 0.0005743331870102
405 => 0.00057904202994386
406 => 0.00057154992225862
407 => 0.00057338822342178
408 => 0.00056824817310938
409 => 0.00057749924029789
410 => 0.00058784337088515
411 => 0.00059045670677359
412 => 0.00058358214516295
413 => 0.00057860450950116
414 => 0.00056986542101417
415 => 0.00058439871993132
416 => 0.00058864869942895
417 => 0.00058437639659829
418 => 0.00058338641068076
419 => 0.00058151038915592
420 => 0.00058378441751579
421 => 0.00058862555312788
422 => 0.00058634256297495
423 => 0.00058785051819207
424 => 0.00058210374790109
425 => 0.00059432660697781
426 => 0.00061373944878288
427 => 0.0006138018642436
428 => 0.00061151886178451
429 => 0.00061058470636623
430 => 0.00061292720543343
501 => 0.00061419791508304
502 => 0.00062177312752551
503 => 0.00062990163228606
504 => 0.00066783381725905
505 => 0.00065718261150673
506 => 0.00069083830261055
507 => 0.00071745558462913
508 => 0.00072543694367383
509 => 0.00071809446890467
510 => 0.00069297625935208
511 => 0.00069174384015868
512 => 0.00072928104986479
513 => 0.00071867506880969
514 => 0.00071741352111114
515 => 0.00070399278501702
516 => 0.00071192610223915
517 => 0.00071019096938793
518 => 0.00070745197729667
519 => 0.00072258819391682
520 => 0.00075092184021036
521 => 0.00074650577572426
522 => 0.00074320938844072
523 => 0.00072876557892817
524 => 0.00073746397839638
525 => 0.00073436664495262
526 => 0.00074767475504338
527 => 0.00073979132543635
528 => 0.00071859471807193
529 => 0.00072197034765965
530 => 0.00072146012803828
531 => 0.0007319604116913
601 => 0.00072880848717173
602 => 0.00072084466418926
603 => 0.00075082499888759
604 => 0.00074887824271167
605 => 0.00075163829787871
606 => 0.00075285335952078
607 => 0.0007711018609389
608 => 0.00077857768808299
609 => 0.00078027483172748
610 => 0.00078737628931314
611 => 0.00078009814099346
612 => 0.00080921592350397
613 => 0.00082857754980374
614 => 0.00085106707509111
615 => 0.00088393031615047
616 => 0.00089628719879077
617 => 0.00089405503854397
618 => 0.0009189715728522
619 => 0.00096374603114064
620 => 0.00090310523671482
621 => 0.00096696014049256
622 => 0.00094674441519684
623 => 0.00089881329418607
624 => 0.00089572709506377
625 => 0.00092818660670402
626 => 0.0010001786794099
627 => 0.0009821454817244
628 => 0.0010002081752611
629 => 0.00097913708379409
630 => 0.00097809072650165
701 => 0.00099918479938009
702 => 0.0010484722504386
703 => 0.0010250576299532
704 => 0.00099148702998683
705 => 0.0010162750385856
706 => 0.00099480137151545
707 => 0.00094641518950542
708 => 0.00098213169207799
709 => 0.00095824908395514
710 => 0.00096521929867467
711 => 0.001015416988679
712 => 0.0010093770698111
713 => 0.0010171932841076
714 => 0.0010033978704602
715 => 0.00099051077877641
716 => 0.00096645606514064
717 => 0.00095933465031614
718 => 0.00096130275317197
719 => 0.00095933367502211
720 => 0.00094587528381712
721 => 0.00094296894551779
722 => 0.00093812492102264
723 => 0.00093962628676499
724 => 0.00093051810354475
725 => 0.00094770712712802
726 => 0.00095089756137424
727 => 0.00096340629929253
728 => 0.00096470499795936
729 => 0.00099954165501108
730 => 0.00098035420971323
731 => 0.00099322680458335
801 => 0.0009920753585366
802 => 0.00089985210691824
803 => 0.00091255965729861
804 => 0.00093232861784149
805 => 0.00092342272791311
806 => 0.00091083188321169
807 => 0.00090066410103692
808 => 0.00088525887133302
809 => 0.00090694143631002
810 => 0.00093545170357106
811 => 0.0009654280653862
812 => 0.0010014426999781
813 => 0.00099340465279372
814 => 0.00096475479684376
815 => 0.00096604000845295
816 => 0.00097398468090878
817 => 0.00096369560822887
818 => 0.000960661159829
819 => 0.00097356779429577
820 => 0.00097365667519398
821 => 0.00096181785359976
822 => 0.00094866116987927
823 => 0.00094860604289409
824 => 0.00094626493810452
825 => 0.00097955356113536
826 => 0.00099785893794291
827 => 0.00099995761989331
828 => 0.00099771767992623
829 => 0.00099857974391952
830 => 0.00098792824848666
831 => 0.0010122744084433
901 => 0.0010346168524052
902 => 0.0010286286001468
903 => 0.0010196513587311
904 => 0.0010125005535409
905 => 0.0010269440976998
906 => 0.0010263009494147
907 => 0.0010344217106484
908 => 0.001034053306011
909 => 0.0010313225994454
910 => 0.0010286286976689
911 => 0.0010393097137079
912 => 0.0010362337526205
913 => 0.001033153013716
914 => 0.0010269741202054
915 => 0.0010278139344541
916 => 0.0010188382430857
917 => 0.001014685677559
918 => 0.0009522410554351
919 => 0.00093555381196671
920 => 0.00094080395846203
921 => 0.00094253244300828
922 => 0.00093527013326555
923 => 0.00094568241990232
924 => 0.00094405967605932
925 => 0.00095037282307903
926 => 0.00094642864290609
927 => 0.00094659051343618
928 => 0.00095818950633691
929 => 0.00096155674332163
930 => 0.00095984413941427
1001 => 0.00096104358848636
1002 => 0.00098868438609693
1003 => 0.00098475474857966
1004 => 0.00098266720696918
1005 => 0.0009832454702618
1006 => 0.00099030828667668
1007 => 0.00099228548965737
1008 => 0.00098390794169261
1009 => 0.00098785884174282
1010 => 0.0010046812727127
1011 => 0.0010105681714851
1012 => 0.0010293563264947
1013 => 0.0010213747843138
1014 => 0.0010360252504199
1015 => 0.0010810557885181
1016 => 0.0011170292982271
1017 => 0.0010839465720305
1018 => 0.0011500073414124
1019 => 0.0012014451262307
1020 => 0.0011994708583753
1021 => 0.0011905014908148
1022 => 0.0011319409403434
1023 => 0.001078052648711
1024 => 0.0011231324928792
1025 => 0.0011232474106728
1026 => 0.0011193750120794
1027 => 0.0010953238769938
1028 => 0.0011185380847123
1029 => 0.0011203807442193
1030 => 0.0011193493448981
1031 => 0.0011009093960189
1101 => 0.0010727550023525
1102 => 0.0010782563034828
1103 => 0.0010872675469578
1104 => 0.0010702073831174
1105 => 0.0010647556270586
1106 => 0.0010748914788109
1107 => 0.0011075513050454
1108 => 0.0011013771540813
1109 => 0.0011012159220479
1110 => 0.00112763155812
1111 => 0.0011087236635434
1112 => 0.0010783256925077
1113 => 0.0010706498039212
1114 => 0.0010434055705372
1115 => 0.0010622232595761
1116 => 0.0010629004747042
1117 => 0.0010525942187297
1118 => 0.001079161988379
1119 => 0.0010789171617045
1120 => 0.0011041393048959
1121 => 0.0011523545696735
1122 => 0.0011380949433497
1123 => 0.001121512549378
1124 => 0.0011233155153826
1125 => 0.0011430896023541
1126 => 0.0011311337379727
1127 => 0.0011354331501635
1128 => 0.0011430830946789
1129 => 0.0011476984961424
1130 => 0.001122651430139
1201 => 0.001116811760914
1202 => 0.0011048658471249
1203 => 0.0011017493811984
1204 => 0.0011114790787199
1205 => 0.0011089156471783
1206 => 0.001062843557395
1207 => 0.0010580287676699
1208 => 0.0010581764303969
1209 => 0.0010460694127025
1210 => 0.0010276033047013
1211 => 0.0010761311339743
1212 => 0.0010722336701371
1213 => 0.0010679311717007
1214 => 0.0010684582032094
1215 => 0.0010895224891361
1216 => 0.0010773041395267
1217 => 0.0011097886245114
1218 => 0.0011031107909715
1219 => 0.0010962616961991
1220 => 0.0010953149426731
1221 => 0.001092678625523
1222 => 0.0010836377130851
1223 => 0.0010727202680416
1224 => 0.001065511625171
1225 => 0.00098287815148888
1226 => 0.00099821444354748
1227 => 0.0010158574496139
1228 => 0.0010219477446081
1229 => 0.0010115298735849
1230 => 0.0010840490741307
1231 => 0.0010972990308828
]
'min_raw' => 0.00045734380585378
'max_raw' => 0.0012014451262307
'avg_raw' => 0.00082939446604225
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000457'
'max' => '$0.0012014'
'avg' => '$0.000829'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.7732249887454E-5
'max_diff' => -0.00021666847018393
'year' => 2027
]
2 => [
'items' => [
101 => 0.0010571640476074
102 => 0.0010496564309371
103 => 0.0010845412722297
104 => 0.0010635014484319
105 => 0.0010729756797998
106 => 0.0010524975737099
107 => 0.0010941075043053
108 => 0.0010937905063498
109 => 0.0010776033035453
110 => 0.0010912846165105
111 => 0.0010889071517022
112 => 0.0010706318396033
113 => 0.0010946868642959
114 => 0.001094698795288
115 => 0.0010791189645288
116 => 0.0010609251330656
117 => 0.0010576725057191
118 => 0.0010552220879425
119 => 0.0010723730272401
120 => 0.0010877505057847
121 => 0.0011163641809561
122 => 0.0011235583387383
123 => 0.0011516376155045
124 => 0.0011349177733454
125 => 0.0011423294628164
126 => 0.0011503759001845
127 => 0.0011542336581568
128 => 0.0011479476485597
129 => 0.0011915663232691
130 => 0.0011952490758563
131 => 0.001196483870943
201 => 0.0011817758992487
202 => 0.0011948400205569
203 => 0.001188727750835
204 => 0.0012046301786139
205 => 0.001207123882342
206 => 0.0012050118040004
207 => 0.0012058033449241
208 => 0.0011685825009212
209 => 0.001166652403804
210 => 0.0011403353926583
211 => 0.0011510597692257
212 => 0.0011310110612656
213 => 0.0011373687130843
214 => 0.0011401711054281
215 => 0.0011387072947021
216 => 0.0011516661093861
217 => 0.0011406484695938
218 => 0.0011115711067141
219 => 0.0010824858217264
220 => 0.0010821206796657
221 => 0.0010744630375264
222 => 0.0010689279648267
223 => 0.001069994216196
224 => 0.0010737518250944
225 => 0.0010687095657666
226 => 0.0010697855874432
227 => 0.0010876547167699
228 => 0.0010912382432196
229 => 0.0010790600201695
301 => 0.0010301626973139
302 => 0.0010181631716355
303 => 0.0010267881927322
304 => 0.0010226659881704
305 => 0.00082537126826139
306 => 0.00087172273619007
307 => 0.00084418226789397
308 => 0.00085687418276083
309 => 0.0008287624962002
310 => 0.00084217886648667
311 => 0.00083970135278215
312 => 0.00091423314157183
313 => 0.000913069430205
314 => 0.00091362643725407
315 => 0.00088703903952804
316 => 0.00092939348603211
317 => 0.00095025880939665
318 => 0.00094639719335448
319 => 0.00094736907891704
320 => 0.00093066886494127
321 => 0.00091378813183021
322 => 0.00089506480088385
323 => 0.00092985043550854
324 => 0.00092598286674886
325 => 0.00093485367797625
326 => 0.00095741464855888
327 => 0.00096073683717796
328 => 0.00096520189237233
329 => 0.00096360148792942
330 => 0.0010017296146459
331 => 0.00099711204692309
401 => 0.0010082390565703
402 => 0.00098534995351778
403 => 0.00095944876076029
404 => 0.0009643717307297
405 => 0.00096389760913362
406 => 0.0009578614970441
407 => 0.00095241236494249
408 => 0.00094334109527676
409 => 0.00097204393479444
410 => 0.00097087865192756
411 => 0.00098974322704915
412 => 0.00098640873015571
413 => 0.00096414014381146
414 => 0.00096493547072921
415 => 0.00097028442647217
416 => 0.00098879722337185
417 => 0.000994293081939
418 => 0.0009917471812786
419 => 0.00099777313930201
420 => 0.0010025358108256
421 => 0.00099837125751799
422 => 0.0010573325500882
423 => 0.0010328477106461
424 => 0.0010447814510257
425 => 0.0010476275777886
426 => 0.0010403372839331
427 => 0.0010419182876245
428 => 0.0010443130774193
429 => 0.0010588537721051
430 => 0.0010970127623448
501 => 0.0011139131193649
502 => 0.0011647586773088
503 => 0.0011125097799787
504 => 0.0011094095466386
505 => 0.001118568367013
506 => 0.001148420092075
507 => 0.0011726121114078
508 => 0.0011806379998915
509 => 0.0011816987535477
510 => 0.0011967558538942
511 => 0.0012053863030145
512 => 0.001194927525871
513 => 0.0011860648073216
514 => 0.0011543196495585
515 => 0.0011579942380088
516 => 0.0011833085085171
517 => 0.0012190664066132
518 => 0.0012497504031548
519 => 0.0012390059370112
520 => 0.0013209786292761
521 => 0.0013291058868858
522 => 0.0013279829626698
523 => 0.0013464980650027
524 => 0.001309749357407
525 => 0.0012940385729371
526 => 0.0011879810276681
527 => 0.0012177788718576
528 => 0.0012610917883532
529 => 0.0012553591614399
530 => 0.0012239041637233
531 => 0.0012497265417184
601 => 0.0012411888560128
602 => 0.0012344548290679
603 => 0.0012653047119579
604 => 0.001231383998477
605 => 0.0012607534032882
606 => 0.0012230868378302
607 => 0.0012390550168275
608 => 0.0012299907061347
609 => 0.0012358564260331
610 => 0.0012015655473636
611 => 0.0012200680731296
612 => 0.0012007957814611
613 => 0.0012007866438855
614 => 0.0012003612069788
615 => 0.0012230349726604
616 => 0.0012237743633452
617 => 0.0012070184162484
618 => 0.0012046036224946
619 => 0.0012135323806469
620 => 0.0012030791432961
621 => 0.0012079701472606
622 => 0.0012032272868236
623 => 0.0012021595690393
624 => 0.0011936518120768
625 => 0.0011899864364518
626 => 0.0011914237246794
627 => 0.0011865175189855
628 => 0.0011835613525896
629 => 0.001199773151077
630 => 0.0011911118411273
701 => 0.0011984456811065
702 => 0.0011900878448458
703 => 0.0011611159430301
704 => 0.0011444538959236
705 => 0.0010897286590905
706 => 0.0011052486683699
707 => 0.0011155384505788
708 => 0.0011121376776201
709 => 0.0011194438538597
710 => 0.0011198923937425
711 => 0.0011175170813694
712 => 0.0011147667739376
713 => 0.0011134280763814
714 => 0.0011234056311912
715 => 0.0011291979375874
716 => 0.0011165711678829
717 => 0.0011136128924085
718 => 0.0011263792537227
719 => 0.0011341667267495
720 => 0.0011916650521764
721 => 0.0011874053905116
722 => 0.0011980963053738
723 => 0.0011968926724258
724 => 0.0012080984543976
725 => 0.0012264151720048
726 => 0.0011891721636746
727 => 0.0011956362621544
728 => 0.001194051414485
729 => 0.0012113543657702
730 => 0.0012114083836955
731 => 0.0012010344000534
801 => 0.0012066583048844
802 => 0.0012035191954915
803 => 0.0012091919904406
804 => 0.0011873485001331
805 => 0.0012139515134686
806 => 0.0012290337077695
807 => 0.001229243124052
808 => 0.0012363919644509
809 => 0.0012436556003291
810 => 0.001257597516868
811 => 0.0012432667678439
812 => 0.0012174871454196
813 => 0.001219348350891
814 => 0.0012042337676961
815 => 0.0012044878465702
816 => 0.0012031315536274
817 => 0.0012072018908459
818 => 0.0011882417102576
819 => 0.0011926916267446
820 => 0.0011864617176042
821 => 0.0011956227195486
822 => 0.0011857669958242
823 => 0.0011940506502234
824 => 0.0011976256008546
825 => 0.001210817245647
826 => 0.0011838185791626
827 => 0.001128766470552
828 => 0.0011403390912243
829 => 0.0011232222762403
830 => 0.0011248065026354
831 => 0.0011280068920812
901 => 0.001117633382785
902 => 0.0011196123214519
903 => 0.0011195416198371
904 => 0.0011189323515173
905 => 0.0011162338011054
906 => 0.0011123203691162
907 => 0.0011279102776701
908 => 0.0011305593069227
909 => 0.001136447770806
910 => 0.0011539678451394
911 => 0.0011522171765617
912 => 0.0011550725896465
913 => 0.0011488392389148
914 => 0.0011250956498981
915 => 0.0011263850410156
916 => 0.0011103063131198
917 => 0.0011360366015838
918 => 0.0011299433296523
919 => 0.001126014957599
920 => 0.0011249430648881
921 => 0.001142506568097
922 => 0.0011477618435313
923 => 0.0011444871085491
924 => 0.0011377705315612
925 => 0.0011506683449556
926 => 0.0011541192557049
927 => 0.001154891787357
928 => 0.0011777442397814
929 => 0.0011561689855884
930 => 0.0011613623637122
1001 => 0.0012018796173192
1002 => 0.0011651360592965
1003 => 0.0011845999414602
1004 => 0.0011836472857135
1005 => 0.0011936043492066
1006 => 0.0011828305158821
1007 => 0.0011829640704585
1008 => 0.0011918052682905
1009 => 0.0011793894004539
1010 => 0.0011763150569728
1011 => 0.0011720678734726
1012 => 0.0011813414432653
1013 => 0.0011869005289485
1014 => 0.0012317026768568
1015 => 0.0012606469076317
1016 => 0.0012593903622388
1017 => 0.0012708728349757
1018 => 0.0012656998758403
1019 => 0.0012489950262346
1020 => 0.0012775081675722
1021 => 0.0012684854166125
1022 => 0.0012692292412389
1023 => 0.0012692015560492
1024 => 0.0012752008966548
1025 => 0.0012709498140043
1026 => 0.0012625704937353
1027 => 0.0012681330775763
1028 => 0.0012846519629241
1029 => 0.001335927089905
1030 => 0.0013646213302686
1031 => 0.0013341996606056
1101 => 0.0013551841209767
1102 => 0.0013426009222818
1103 => 0.0013403141807612
1104 => 0.0013534939726137
1105 => 0.0013666968339472
1106 => 0.0013658558687578
1107 => 0.0013562712694041
1108 => 0.0013508571724294
1109 => 0.0013918545285772
1110 => 0.0014220606822152
1111 => 0.0014200008250417
1112 => 0.001429092364704
1113 => 0.0014557854063433
1114 => 0.0014582258835427
1115 => 0.0014579184395093
1116 => 0.0014518694621331
1117 => 0.0014781522281565
1118 => 0.0015000777739745
1119 => 0.0014504692986423
1120 => 0.0014693595566261
1121 => 0.0014778400020412
1122 => 0.0014902918119453
1123 => 0.0015113001024191
1124 => 0.0015341206780475
1125 => 0.0015373477576563
1126 => 0.0015350579902439
1127 => 0.001520007207167
1128 => 0.0015449777533257
1129 => 0.0015596049136341
1130 => 0.0015683150528611
1201 => 0.0015904025167119
1202 => 0.001477892374385
1203 => 0.0013982521035291
1204 => 0.0013858151252155
1205 => 0.0014111062096762
1206 => 0.0014177752669559
1207 => 0.0014150869783287
1208 => 0.0013254446129038
1209 => 0.0013853431767134
1210 => 0.0014497889949584
1211 => 0.001452264621301
1212 => 0.0014845275454129
1213 => 0.0014950336760057
1214 => 0.0015210095587139
1215 => 0.0015193847601781
1216 => 0.0015257094742509
1217 => 0.0015242555320144
1218 => 0.0015723703848639
1219 => 0.0016254482126818
1220 => 0.0016236102962816
1221 => 0.0016159797305444
1222 => 0.0016273124218689
1223 => 0.0016820944283426
1224 => 0.0016770509790503
1225 => 0.0016819502604378
1226 => 0.0017465413334489
1227 => 0.0018305189163364
1228 => 0.0017915028978737
1229 => 0.0018761564313808
1230 => 0.0019294413434326
1231 => 0.0020215920890634
]
'min_raw' => 0.00082537126826139
'max_raw' => 0.0020215920890634
'avg_raw' => 0.0014234816786624
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000825'
'max' => '$0.002021'
'avg' => '$0.001423'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00036802746240761
'max_diff' => 0.00082014696283264
'year' => 2028
]
3 => [
'items' => [
101 => 0.0020100543618584
102 => 0.0020459279708991
103 => 0.0019893994221652
104 => 0.0018595984479676
105 => 0.0018390569469427
106 => 0.0018801815521883
107 => 0.0019812823813042
108 => 0.0018769975272921
109 => 0.0018980942174379
110 => 0.0018920183692566
111 => 0.0018916946131277
112 => 0.001904051067756
113 => 0.0018861273858484
114 => 0.0018131030813482
115 => 0.0018465696897657
116 => 0.0018336466250572
117 => 0.0018479857288296
118 => 0.0019253679579931
119 => 0.001891155429918
120 => 0.0018551153107909
121 => 0.0019003176181189
122 => 0.0019578756885455
123 => 0.00195427380794
124 => 0.001947284654096
125 => 0.0019866821483743
126 => 0.0020517552665391
127 => 0.0020693442688942
128 => 0.0020823281108413
129 => 0.002084118363282
130 => 0.0021025590760569
131 => 0.0020033987158081
201 => 0.0021607687541417
202 => 0.0021879422125023
203 => 0.002182834728555
204 => 0.0022130368838889
205 => 0.0022041506436349
206 => 0.0021912758757153
207 => 0.0022391527161022
208 => 0.0021842657820604
209 => 0.0021063606892609
210 => 0.0020636204145631
211 => 0.0021199042560448
212 => 0.0021542748340023
213 => 0.0021769915996529
214 => 0.0021838656792129
215 => 0.0020110962523009
216 => 0.001917983113427
217 => 0.0019776675679009
218 => 0.0020504867215599
219 => 0.0020029942017328
220 => 0.0020048558185948
221 => 0.0019371439661359
222 => 0.0020564777180303
223 => 0.0020390917941341
224 => 0.0021292899980627
225 => 0.0021077634728093
226 => 0.0021813166066389
227 => 0.0021619476014676
228 => 0.0022423472590271
301 => 0.0022744208591614
302 => 0.0023282774256442
303 => 0.0023678945351846
304 => 0.0023911584596613
305 => 0.0023897617808965
306 => 0.0024819450397142
307 => 0.0024275877926271
308 => 0.0023593022792663
309 => 0.0023580672097677
310 => 0.0023934332447504
311 => 0.0024675507518765
312 => 0.0024867683431084
313 => 0.002497508354895
314 => 0.0024810596529813
315 => 0.0024220587570873
316 => 0.0023965824693816
317 => 0.002418289004626
318 => 0.0023917437772859
319 => 0.0024375682869501
320 => 0.0025004951263061
321 => 0.0024875009828188
322 => 0.0025309384563061
323 => 0.0025758916716099
324 => 0.0026401767884697
325 => 0.0026569832984878
326 => 0.0026847638204534
327 => 0.0027133591029821
328 => 0.0027225431370658
329 => 0.0027400783077701
330 => 0.0027399858887649
331 => 0.0027928293059354
401 => 0.0028511172314988
402 => 0.0028731195740304
403 => 0.0029237127474656
404 => 0.0028370737109541
405 => 0.0029027904153856
406 => 0.0029620685277786
407 => 0.002891394718434
408 => 0.00298880209973
409 => 0.0029925842076158
410 => 0.0030496895463669
411 => 0.0029918023454835
412 => 0.0029574291103815
413 => 0.0030566633521728
414 => 0.0031046796759262
415 => 0.0030902167684419
416 => 0.0029801533283642
417 => 0.0029160916853959
418 => 0.0027484300091799
419 => 0.0029470325071032
420 => 0.0030437659905273
421 => 0.0029799028120112
422 => 0.0030121116845555
423 => 0.0031878328493951
424 => 0.0032547360918631
425 => 0.0032408206851187
426 => 0.0032431721597914
427 => 0.0032792719350475
428 => 0.003439358219042
429 => 0.0033434308069015
430 => 0.0034167637191513
501 => 0.0034556592313872
502 => 0.0034917875508223
503 => 0.0034030678167623
504 => 0.003287644746302
505 => 0.0032510854147563
506 => 0.0029735528775134
507 => 0.0029591061036872
508 => 0.0029509966917565
509 => 0.0028998679966325
510 => 0.0028596948475934
511 => 0.002827747667944
512 => 0.0027439087283087
513 => 0.0027722019093177
514 => 0.0026385801380856
515 => 0.0027240666120551
516 => 0.0025108030387582
517 => 0.0026884152797611
518 => 0.0025917490120209
519 => 0.0026566578109775
520 => 0.0026564313502927
521 => 0.0025369136720601
522 => 0.0024679783695258
523 => 0.0025119066273028
524 => 0.0025590012066691
525 => 0.0025666421437261
526 => 0.0026277014951689
527 => 0.0026447418476902
528 => 0.0025931087840126
529 => 0.0025063836252252
530 => 0.0025265279016212
531 => 0.0024675701464076
601 => 0.002364248948173
602 => 0.0024384560365601
603 => 0.0024637935991909
604 => 0.0024749841102977
605 => 0.0023733795783538
606 => 0.0023414532284753
607 => 0.002324455907688
608 => 0.0024932677560463
609 => 0.0025025156501705
610 => 0.0024552021163103
611 => 0.0026690637758119
612 => 0.0026206602956965
613 => 0.0026747388421259
614 => 0.0025247000196806
615 => 0.0025304317047521
616 => 0.0024594009217277
617 => 0.0024991734139427
618 => 0.0024710634983724
619 => 0.0024959601896112
620 => 0.0025108831636868
621 => 0.0025819022912586
622 => 0.0026892262041184
623 => 0.0025712944018786
624 => 0.0025199098268282
625 => 0.0025517885281916
626 => 0.0026366857108486
627 => 0.0027653092883809
628 => 0.0026891615416911
629 => 0.0027229546185994
630 => 0.0027303369025545
701 => 0.0026741883732883
702 => 0.0027673795647443
703 => 0.0028173214813295
704 => 0.0028685515537225
705 => 0.0029130331901472
706 => 0.0028480891362353
707 => 0.0029175885832855
708 => 0.0028615842972669
709 => 0.0028113426630916
710 => 0.0028114188589118
711 => 0.0027799015478805
712 => 0.0027188327863206
713 => 0.002707570769726
714 => 0.0027661572022868
715 => 0.0028131379730447
716 => 0.0028170075343471
717 => 0.0028430185029978
718 => 0.002858411526311
719 => 0.0030092840805811
720 => 0.0030699662699917
721 => 0.003144167302548
722 => 0.0031730727864697
723 => 0.0032600679298846
724 => 0.003189812286177
725 => 0.0031746120357321
726 => 0.0029635902737022
727 => 0.0029981450754129
728 => 0.0030534706469943
729 => 0.0029645025719999
730 => 0.0030209323379558
731 => 0.0030320727691014
801 => 0.0029614794708557
802 => 0.0029991864016051
803 => 0.0028990479728605
804 => 0.0026914089482183
805 => 0.0027676107263355
806 => 0.002823720884271
807 => 0.0027436447705645
808 => 0.0028871781050098
809 => 0.0028033288941563
810 => 0.0027767527197877
811 => 0.0026730695884854
812 => 0.0027220040353304
813 => 0.002788188575362
814 => 0.0027472942244011
815 => 0.0028321561429626
816 => 0.0029523432514928
817 => 0.0030379957422974
818 => 0.0030445710769902
819 => 0.002989502263674
820 => 0.0030777503884577
821 => 0.003078393179704
822 => 0.0029788489344439
823 => 0.0029178786384867
824 => 0.0029040260589627
825 => 0.002938632518572
826 => 0.0029806511492426
827 => 0.0030469028185576
828 => 0.0030869373147801
829 => 0.0031913260482722
830 => 0.0032195706464956
831 => 0.0032506028967161
901 => 0.0032920715530021
902 => 0.0033418653072187
903 => 0.0032329194077528
904 => 0.0032372480314391
905 => 0.003135799118315
906 => 0.0030273864053962
907 => 0.0031096581406661
908 => 0.0032172174903813
909 => 0.0031925432567141
910 => 0.0031897669013777
911 => 0.0031944359609568
912 => 0.0031758323945569
913 => 0.0030916891532104
914 => 0.0030494329441708
915 => 0.0031039542345406
916 => 0.0031329298739087
917 => 0.0031778685636273
918 => 0.0031723289215788
919 => 0.003288086160231
920 => 0.003333065922854
921 => 0.0033215581747825
922 => 0.0033236758773771
923 => 0.0034051095890926
924 => 0.0034956806246404
925 => 0.0035805123513317
926 => 0.0036668068273296
927 => 0.0035627754683835
928 => 0.0035099547600728
929 => 0.0035644522481528
930 => 0.0035355351138699
1001 => 0.0037017015448389
1002 => 0.003713206547993
1003 => 0.0038793609632376
1004 => 0.0040370612886045
1005 => 0.0039380125397364
1006 => 0.0040314110486654
1007 => 0.0041324291509644
1008 => 0.0043273094598954
1009 => 0.0042616806278194
1010 => 0.004211409970984
1011 => 0.0041639044431807
1012 => 0.0042627559052493
1013 => 0.0043899267320099
1014 => 0.0044173181100671
1015 => 0.0044617026068315
1016 => 0.0044150377355618
1017 => 0.0044712404330392
1018 => 0.0046696606518512
1019 => 0.0046160457572245
1020 => 0.0045399039878301
1021 => 0.0046965376941018
1022 => 0.0047532228235034
1023 => 0.0051510687478767
1024 => 0.0056533656615934
1025 => 0.0054454114410553
1026 => 0.0053163275457266
1027 => 0.0053466653230398
1028 => 0.0055300871521055
1029 => 0.0055889964220836
1030 => 0.0054288607190401
1031 => 0.0054854233565508
1101 => 0.0057970890503504
1102 => 0.0059642876956413
1103 => 0.0057372094775623
1104 => 0.0051107096799352
1105 => 0.0045330482545813
1106 => 0.0046862700770182
1107 => 0.0046688994773805
1108 => 0.0050037453842811
1109 => 0.0046147670597193
1110 => 0.0046213164571144
1111 => 0.0049630866227617
1112 => 0.004871908201991
1113 => 0.0047242108375922
1114 => 0.0045341266087931
1115 => 0.0041827383311949
1116 => 0.0038715039345392
1117 => 0.004481906259382
1118 => 0.0044555846011901
1119 => 0.0044174669394772
1120 => 0.0045022936708576
1121 => 0.004914188199953
1122 => 0.0049046926978849
1123 => 0.0048442871583751
1124 => 0.0048901042277033
1125 => 0.0047161788838167
1126 => 0.0047610034051427
1127 => 0.0045329567500602
1128 => 0.0046360433622271
1129 => 0.0047238939453825
1130 => 0.004741531250601
1201 => 0.0047812689998416
1202 => 0.0044417142833884
1203 => 0.0045941643822732
1204 => 0.0046837145327254
1205 => 0.0042791236951198
1206 => 0.0046757170727247
1207 => 0.004435803391216
1208 => 0.0043543730843294
1209 => 0.0044640082649251
1210 => 0.0044212833284233
1211 => 0.0043845509369114
1212 => 0.0043640536313052
1213 => 0.0044445576079414
1214 => 0.0044408020012082
1215 => 0.004309081870283
1216 => 0.0041372583290904
1217 => 0.0041949279494301
1218 => 0.0041739760357051
1219 => 0.0040980435975151
1220 => 0.0041492128927376
1221 => 0.0039238892127653
1222 => 0.0035362315326788
1223 => 0.0037923300704198
1224 => 0.0037824705552984
1225 => 0.0037774989406808
1226 => 0.0039699499137495
1227 => 0.0039514501932883
1228 => 0.0039178730195015
1229 => 0.004097426926387
1230 => 0.0040318873350329
1231 => 0.0042338649125163
]
'min_raw' => 0.0018131030813482
'max_raw' => 0.0059642876956413
'avg_raw' => 0.0038886953884947
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.001813'
'max' => '$0.005964'
'avg' => '$0.003888'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00098773181308679
'max_diff' => 0.0039426956065779
'year' => 2029
]
4 => [
'items' => [
101 => 0.0043669004081376
102 => 0.0043331583032006
103 => 0.0044582788298487
104 => 0.0041962565410065
105 => 0.0042832898348503
106 => 0.0043012272760886
107 => 0.0040952112590474
108 => 0.0039544769763457
109 => 0.0039450916041777
110 => 0.0037010777523516
111 => 0.0038314279823861
112 => 0.0039461307905575
113 => 0.0038911970467409
114 => 0.0038738066645475
115 => 0.0039626503556599
116 => 0.0039695542713541
117 => 0.0038121442618823
118 => 0.0038448747873782
119 => 0.0039813665196932
120 => 0.0038414355459256
121 => 0.0035695725214899
122 => 0.0035021467326294
123 => 0.0034931508894916
124 => 0.0033102868024954
125 => 0.0035066524462501
126 => 0.0034209335804791
127 => 0.0036917184503799
128 => 0.0035370475849409
129 => 0.0035303800330686
130 => 0.0035203010504964
131 => 0.0033629023767984
201 => 0.0033973626831307
202 => 0.0035119139898321
203 => 0.0035527871865761
204 => 0.0035485237772914
205 => 0.0035113526259361
206 => 0.0035283693886795
207 => 0.0034735524668498
208 => 0.0034541954708362
209 => 0.003393099466856
210 => 0.003303305219207
211 => 0.0033157916600828
212 => 0.0031378857595471
213 => 0.0030409531827546
214 => 0.0030141235230492
215 => 0.0029782457808025
216 => 0.003018176009503
217 => 0.0031373817744836
218 => 0.0029935943310031
219 => 0.0027470808446723
220 => 0.0027618967252393
221 => 0.002795183609999
222 => 0.0027331537204641
223 => 0.0026744476357933
224 => 0.0027254878134394
225 => 0.0026210367995511
226 => 0.0028078060160068
227 => 0.0028027544321163
228 => 0.0028723704462801
301 => 0.0029159027686012
302 => 0.0028155748594079
303 => 0.0027903426615613
304 => 0.0028047160681942
305 => 0.0025671556737116
306 => 0.0028529566938524
307 => 0.0028554283129427
308 => 0.0028342648097279
309 => 0.0029864450298364
310 => 0.0033075927604661
311 => 0.0031867640660657
312 => 0.0031399755435272
313 => 0.0030510305279793
314 => 0.0031695444801644
315 => 0.0031604444577422
316 => 0.0031192907052682
317 => 0.0030944007873644
318 => 0.0031402612242687
319 => 0.003088718171717
320 => 0.0030794596231704
321 => 0.0030233628923778
322 => 0.0030033389117235
323 => 0.0029885139536247
324 => 0.0029721931314282
325 => 0.0030081927982982
326 => 0.0029266128170202
327 => 0.0028282353569831
328 => 0.0028200563356399
329 => 0.0028426393326754
330 => 0.0028326480375936
331 => 0.002820008501163
401 => 0.002795876183944
402 => 0.0027887166409305
403 => 0.0028119816824079
404 => 0.0027857168070161
405 => 0.0028244720613785
406 => 0.002813932776618
407 => 0.00275506118868
408 => 0.0026816853930558
409 => 0.0026810321945638
410 => 0.002665223499757
411 => 0.0026450887500674
412 => 0.0026394877233244
413 => 0.0027211893520407
414 => 0.0028903092783594
415 => 0.0028571069901262
416 => 0.002881099046082
417 => 0.0029991162155743
418 => 0.0030366303248558
419 => 0.0030100036986582
420 => 0.0029735555304601
421 => 0.0029751590648832
422 => 0.0030997134892269
423 => 0.0031074817958917
424 => 0.0031271098006828
425 => 0.0031523373337129
426 => 0.0030143000566201
427 => 0.0029686575215456
428 => 0.0029470295562759
429 => 0.002880423794321
430 => 0.0029522523982429
501 => 0.0029104009467451
502 => 0.0029160481374013
503 => 0.0029123703970781
504 => 0.0029143786919823
505 => 0.0028077538102044
506 => 0.0028466023130855
507 => 0.0027820091422547
508 => 0.0026955261374359
509 => 0.0026952362160789
510 => 0.0027164028089879
511 => 0.0027038120912768
512 => 0.0026699307936531
513 => 0.0026747434720653
514 => 0.0026325793450359
515 => 0.0026798629604928
516 => 0.0026812188853952
517 => 0.0026630121178884
518 => 0.0027358590513813
519 => 0.0027657044994708
520 => 0.002753720415071
521 => 0.0027648636641622
522 => 0.0028584866951016
523 => 0.002873751334204
524 => 0.0028805308785678
525 => 0.0028714471872378
526 => 0.0027665749213015
527 => 0.0027712264522471
528 => 0.0027370966045077
529 => 0.0027082604796826
530 => 0.0027094137734501
531 => 0.002724239290044
601 => 0.0027889831905146
602 => 0.0029252329121937
603 => 0.0029304034895342
604 => 0.0029366703801072
605 => 0.0029111797866598
606 => 0.002903491579764
607 => 0.0029136343091542
608 => 0.0029648025409468
609 => 0.0030964211251569
610 => 0.0030498983269874
611 => 0.0030120745679051
612 => 0.0030452562018325
613 => 0.0030401481493756
614 => 0.0029970310460772
615 => 0.0029958208925936
616 => 0.0029130653859922
617 => 0.0028824725594534
618 => 0.0028569069037642
619 => 0.0028289898751599
620 => 0.0028124397248161
621 => 0.0028378682776531
622 => 0.0028436840885487
623 => 0.0027880841133555
624 => 0.0027805060421856
625 => 0.0028259101821372
626 => 0.0028059295129815
627 => 0.0028264801267049
628 => 0.0028312480453687
629 => 0.0028304803006493
630 => 0.0028096181872855
701 => 0.0028229150762264
702 => 0.0027914639698877
703 => 0.0027572656155479
704 => 0.0027354491961118
705 => 0.0027164114766257
706 => 0.0027269747098753
707 => 0.0026893187121106
708 => 0.0026772718005601
709 => 0.0028184103894427
710 => 0.0029226709825458
711 => 0.0029211549922303
712 => 0.0029119267910661
713 => 0.0028982155560083
714 => 0.0029637994787003
715 => 0.0029409513514264
716 => 0.0029575752730431
717 => 0.0029618067587983
718 => 0.0029746141917375
719 => 0.0029791917481772
720 => 0.0029653551932991
721 => 0.0029189180251353
722 => 0.0028032010171845
723 => 0.0027493344376113
724 => 0.0027315575691333
725 => 0.0027322037245394
726 => 0.0027143798738745
727 => 0.0027196297967042
728 => 0.0027125541649622
729 => 0.0026991546302219
730 => 0.002726147326364
731 => 0.00272925798314
801 => 0.0027229575653218
802 => 0.0027244415417964
803 => 0.0026722767732049
804 => 0.002676242747265
805 => 0.0026541596997267
806 => 0.0026500193945284
807 => 0.0025941953733427
808 => 0.002495295027991
809 => 0.0025500954198046
810 => 0.0024839042525949
811 => 0.0024588366546127
812 => 0.002577502764649
813 => 0.0025655919784869
814 => 0.0025452058900717
815 => 0.0025150506164725
816 => 0.0025038657321629
817 => 0.0024359099158019
818 => 0.0024318947236411
819 => 0.002465575461191
820 => 0.0024500329596951
821 => 0.0024282054011893
822 => 0.0023491481969054
823 => 0.0022602617243494
824 => 0.0022629446482355
825 => 0.0022912177813639
826 => 0.0023734257290863
827 => 0.0023413056616992
828 => 0.0023180021842746
829 => 0.0023136381434529
830 => 0.0023682632510745
831 => 0.0024455692226728
901 => 0.0024818394549231
902 => 0.0024458967563064
903 => 0.0024046077194278
904 => 0.0024071207917876
905 => 0.0024238391363213
906 => 0.0024255959979471
907 => 0.0023987210795207
908 => 0.002406286211637
909 => 0.0023947940841822
910 => 0.0023242669192047
911 => 0.0023229913064343
912 => 0.0023056828027447
913 => 0.0023051587081318
914 => 0.0022757126255472
915 => 0.0022715929150424
916 => 0.0022131259308211
917 => 0.0022516090768899
918 => 0.0022257966029628
919 => 0.0021868911162076
920 => 0.0021801837956267
921 => 0.0021799821654707
922 => 0.0022199294012606
923 => 0.0022511422701813
924 => 0.0022262456219981
925 => 0.002220577137808
926 => 0.002281101718994
927 => 0.0022733994143443
928 => 0.0022667292681922
929 => 0.0024386473208155
930 => 0.0023025607672312
1001 => 0.0022432192623195
1002 => 0.0021697728813452
1003 => 0.0021936873933392
1004 => 0.0021987265323936
1005 => 0.0020221012258556
1006 => 0.0019504443609904
1007 => 0.0019258544253006
1008 => 0.0019117025696605
1009 => 0.0019181517479835
1010 => 0.0018536521650929
1011 => 0.00189699695152
1012 => 0.0018411457647508
1013 => 0.0018317821315334
1014 => 0.0019316509721112
1015 => 0.0019455471378523
1016 => 0.0018862617776005
1017 => 0.0019243325763102
1018 => 0.0019105275754744
1019 => 0.0018421031730453
1020 => 0.0018394898641683
1021 => 0.0018051569042635
1022 => 0.0017514324701834
1023 => 0.0017268789621898
1024 => 0.0017140912820434
1025 => 0.0017193677280987
1026 => 0.0017166997955112
1027 => 0.0016992897307188
1028 => 0.0017176977200456
1029 => 0.0016706729140218
1030 => 0.0016519472573585
1031 => 0.0016434893126756
1101 => 0.0016017520906826
1102 => 0.0016681745715003
1103 => 0.0016812606369898
1104 => 0.0016943724860708
1105 => 0.001808502180481
1106 => 0.0018028005834755
1107 => 0.0018543402436155
1108 => 0.0018523375071978
1109 => 0.0018376375612387
1110 => 0.0017756209072612
1111 => 0.001800339640196
1112 => 0.0017242592223665
1113 => 0.0017812638443699
1114 => 0.0017552493154575
1115 => 0.0017724683059764
1116 => 0.0017415070084496
1117 => 0.0017586422688616
1118 => 0.0016843638285784
1119 => 0.0016150036661678
1120 => 0.0016429162202712
1121 => 0.0016732603587693
1122 => 0.0017390541825759
1123 => 0.001699867923904
1124 => 0.0017139607843189
1125 => 0.0016667520610452
1126 => 0.0015693469804264
1127 => 0.0015698982826046
1128 => 0.0015549146330364
1129 => 0.0015419665721609
1130 => 0.0017043689370998
1201 => 0.0016841716358182
1202 => 0.0016519898795834
1203 => 0.0016950664391558
1204 => 0.0017064565652237
1205 => 0.0017067808261003
1206 => 0.0017382083719974
1207 => 0.0017549812588764
1208 => 0.0017579375528867
1209 => 0.0018073894753929
1210 => 0.0018239651075304
1211 => 0.0018922377904333
1212 => 0.0017535581966104
1213 => 0.0017507021816362
1214 => 0.001695672614688
1215 => 0.0016607719933464
1216 => 0.0016980622900901
1217 => 0.0017310964023718
1218 => 0.0016966990766389
1219 => 0.0017011906412124
1220 => 0.0016550150417807
1221 => 0.0016715206458136
1222 => 0.0016857374955518
1223 => 0.0016778877867542
1224 => 0.001666136392754
1225 => 0.0017283879818807
1226 => 0.0017248755032563
1227 => 0.001782845614209
1228 => 0.001828037461179
1229 => 0.0019090293299583
1230 => 0.0018245100926855
1231 => 0.0018214298757457
]
'min_raw' => 0.0015419665721609
'max_raw' => 0.0044582788298487
'avg_raw' => 0.0030001227010048
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.001541'
'max' => '$0.004458'
'avg' => '$0.00300012'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00027113650918732
'max_diff' => -0.0015060088657926
'year' => 2030
]
5 => [
'items' => [
101 => 0.0018515394904142
102 => 0.0018239604979053
103 => 0.0018413894691765
104 => 0.0019062212532356
105 => 0.0019075910466722
106 => 0.0018846452417303
107 => 0.0018832489874143
108 => 0.001887655980253
109 => 0.0019134678749591
110 => 0.0019044484058294
111 => 0.0019148859638513
112 => 0.0019279382899833
113 => 0.001981928244937
114 => 0.0019949450402941
115 => 0.0019633209760108
116 => 0.0019661762749359
117 => 0.001954348006794
118 => 0.0019429220479766
119 => 0.0019686059347708
120 => 0.0020155437427051
121 => 0.002015251745038
122 => 0.0020261404041382
123 => 0.0020329239485511
124 => 0.002003804010073
125 => 0.0019848480008936
126 => 0.0019921169410152
127 => 0.0020037401345665
128 => 0.001988347696
129 => 0.001893338434696
130 => 0.0019221581753605
131 => 0.0019173611613006
201 => 0.0019105296299425
202 => 0.0019395081020371
203 => 0.0019367130577101
204 => 0.0018529906286442
205 => 0.0018583502669162
206 => 0.0018533165659992
207 => 0.0018695814834605
208 => 0.0018230821389855
209 => 0.0018373850241681
210 => 0.0018463556596734
211 => 0.0018516394329017
212 => 0.0018707280449196
213 => 0.0018684882166193
214 => 0.0018705888140476
215 => 0.0018988921864634
216 => 0.0020420409315979
217 => 0.0020498322019557
218 => 0.0020114651371908
219 => 0.0020267920228075
220 => 0.0019973677540449
221 => 0.0020171204627907
222 => 0.0020306347644502
223 => 0.0019695662339017
224 => 0.0019659501518541
225 => 0.0019364044386675
226 => 0.0019522806313793
227 => 0.0019270204672362
228 => 0.0019332184279539
301 => 0.0019158883894588
302 => 0.0019470790083737
303 => 0.0019819549668528
304 => 0.001990766011258
305 => 0.0019675879468211
306 => 0.00195080550066
307 => 0.0019213410536824
308 => 0.0019703410856641
309 => 0.0019846701882645
310 => 0.0019702658209882
311 => 0.0019669280143487
312 => 0.001960602876798
313 => 0.0019682699221809
314 => 0.0019845921488944
315 => 0.0019768948882005
316 => 0.0019819790644971
317 => 0.0019626034272344
318 => 0.0020038136499843
319 => 0.0020692654014914
320 => 0.002069475839575
321 => 0.00206177853739
322 => 0.0020586289671766
323 => 0.0020665268663297
324 => 0.0020708111526315
325 => 0.0020963515102658
326 => 0.00212375733158
327 => 0.002251648341557
328 => 0.0022157370577196
329 => 0.0023292095700415
330 => 0.0024189515947264
331 => 0.0024458613039863
401 => 0.0024211056376669
402 => 0.0023364178404629
403 => 0.0023322626531076
404 => 0.0024588219763961
405 => 0.0024230631707829
406 => 0.0024188097746387
407 => 0.0023735608258915
408 => 0.0024003085587925
409 => 0.0023944584372415
410 => 0.0023852237341755
411 => 0.0024362565452872
412 => 0.0025317854119579
413 => 0.0025168963422232
414 => 0.0025057823423504
415 => 0.0024570840301442
416 => 0.0024864112912541
417 => 0.0024759684152996
418 => 0.0025208376376132
419 => 0.0024942581042896
420 => 0.0024227922626606
421 => 0.0024341734334945
422 => 0.0024324531924187
423 => 0.0024678556318612
424 => 0.0024572286982831
425 => 0.0024303781130814
426 => 0.0025314589046769
427 => 0.0025248952803116
428 => 0.0025342009990082
429 => 0.0025382976641673
430 => 0.0025998237607682
501 => 0.0026250290339301
502 => 0.0026307510722183
503 => 0.0026546941322763
504 => 0.0026301553470724
505 => 0.0027283279837452
506 => 0.0027936070586005
507 => 0.0028694320632754
508 => 0.0029802327749452
509 => 0.003021894867497
510 => 0.0030143689833804
511 => 0.0030983768184175
512 => 0.0032493370305898
513 => 0.0030448823583781
514 => 0.0032601736246718
515 => 0.0031920148954204
516 => 0.0030304117744886
517 => 0.0030200064386762
518 => 0.0031294459484221
519 => 0.0033721722478759
520 => 0.0033113720628416
521 => 0.0033722716951975
522 => 0.0033012290391799
523 => 0.0032977011725141
524 => 0.0033688213119649
525 => 0.0035349973943488
526 => 0.0034560533666255
527 => 0.0033428677450145
528 => 0.0034264422466487
529 => 0.0033540422788781
530 => 0.003190904888016
531 => 0.003311325570086
601 => 0.0032308036893693
602 => 0.0032543042549411
603 => 0.0034235492714816
604 => 0.0034031852633247
605 => 0.0034295381755361
606 => 0.0033830259752587
607 => 0.0033395762458988
608 => 0.0032584740994294
609 => 0.0032344637521473
610 => 0.0032410993483342
611 => 0.0032344604638753
612 => 0.0031890845582929
613 => 0.0031792856358026
614 => 0.0031629536690182
615 => 0.0031680156284406
616 => 0.0031373067528005
617 => 0.0031952607459108
618 => 0.0032060175177209
619 => 0.0032481916009446
620 => 0.0032525702541721
621 => 0.0033700244756397
622 => 0.0033053326641933
623 => 0.0033487335165338
624 => 0.0033448513357958
625 => 0.0030339142041427
626 => 0.0030767585974629
627 => 0.003143411028158
628 => 0.0031133841984751
629 => 0.0030709332864996
630 => 0.0030366518990054
701 => 0.0029847120914999
702 => 0.0030578163731482
703 => 0.0031539407297421
704 => 0.0032550081264846
705 => 0.0033764339814726
706 => 0.003349333144192
707 => 0.0032527381545877
708 => 0.0032570713352587
709 => 0.0032838573531228
710 => 0.0032491670262224
711 => 0.0032389361715838
712 => 0.003282451790801
713 => 0.0032827514589547
714 => 0.0032428360453897
715 => 0.0031984773676558
716 => 0.0031982915031764
717 => 0.0031903983049276
718 => 0.0033026332216135
719 => 0.0033643510775608
720 => 0.0033714269302819
721 => 0.0033638748162952
722 => 0.003366781325236
723 => 0.0033308690647204
724 => 0.003412953842809
725 => 0.0034882829525262
726 => 0.0034680931419503
727 => 0.0034378257457463
728 => 0.0034137163067945
729 => 0.0034624137243422
730 => 0.0034602453049957
731 => 0.0034876250184685
801 => 0.0034863829165125
802 => 0.0034771761486747
803 => 0.003468093470753
804 => 0.0035041052620532
805 => 0.0034937344444904
806 => 0.0034833475181834
807 => 0.0034625149473159
808 => 0.0034653464396892
809 => 0.0034350842695779
810 => 0.0034210836049817
811 => 0.0032105472017468
812 => 0.003154284995327
813 => 0.0031719862307895
814 => 0.0031778139371162
815 => 0.0031533285527803
816 => 0.0031884343041388
817 => 0.0031829631099757
818 => 0.0032042483259226
819 => 0.0031909502470956
820 => 0.0031914960048892
821 => 0.0032306028192699
822 => 0.0032419556938569
823 => 0.003236181530213
824 => 0.0032402255565024
825 => 0.0033334184354653
826 => 0.0033201693882173
827 => 0.0033131310959301
828 => 0.0033150807509942
829 => 0.0033388935296471
830 => 0.0033455598075404
831 => 0.0033173143196754
901 => 0.0033306350550378
902 => 0.0033873530555575
903 => 0.0034072011457786
904 => 0.0034705467221405
905 => 0.0034436363954241
906 => 0.0034930314647637
907 => 0.0036448550678936
908 => 0.003766142267468
909 => 0.0036546015463339
910 => 0.0038773300425205
911 => 0.0040507561253069
912 => 0.0040440997433933
913 => 0.0040138588944419
914 => 0.0038164179099605
915 => 0.0036347297723615
916 => 0.0037867196143489
917 => 0.0037871070677131
918 => 0.0037740510054933
919 => 0.0036929609243557
920 => 0.0037712292464426
921 => 0.0037774419016211
922 => 0.0037739644667995
923 => 0.0037117928917171
924 => 0.003616868387794
925 => 0.0036354164086434
926 => 0.0036657984451642
927 => 0.0036082789116737
928 => 0.003589897935492
929 => 0.0036240716673375
930 => 0.0037341865517235
1001 => 0.0037133699706824
1002 => 0.003712826365625
1003 => 0.0038018885269229
1004 => 0.0037381392402509
1005 => 0.0036356503585853
1006 => 0.0036097705643025
1007 => 0.0035179147293168
1008 => 0.0035813598817207
1009 => 0.0035836431598065
1010 => 0.0035488948982286
1011 => 0.0036384699885038
1012 => 0.0036376445382775
1013 => 0.0037226827550011
1014 => 0.0038852438864809
1015 => 0.0038371665607549
1016 => 0.0037812578617336
1017 => 0.0037873366874973
1018 => 0.0038540064023044
1019 => 0.0038136963708105
1020 => 0.0038281921391872
1021 => 0.0038539844612229
1022 => 0.0038695456094943
1023 => 0.0037850976777335
1024 => 0.0037654088252286
1025 => 0.0037251323428517
1026 => 0.0037146249603957
1027 => 0.0037474293148953
1028 => 0.0037387865264796
1029 => 0.0035834512591247
1030 => 0.0035672178594088
1031 => 0.0035677157146021
1101 => 0.0035268960591605
1102 => 0.0034646362867722
1103 => 0.0036282512512708
1104 => 0.0036151106798316
1105 => 0.0036006045059622
1106 => 0.0036023814294901
1107 => 0.0036734011401533
1108 => 0.0036322061213873
1109 => 0.0037417298305075
1110 => 0.0037192150484964
1111 => 0.0036961228472829
1112 => 0.0036929308016695
1113 => 0.0036840422743363
1114 => 0.0036535602068354
1115 => 0.0036167512786397
1116 => 0.0035924468359102
1117 => 0.0033138423101059
1118 => 0.0033655496895272
1119 => 0.0034250343162755
1120 => 0.0034455681710593
1121 => 0.0034104435915521
1122 => 0.0036549471393211
1123 => 0.0036996202935933
1124 => 0.0035643023953451
1125 => 0.0035389899415762
1126 => 0.0036566066195762
1127 => 0.0035856693846881
1128 => 0.0036176124172146
1129 => 0.0035485690527968
1130 => 0.0036888598389118
1201 => 0.003687791058173
1202 => 0.0036332147737631
1203 => 0.0036793422756241
1204 => 0.0036713264870337
1205 => 0.0036097099963504
1206 => 0.0036908131915698
1207 => 0.0036908534177428
1208 => 0.0036383249305891
1209 => 0.0035769831575579
1210 => 0.003566016697368
1211 => 0.0035577549427515
1212 => 0.0036155805320337
1213 => 0.0036674267745683
1214 => 0.0037638997781515
1215 => 0.0037881553833943
1216 => 0.0038828266254442
1217 => 0.0038264545102626
1218 => 0.0038514435387815
1219 => 0.0038785726641527
1220 => 0.0038915793644962
1221 => 0.0038703856442645
1222 => 0.0040174490514059
1223 => 0.004029865708875
1224 => 0.0040340289067207
1225 => 0.0039844399532755
1226 => 0.0040284865503739
1227 => 0.0040078786062615
1228 => 0.0040614947517901
1229 => 0.0040699024480143
1230 => 0.0040627814284249
1231 => 0.0040654501639129
]
'min_raw' => 0.0018230821389855
'max_raw' => 0.0040699024480143
'avg_raw' => 0.0029464922934999
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.001823'
'max' => '$0.004069'
'avg' => '$0.002946'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00028111556682459
'max_diff' => -0.00038837638183441
'year' => 2031
]
6 => [
'items' => [
101 => 0.0039399574896805
102 => 0.003933450032495
103 => 0.003844720392022
104 => 0.0038808783763711
105 => 0.0038132827577277
106 => 0.0038347180247116
107 => 0.0038441664861553
108 => 0.0038392311460926
109 => 0.0038829226945552
110 => 0.0038457759527683
111 => 0.003747739593703
112 => 0.0036496765246971
113 => 0.0036484454227462
114 => 0.0036226271476339
115 => 0.0036039652635806
116 => 0.0036075602045152
117 => 0.0036202292452641
118 => 0.0036032289159013
119 => 0.0036068567981094
120 => 0.0036671038152172
121 => 0.0036791859248361
122 => 0.0036381261955661
123 => 0.0034732654576564
124 => 0.0034328082190515
125 => 0.0034618880798588
126 => 0.0034479897793758
127 => 0.002782796856525
128 => 0.0029390740668027
129 => 0.0028462194551283
130 => 0.0028890111322231
131 => 0.0027942306182887
201 => 0.0028394648474106
202 => 0.0028311117369813
203 => 0.003082400866529
204 => 0.003078477332408
205 => 0.0030803553205629
206 => 0.0029907140528568
207 => 0.0031335150263383
208 => 0.0032038639208322
209 => 0.0031908442127366
210 => 0.0031941209927657
211 => 0.0031378150553747
212 => 0.0030809004851156
213 => 0.0030177734676087
214 => 0.0031350556634013
215 => 0.003122015885303
216 => 0.0031519244446964
217 => 0.0032279903321724
218 => 0.0032391913230495
219 => 0.0032542455683775
220 => 0.0032488496930615
221 => 0.0033774013343071
222 => 0.0033618328823412
223 => 0.0033993483722296
224 => 0.003322176163222
225 => 0.0032348484834766
226 => 0.0032514466204393
227 => 0.003249848086376
228 => 0.0032294969130383
229 => 0.0032111247837115
301 => 0.0031805403646977
302 => 0.0032773139920997
303 => 0.0032733851595566
304 => 0.0033369883916616
305 => 0.0033257459025782
306 => 0.0032506658089756
307 => 0.0032533473092067
308 => 0.0032713816869463
309 => 0.0033337988742157
310 => 0.0033523285450835
311 => 0.0033437448632578
312 => 0.0033640618014527
313 => 0.0033801194810136
314 => 0.0033660783987772
315 => 0.0035648705132236
316 => 0.0034823181675676
317 => 0.0035225536064448
318 => 0.003532149521536
319 => 0.0035075697868101
320 => 0.0035129002511379
321 => 0.0035209744521298
322 => 0.0035699994194621
323 => 0.0036986551192307
324 => 0.0037556358528692
325 => 0.0039270652014006
326 => 0.0037509043961506
327 => 0.003740451742993
328 => 0.0037713313453338
329 => 0.0038719785205612
330 => 0.0039535436027746
331 => 0.0039806034461472
401 => 0.0039841798511582
402 => 0.0040349459162297
403 => 0.0040640440779976
404 => 0.0040287815806499
405 => 0.0039989003062852
406 => 0.003891869290511
407 => 0.0039042584220226
408 => 0.0039896072524273
409 => 0.0041101675023949
410 => 0.0042136207390232
411 => 0.0041773950212653
412 => 0.0044537716763872
413 => 0.0044811732928451
414 => 0.0044773872754509
415 => 0.0045398122356494
416 => 0.0044159114022775
417 => 0.0043629413955455
418 => 0.0040053609769697
419 => 0.0041058264890738
420 => 0.0042518590110497
421 => 0.0042325310591723
422 => 0.0041264783382529
423 => 0.0042135402885244
424 => 0.0041847548850858
425 => 0.0041620506430862
426 => 0.0042660631771201
427 => 0.0041516971233504
428 => 0.0042507181221778
429 => 0.0041237226669406
430 => 0.0041775604972926
501 => 0.004146999540942
502 => 0.0041667762251107
503 => 0.004051162133564
504 => 0.0041135446909892
505 => 0.0040485668140803
506 => 0.0040485360061063
507 => 0.0040471016158721
508 => 0.0041235477998994
509 => 0.004126040707216
510 => 0.0040695468617161
511 => 0.0040614052159798
512 => 0.0040915091474761
513 => 0.0040562653279261
514 => 0.0040727556892716
515 => 0.0040567648041723
516 => 0.0040531649191168
517 => 0.0040244804225252
518 => 0.0040121223526969
519 => 0.0040169682703048
520 => 0.0040004266552673
521 => 0.0039904597338708
522 => 0.0040451189443426
523 => 0.0040159167331338
524 => 0.0040406432866562
525 => 0.0040124642581775
526 => 0.0039147834684523
527 => 0.0038586062133258
528 => 0.0036740962565488
529 => 0.0037264230514069
530 => 0.0037611157705338
531 => 0.0037496498270693
601 => 0.0037742831103621
602 => 0.003775795393893
603 => 0.0037677868623879
604 => 0.0037585140088615
605 => 0.0037540004965857
606 => 0.0037876405192377
607 => 0.0038071696846583
608 => 0.0037645976490268
609 => 0.0037546236167245
610 => 0.0037976662952143
611 => 0.0038239223042282
612 => 0.0040177819228097
613 => 0.0040034201761068
614 => 0.0040394653419805
615 => 0.0040354072094613
616 => 0.0040731882857421
617 => 0.0041349443779871
618 => 0.0040093769751781
619 => 0.0040311711345116
620 => 0.0040258277099436
621 => 0.0040841658182553
622 => 0.0040843479434617
623 => 0.0040493713333242
624 => 0.0040683327211104
625 => 0.0040577489946266
626 => 0.0040768752188593
627 => 0.0040032283662237
628 => 0.0040929222830473
629 => 0.004143772954138
630 => 0.0041444790157555
701 => 0.0041685818302766
702 => 0.0041930716857709
703 => 0.0042400778307754
704 => 0.0041917607098993
705 => 0.0041048429130203
706 => 0.0041111180972122
707 => 0.004060158224704
708 => 0.0040610148693675
709 => 0.0040564420330172
710 => 0.0040701654591315
711 => 0.0040062398865206
712 => 0.0040212430906397
713 => 0.0040002385170142
714 => 0.0040311254746707
715 => 0.0039978962140294
716 => 0.0040258251331825
717 => 0.0040378783288307
718 => 0.0040823548802592
719 => 0.0039913269912206
720 => 0.0038057149634245
721 => 0.0038447328619956
722 => 0.0037870223252192
723 => 0.0037923636551174
724 => 0.003803153991578
725 => 0.0037681789807307
726 => 0.0037748511106111
727 => 0.0037746127351807
728 => 0.0037725585445025
729 => 0.0037634601933821
730 => 0.0037502657842036
731 => 0.0038028282493457
801 => 0.0038117596364202
802 => 0.003831613003522
803 => 0.0038906831573495
804 => 0.003884780656012
805 => 0.0038944078805859
806 => 0.0038733917033956
807 => 0.0037933385353014
808 => 0.0037976858074763
809 => 0.0037434752537946
810 => 0.0038302267177824
811 => 0.0038096828260467
812 => 0.0037964380453988
813 => 0.003792824084287
814 => 0.0038520406616004
815 => 0.0038697591896387
816 => 0.0038587181920114
817 => 0.0038360727837605
818 => 0.0038795586621162
819 => 0.0038911936486423
820 => 0.0038937982930437
821 => 0.0039708469318998
822 => 0.0038981044560521
823 => 0.0039156142929867
824 => 0.0040522210423468
825 => 0.00392833757112
826 => 0.0039939614087599
827 => 0.0039907494633974
828 => 0.0040243203981444
829 => 0.003987995666886
830 => 0.0039884459554647
831 => 0.004018254671228
901 => 0.0039763937059687
902 => 0.0039660283422785
903 => 0.0039517086665785
904 => 0.0039829751545945
905 => 0.0040017180000985
906 => 0.0041527715697575
907 => 0.0042503590646368
908 => 0.0042461225341154
909 => 0.0042848364926284
910 => 0.004267395499739
911 => 0.004211073932998
912 => 0.0043072079797416
913 => 0.0042767871449326
914 => 0.0042792950015929
915 => 0.0042792016590428
916 => 0.0042994288547552
917 => 0.0042850960327977
918 => 0.0042568445694854
919 => 0.0042755992092727
920 => 0.0043312937845345
921 => 0.0045041714550656
922 => 0.0046009160898193
923 => 0.0044983473065773
924 => 0.0045690978798069
925 => 0.004526672746876
926 => 0.0045189628381841
927 => 0.0045633994265986
928 => 0.0046079137953787
929 => 0.0046050784225283
930 => 0.0045727632766321
1001 => 0.0045545092706818
1002 => 0.004692734719278
1003 => 0.0047945768751947
1004 => 0.0047876319229196
1005 => 0.0048182846836422
1006 => 0.0049082821371777
1007 => 0.0049165103764442
1008 => 0.0049154738074206
1009 => 0.0048950792578706
1010 => 0.0049836934385225
1011 => 0.0050576169470405
1012 => 0.004890358508905
1013 => 0.0049540483325733
1014 => 0.0049826407463759
1015 => 0.0050246228928251
1016 => 0.0050954538109097
1017 => 0.0051723949749226
1018 => 0.005183275299131
1019 => 0.0051755551884337
1020 => 0.0051248104224776
1021 => 0.0052090003622396
1022 => 0.0052583168544551
1023 => 0.0052876836969816
1024 => 0.0053621531234521
1025 => 0.0049828173233895
1026 => 0.0047143045898927
1027 => 0.0046723724491863
1028 => 0.0047576431062128
1029 => 0.0047801282984499
1030 => 0.0047710645456531
1031 => 0.0044688290519928
1101 => 0.0046707812418613
1102 => 0.0048880648175373
1103 => 0.0048964115645943
1104 => 0.005005188265763
1105 => 0.0050406104185712
1106 => 0.0051281899207002
1107 => 0.0051227117989967
1108 => 0.0051440360140709
1109 => 0.0051391339463092
1110 => 0.0053013565319632
1111 => 0.0054803121342267
1112 => 0.0054741154707643
1113 => 0.0054483884856323
1114 => 0.0054865974456561
1115 => 0.0056712988052398
1116 => 0.0056542944638283
1117 => 0.0056708127330833
1118 => 0.0058885860453449
1119 => 0.0061717223291775
1120 => 0.0060401770989192
1121 => 0.0063255923974595
1122 => 0.0065052461986758
1123 => 0.0068159388713295
1124 => 0.0067770386185196
1125 => 0.0068979889960156
1126 => 0.0067073990472621
1127 => 0.0062697660003404
1128 => 0.006200508895473
1129 => 0.0063391633732867
1130 => 0.0066800318772856
1201 => 0.0063284282110477
1202 => 0.0063995571747981
1203 => 0.0063790720284529
1204 => 0.0063779804620604
1205 => 0.0064196411115395
1206 => 0.0063592101665967
1207 => 0.0061130036255801
1208 => 0.0062258386324237
1209 => 0.0061822676174993
1210 => 0.0062306129069923
1211 => 0.0064915124952718
1212 => 0.0063761625682241
1213 => 0.0062546507903464
1214 => 0.0064070535254271
1215 => 0.0066011145784465
1216 => 0.0065889705865098
1217 => 0.0065654061663577
1218 => 0.006698237568962
1219 => 0.0069176361301149
1220 => 0.0069769386795798
1221 => 0.0070207146092074
1222 => 0.0070267505703027
1223 => 0.0070889247209129
1224 => 0.0067545986431787
1225 => 0.0072851827146455
1226 => 0.0073767999266986
1227 => 0.007359579687977
1228 => 0.0074614083633324
1229 => 0.0074314477838987
1230 => 0.0073880396049701
1231 => 0.0075494597149888
]
'min_raw' => 0.002782796856525
'max_raw' => 0.0075494597149888
'avg_raw' => 0.0051661282857569
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.002782'
'max' => '$0.007549'
'avg' => '$0.005166'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00095971471753955
'max_diff' => 0.0034795572669745
'year' => 2032
]
7 => [
'items' => [
101 => 0.0073644045847835
102 => 0.0071017421252502
103 => 0.0069576403050758
104 => 0.0071474052062437
105 => 0.0072632880095045
106 => 0.0073398791709294
107 => 0.0073630556100989
108 => 0.0067805514248889
109 => 0.0064666139762239
110 => 0.006667844281518
111 => 0.0069133591421506
112 => 0.0067532347957315
113 => 0.0067595113669556
114 => 0.0065312161289
115 => 0.0069335582050284
116 => 0.006874940348766
117 => 0.0071790498907485
118 => 0.0071064717079228
119 => 0.0073544612339452
120 => 0.0072891572807094
121 => 0.0075602303394961
122 => 0.0076683687216562
123 => 0.0078499498956983
124 => 0.007983521746492
125 => 0.0080619576921004
126 => 0.0080572486921319
127 => 0.0083680509852654
128 => 0.0081847817316096
129 => 0.0079545523557714
130 => 0.0079503882327268
131 => 0.0080696272888489
201 => 0.0083195196388434
202 => 0.0083843130894112
203 => 0.0084205237889934
204 => 0.0083650658420796
205 => 0.0081661402022621
206 => 0.0080802451195647
207 => 0.008153430218643
208 => 0.0080639311313375
209 => 0.0082184316650354
210 => 0.0084305938973359
211 => 0.0083867832353462
212 => 0.0085332357099161
213 => 0.0086847986138463
214 => 0.0089015403735824
215 => 0.0089582046955016
216 => 0.0090518686648828
217 => 0.0091482796563871
218 => 0.0091792442685092
219 => 0.0092383653208052
220 => 0.0092380537236767
221 => 0.0094162189940765
222 => 0.0096127408046466
223 => 0.0096869232386464
224 => 0.0098575016551858
225 => 0.0095653920946428
226 => 0.0097869605518274
227 => 0.0099868208464262
228 => 0.0097485391639328
301 => 0.010076954950738
302 => 0.010089706591534
303 => 0.010282241228101
304 => 0.010087070488767
305 => 0.0099711787267578
306 => 0.010305753901271
307 => 0.010467644289198
308 => 0.010418881586847
309 => 0.010047795014241
310 => 0.0098318067123321
311 => 0.0092665236652055
312 => 0.0099361258529374
313 => 0.010262269546018
314 => 0.010046950380866
315 => 0.010155544843401
316 => 0.010748001019118
317 => 0.010973569972134
318 => 0.010926653206752
319 => 0.010934581367786
320 => 0.011056294280468
321 => 0.011596036363823
322 => 0.011272610396353
323 => 0.011519857429944
324 => 0.011650996365045
325 => 0.011772805516419
326 => 0.011473680738822
327 => 0.011084523798183
328 => 0.010961261459386
329 => 0.010025541133369
330 => 0.0099768328267721
331 => 0.0099494913782667
401 => 0.0097771074129647
402 => 0.0096416608361794
403 => 0.0095339486895107
404 => 0.0092512798510823
405 => 0.0093466722862211
406 => 0.008896157155338
407 => 0.0091843807708011
408 => 0.0084653477438433
409 => 0.0090641798148755
410 => 0.0087382627441659
411 => 0.0089571072916359
412 => 0.0089563437636262
413 => 0.008553381567007
414 => 0.0083209613816035
415 => 0.0084690685696715
416 => 0.0086278512320437
417 => 0.0086536131848046
418 => 0.0088594790512216
419 => 0.0089169317894666
420 => 0.0087428473103724
421 => 0.0084504473825632
422 => 0.008518365216861
423 => 0.0083195850288592
424 => 0.0079712303953557
425 => 0.0082214247748263
426 => 0.0083068521362479
427 => 0.0083445817257411
428 => 0.0080020149524903
429 => 0.0078943730348485
430 => 0.0078370653810991
501 => 0.0084062263139059
502 => 0.0084374062346132
503 => 0.008277885351878
504 => 0.0089989348682316
505 => 0.0088357391555997
506 => 0.0090180687505299
507 => 0.0085122023852795
508 => 0.0085315271616715
509 => 0.0082920419174938
510 => 0.0084261376518235
511 => 0.0083313631089065
512 => 0.0084153040416495
513 => 0.0084656178906343
514 => 0.0087050638376399
515 => 0.009066913902963
516 => 0.0086692985979759
517 => 0.008496051915637
518 => 0.0086035331829837
519 => 0.0088897699616439
520 => 0.0093234333335052
521 => 0.0090666958890746
522 => 0.0091806316072283
523 => 0.0092055214929976
524 => 0.0090162128064113
525 => 0.0093304134148067
526 => 0.009498796073407
527 => 0.0096715218392491
528 => 0.0098214947820638
529 => 0.0096025313700508
530 => 0.0098368536080769
531 => 0.009648031247671
601 => 0.0094786380702902
602 => 0.0094788949698178
603 => 0.0093726321552073
604 => 0.0091667345619232
605 => 0.0091287638866858
606 => 0.0093262921344385
607 => 0.0094846910831415
608 => 0.0094977375792364
609 => 0.0095854353760702
610 => 0.0096373340288773
611 => 0.010146011379184
612 => 0.010350605617477
613 => 0.010600779579291
614 => 0.01069823643645
615 => 0.01099154663628
616 => 0.010754674828428
617 => 0.010703426122805
618 => 0.0099919515190524
619 => 0.010108455445559
620 => 0.010294989472854
621 => 0.0099950273964577
622 => 0.010185284292179
623 => 0.010222845033586
624 => 0.0099848347998837
625 => 0.010111966349519
626 => 0.0097743426455649
627 => 0.0090742731770901
628 => 0.0093311927922506
629 => 0.0095203721072161
630 => 0.009250389899119
701 => 0.0097343225573786
702 => 0.0094516190888211
703 => 0.0093620156614481
704 => 0.0090124407453374
705 => 0.0091774266493692
706 => 0.0094005724469427
707 => 0.0092626942875256
708 => 0.0095488121708259
709 => 0.0099540313984313
710 => 0.010242814751245
711 => 0.010264983951237
712 => 0.01007931560236
713 => 0.010376850316355
714 => 0.010379017531921
715 => 0.010043397159069
716 => 0.009837831549439
717 => 0.0097911266104174
718 => 0.009907804705136
719 => 0.010049473452089
720 => 0.010272845580728
721 => 0.010407824679862
722 => 0.010759778583019
723 => 0.010855007217904
724 => 0.010959634616125
725 => 0.011099449086043
726 => 0.011267332204873
727 => 0.010900013498463
728 => 0.010914607755437
729 => 0.010572565661902
730 => 0.010207044631162
731 => 0.010484429530654
801 => 0.010847073387773
802 => 0.010763882486264
803 => 0.010754521810408
804 => 0.010770263870763
805 => 0.010707540647786
806 => 0.010423845834892
807 => 0.010281376075881
808 => 0.010465198412918
809 => 0.010562891804062
810 => 0.010714405733967
811 => 0.010695728444035
812 => 0.011086012056063
813 => 0.011237664466134
814 => 0.011198865290065
815 => 0.011206005272216
816 => 0.011480564716785
817 => 0.011785931286603
818 => 0.012071947375904
819 => 0.012362895226619
820 => 0.012012146236695
821 => 0.011834057530801
822 => 0.012017799616756
823 => 0.011920303479591
824 => 0.012480545202973
825 => 0.012519335124361
826 => 0.013079536335889
827 => 0.013611233993148
828 => 0.013277284220977
829 => 0.013592183814707
830 => 0.013932773399466
831 => 0.014589825967136
901 => 0.014368553777733
902 => 0.014199062748427
903 => 0.014038894544708
904 => 0.014372179150661
905 => 0.014800944471868
906 => 0.014893296415393
907 => 0.015042941845061
908 => 0.014885607973538
909 => 0.01507509929203
910 => 0.015744086913012
911 => 0.015563320552505
912 => 0.015306603260944
913 => 0.015834704737455
914 => 0.016025822608862
915 => 0.017367187919602
916 => 0.019060717033448
917 => 0.018359584860004
918 => 0.017924369494553
919 => 0.018026655428881
920 => 0.018645074931679
921 => 0.018843691648324
922 => 0.018303782945195
923 => 0.01849448782664
924 => 0.019545290473089
925 => 0.020109012379124
926 => 0.019343402312776
927 => 0.017231114504257
928 => 0.015283488677643
929 => 0.015800086749595
930 => 0.01574152056014
1001 => 0.01687047691345
1002 => 0.015559009334591
1003 => 0.015581091085173
1004 => 0.016733393060283
1005 => 0.016425978648781
1006 => 0.01592800667281
1007 => 0.015287124424157
1008 => 0.014102394313088
1009 => 0.013053045815072
1010 => 0.015111059870209
1011 => 0.015022314561895
1012 => 0.01489379820414
1013 => 0.015179797451402
1014 => 0.016568528613805
1015 => 0.016536513865628
1016 => 0.01633285237179
1017 => 0.016487327819876
1018 => 0.015900926379883
1019 => 0.016052055383082
1020 => 0.015283180163762
1021 => 0.01563074387396
1022 => 0.0159269382486
1023 => 0.015986403654542
1024 => 0.016120382250507
1025 => 0.014975549817032
1026 => 0.015489545969148
1027 => 0.01579147055359
1028 => 0.014427364296972
1029 => 0.015764506558832
1030 => 0.014955620831388
1031 => 0.014681072866437
1101 => 0.015050715532299
1102 => 0.014906665425923
1103 => 0.014782819603368
1104 => 0.01471371150644
1105 => 0.014985136284277
1106 => 0.014972473993968
1107 => 0.014528370376148
1108 => 0.013949055310681
1109 => 0.01414349246202
1110 => 0.014072851622081
1111 => 0.013816840105289
1112 => 0.013989360956658
1113 => 0.013229666438035
1114 => 0.011922651504228
1115 => 0.012786105604451
1116 => 0.012752863560849
1117 => 0.012736101415059
1118 => 0.013384963307258
1119 => 0.013322590208114
1120 => 0.013209382422408
1121 => 0.013814760955526
1122 => 0.013593789647448
1123 => 0.014274771151557
1124 => 0.014723309613286
1125 => 0.014609545750692
1126 => 0.015031398341923
1127 => 0.014147971901279
1128 => 0.014441410727944
1129 => 0.014501888063431
1130 => 0.013807290678398
1201 => 0.013332795218515
1202 => 0.013301151780985
1203 => 0.01247844204305
1204 => 0.012917926944374
1205 => 0.013304655470418
1206 => 0.013119442517789
1207 => 0.013060809630066
1208 => 0.01336035233752
1209 => 0.013383629371299
1210 => 0.012852910534349
1211 => 0.012963263786231
1212 => 0.013423455191279
1213 => 0.012951668143553
1214 => 0.012035062975798
1215 => 0.011807732221137
1216 => 0.011777402107928
1217 => 0.011160863071457
1218 => 0.011822923549188
1219 => 0.011533916408541
1220 => 0.012446886503007
1221 => 0.011925402881405
1222 => 0.011902922764754
1223 => 0.011868940771319
1224 => 0.011338260153722
1225 => 0.011454445482463
1226 => 0.011840663210724
1227 => 0.011978470047221
1228 => 0.011964095665157
1229 => 0.011838770533155
1230 => 0.011896143736817
1231 => 0.011711324657673
]
'min_raw' => 0.0064666139762239
'max_raw' => 0.020109012379124
'avg_raw' => 0.013287813177674
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.006466'
'max' => '$0.020109'
'avg' => '$0.013287'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0036838171196989
'max_diff' => 0.012559552664135
'year' => 2033
]
8 => [
'items' => [
101 => 0.011646061194151
102 => 0.011440071751145
103 => 0.011137324175962
104 => 0.01117942308315
105 => 0.010579600918501
106 => 0.010252785968228
107 => 0.010162327897345
108 => 0.010041363584456
109 => 0.010175991138359
110 => 0.010577901697672
111 => 0.010093112293059
112 => 0.0092619748628724
113 => 0.0093119276386159
114 => 0.0094241566945993
115 => 0.0092150185912438
116 => 0.0090170869280483
117 => 0.0091891724504933
118 => 0.0088370085646322
119 => 0.0094667140177227
120 => 0.0094496822499458
121 => 0.0096843975021339
122 => 0.009831169766169
123 => 0.0094929072156529
124 => 0.0094078350989572
125 => 0.0094562960429392
126 => 0.0086553445870043
127 => 0.0096189426803989
128 => 0.0096272759167249
129 => 0.0095559216880475
130 => 0.010069007925027
131 => 0.011151779920663
201 => 0.010744397541502
202 => 0.010586646771094
203 => 0.010286762441231
204 => 0.010686340505403
205 => 0.010655659144464
206 => 0.010516906394734
207 => 0.010432988298763
208 => 0.010587609963659
209 => 0.01041382896336
210 => 0.010382613120524
211 => 0.010193479076108
212 => 0.010125966827302
213 => 0.010075983446027
214 => 0.010020956654508
215 => 0.010142332044776
216 => 0.0098672794421654
217 => 0.0095355929671555
218 => 0.0095080168256558
219 => 0.0095841569768556
220 => 0.0095504706279173
221 => 0.0095078555483772
222 => 0.0094264917560088
223 => 0.0094023528568755
224 => 0.0094807925685298
225 => 0.0093922387073913
226 => 0.0095229047532796
227 => 0.0094873708188801
228 => 0.0092888811498642
301 => 0.0090414895319828
302 => 0.0090392872276622
303 => 0.0089859871093932
304 => 0.0089181013950513
305 => 0.0088992171423361
306 => 0.0091746798877786
307 => 0.0097448795269383
308 => 0.0096329356940503
309 => 0.0097138265857773
310 => 0.010111729712416
311 => 0.01023821115101
312 => 0.010148437621773
313 => 0.010025550077964
314 => 0.010030956506226
315 => 0.010450900444013
316 => 0.0104770918323
317 => 0.010543269020836
318 => 0.010628325409777
319 => 0.010162923092604
320 => 0.01000903609894
321 => 0.0099361159040172
322 => 0.0097115499273206
323 => 0.0099537250803561
324 => 0.0098126199896563
325 => 0.009831659887228
326 => 0.0098192601289566
327 => 0.0098260312354408
328 => 0.0094665380022151
329 => 0.0095975184419945
330 => 0.0093797380567872
331 => 0.0090881545679902
401 => 0.0090871770778934
402 => 0.0091585417236905
403 => 0.0091160912398715
404 => 0.0090018580794165
405 => 0.0090180843606938
406 => 0.0088759250626089
407 => 0.0090353450733585
408 => 0.0090399166688346
409 => 0.0089785312810293
410 => 0.0092241398033112
411 => 0.0093247658152875
412 => 0.0092843606380317
413 => 0.0093219308803393
414 => 0.0096375874657029
415 => 0.0096890532621796
416 => 0.0097119109693348
417 => 0.0096812846698127
418 => 0.0093277005032608
419 => 0.0093433834646033
420 => 0.0092283123000801
421 => 0.0091310892919585
422 => 0.0091349777024158
423 => 0.0091849629666967
424 => 0.0094032515474082
425 => 0.009862626996701
426 => 0.0098800599592026
427 => 0.0099011892183099
428 => 0.0098152459028057
429 => 0.0097893245764829
430 => 0.0098235214967647
501 => 0.0099960387627054
502 => 0.010439800008686
503 => 0.010282945146539
504 => 0.010155419702023
505 => 0.010267293897477
506 => 0.010250071741985
507 => 0.010104699417875
508 => 0.010100619300915
509 => 0.0098216033326032
510 => 0.0097184574820047
511 => 0.0096322610889114
512 => 0.0095381368778674
513 => 0.0094823368904884
514 => 0.0095680710317433
515 => 0.0095876794442248
516 => 0.0094002202459947
517 => 0.0093746702499614
518 => 0.009527753477824
519 => 0.0094603872567597
520 => 0.0095296750857262
521 => 0.0095457504563865
522 => 0.009543161951463
523 => 0.0094728238797106
524 => 0.0095176552691341
525 => 0.0094116156682671
526 => 0.0092963135289574
527 => 0.0092227579476549
528 => 0.0091585709472364
529 => 0.0091941856256389
530 => 0.0090672258001173
531 => 0.0090266087967365
601 => 0.0095024674031356
602 => 0.0098539892720248
603 => 0.0098488780048332
604 => 0.0098177644803156
605 => 0.0097715360940304
606 => 0.0099926568683098
607 => 0.0099156228120003
608 => 0.0099716715243762
609 => 0.009985938274033
610 => 0.010029119428374
611 => 0.010044552979505
612 => 0.009997902068696
613 => 0.0098413359140921
614 => 0.0094511879426825
615 => 0.009269573008807
616 => 0.0092096370555921
617 => 0.0092118156136569
618 => 0.0091517212567187
619 => 0.0091694217380772
620 => 0.009145565751654
621 => 0.0091003882847516
622 => 0.0091913960443645
623 => 0.0092018838408639
624 => 0.0091806415423085
625 => 0.0091856448726008
626 => 0.0090097677132665
627 => 0.0090231392717055
628 => 0.0089486847351413
629 => 0.0089347254070983
630 => 0.008746510822162
701 => 0.0084130614028069
702 => 0.0085978247498479
703 => 0.0083746566082805
704 => 0.0082901394515197
705 => 0.0086902305265105
706 => 0.0086500724793805
707 => 0.0085813393589773
708 => 0.0084796687486636
709 => 0.0084419581303101
710 => 0.0082128403509253
711 => 0.0081993028502235
712 => 0.008312859808387
713 => 0.0082604571794509
714 => 0.0081868640419971
715 => 0.007920317158156
716 => 0.0076206302100783
717 => 0.0076296758752758
718 => 0.0077250007175854
719 => 0.0080021705529071
720 => 0.0078938755031601
721 => 0.0078153062020261
722 => 0.0078005925337082
723 => 0.0079847648978575
724 => 0.0082454073784319
725 => 0.0083676949987706
726 => 0.0082465116809452
727 => 0.0081073028104006
728 => 0.0081157758093189
729 => 0.0081721428751516
730 => 0.0081780662567833
731 => 0.0080874555929618
801 => 0.0081129619640725
802 => 0.0080742154540039
803 => 0.0078364281932329
804 => 0.0078321273757171
805 => 0.0077737705470864
806 => 0.0077720035255079
807 => 0.0076727240022139
808 => 0.0076588341106182
809 => 0.0074617085912816
810 => 0.00759145720506
811 => 0.0075044286470454
812 => 0.0073732560821559
813 => 0.0073506418825271
814 => 0.0073499620723788
815 => 0.0074846469668714
816 => 0.0075898833336504
817 => 0.0075059425460722
818 => 0.0074868308558644
819 => 0.0076908937070245
820 => 0.0076649248491402
821 => 0.0076424359856935
822 => 0.0082220697030483
823 => 0.007763244386379
824 => 0.0075631703594777
825 => 0.0073155407581601
826 => 0.007396170205006
827 => 0.0074131600141494
828 => 0.0068176554615712
829 => 0.0065760593387556
830 => 0.0064931526537632
831 => 0.0064454386844215
901 => 0.0064671825394048
902 => 0.006249717692472
903 => 0.0063958576661474
904 => 0.0062075514905495
905 => 0.0061759813474092
906 => 0.0065126961160372
907 => 0.0065595480090326
908 => 0.0063596632777719
909 => 0.0064880216336398
910 => 0.0064414771094875
911 => 0.0062107794594586
912 => 0.0062019685061246
913 => 0.0060862125347546
914 => 0.0059050768543335
915 => 0.0058222929878618
916 => 0.0057791784314409
917 => 0.0057969683377061
918 => 0.0057879732167183
919 => 0.0057292739677386
920 => 0.005791337788959
921 => 0.0056327903722824
922 => 0.0055696555134585
923 => 0.0055411389624453
924 => 0.005400419004496
925 => 0.0056243670360426
926 => 0.0056684876194803
927 => 0.0057126951340968
928 => 0.0060974913670819
929 => 0.0060782680347048
930 => 0.0062520375972509
1001 => 0.0062452852315921
1002 => 0.0061957233374737
1003 => 0.0059866298587239
1004 => 0.0060699707926207
1005 => 0.0058134603521431
1006 => 0.0060056554151634
1007 => 0.0059179456146587
1008 => 0.0059760006433846
1009 => 0.0058716124671245
1010 => 0.005929385193949
1011 => 0.0056789502465791
1012 => 0.0054450976164399
1013 => 0.0055392067413917
1014 => 0.0056415141228983
1015 => 0.0058633425934405
1016 => 0.0057312233864307
1017 => 0.0057787384492518
1018 => 0.0056195709427267
1019 => 0.0052911629128149
1020 => 0.0052930216665992
1021 => 0.0052425032459552
1022 => 0.0051988479547085
1023 => 0.0057463988666713
1024 => 0.0056783022552697
1025 => 0.0055697992172655
1026 => 0.0057150348453735
1027 => 0.0057534374506446
1028 => 0.0057545307188289
1029 => 0.0058604908840224
1030 => 0.0059170418431805
1031 => 0.005927009194838
1101 => 0.0060937398041908
1102 => 0.0061496257052159
1103 => 0.0063798118222696
1104 => 0.0059122438893955
1105 => 0.0059026146355096
1106 => 0.005717078608502
1107 => 0.0055994087269653
1108 => 0.0057251355659618
1109 => 0.0058365123818877
1110 => 0.0057205393966345
1111 => 0.0057356830201852
1112 => 0.0055799987628238
1113 => 0.0056356485592054
1114 => 0.0056835816606863
1115 => 0.005657115819426
1116 => 0.0056174951740982
1117 => 0.0058273807531063
1118 => 0.0058155381861904
1119 => 0.0060109884626114
1120 => 0.0061633559298648
1121 => 0.0064364256701258
1122 => 0.006151463160716
1123 => 0.0061410779942497
1124 => 0.0062425946622907
1125 => 0.0061496101635429
1126 => 0.0062083731570357
1127 => 0.0064269580434017
1128 => 0.0064315763976091
1129 => 0.0063542130142225
1130 => 0.0063495054453126
1201 => 0.0063643639293547
1202 => 0.0064513905344855
1203 => 0.0064209807645953
1204 => 0.0064561717201934
1205 => 0.0065001785490318
1206 => 0.0066822094516162
1207 => 0.0067260964859666
1208 => 0.0066194737453136
1209 => 0.0066291005849903
1210 => 0.0065892207531264
1211 => 0.0065506973352387
1212 => 0.0066372923527569
1213 => 0.0067955464493007
1214 => 0.0067945619587795
1215 => 0.0068312738331576
1216 => 0.0068541450267575
1217 => 0.0067559651210895
1218 => 0.0066920536126748
1219 => 0.0067165613517959
1220 => 0.0067557497603598
1221 => 0.0067038530790669
1222 => 0.0063835227212458
1223 => 0.0064806904890262
1224 => 0.0064645170212065
1225 => 0.0064414840362703
1226 => 0.0065391869781496
1227 => 0.0065297632910574
1228 => 0.0062474872761481
1229 => 0.0062655576707803
1230 => 0.0062485861966967
1231 => 0.0063034245014978
]
'min_raw' => 0.0051988479547085
'max_raw' => 0.011646061194151
'avg_raw' => 0.0084224545744296
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.005198'
'max' => '$0.011646'
'avg' => '$0.008422'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0012677660215154
'max_diff' => -0.0084629511849732
'year' => 2034
]
9 => [
'items' => [
101 => 0.0061466487151197
102 => 0.0061948718911086
103 => 0.0062251170150246
104 => 0.0062429316253651
105 => 0.0063072902135077
106 => 0.0062997384760132
107 => 0.0063068207869019
108 => 0.0064022475830801
109 => 0.0068848835716274
110 => 0.0069111523836077
111 => 0.0067817951460499
112 => 0.0068334708109956
113 => 0.0067342648345256
114 => 0.0068008624711522
115 => 0.0068464268827355
116 => 0.0066405300683228
117 => 0.0066283381952325
118 => 0.0065287227604081
119 => 0.0065822504525761
120 => 0.0064970840455595
121 => 0.0065179809028469
122 => 0.006459551468116
123 => 0.0065647128174473
124 => 0.0066822995464212
125 => 0.0067120065978006
126 => 0.006633860135311
127 => 0.0065772769463657
128 => 0.0064779355062389
129 => 0.0066431425351382
130 => 0.0066914541049813
131 => 0.0066428887750286
201 => 0.0066316351269052
202 => 0.0066103094840462
203 => 0.0066361594628506
204 => 0.0066911909897965
205 => 0.0066652391379615
206 => 0.0066823807933113
207 => 0.0066170544795162
208 => 0.0067559976227235
209 => 0.0069766727726251
210 => 0.0069773822793161
211 => 0.006951430287591
212 => 0.0069408112917205
213 => 0.0069674396101291
214 => 0.0069818843805149
215 => 0.0070679954794495
216 => 0.0071603961194238
217 => 0.0075915895886266
218 => 0.007470512187923
219 => 0.0078530926856139
220 => 0.0081556641874273
221 => 0.008246392150973
222 => 0.0081629266935915
223 => 0.0078773958726052
224 => 0.0078633863683309
225 => 0.0082900899628877
226 => 0.0081695266531626
227 => 0.0081551860311001
228 => 0.0080026260412182
301 => 0.0080928078901607
302 => 0.0080730837969091
303 => 0.0080419483507757
304 => 0.008214009036436
305 => 0.0085360912800287
306 => 0.0084858917418967
307 => 0.0084484201153706
308 => 0.00828423035576
309 => 0.0083831092641561
310 => 0.008347900378777
311 => 0.0084991800944763
312 => 0.008409565342152
313 => 0.0081686132675142
314 => 0.0082069856795887
315 => 0.0082011857666982
316 => 0.0083205475629981
317 => 0.0082847181144908
318 => 0.008194189491835
319 => 0.0085349904379349
320 => 0.0085128607201297
321 => 0.0085442356004197
322 => 0.0085580477930238
323 => 0.0087654873233286
324 => 0.0088504686615698
325 => 0.0088697609131583
326 => 0.008950486611795
327 => 0.0088677523842368
328 => 0.0091987482829739
329 => 0.0094188412414879
330 => 0.0096744905386819
331 => 0.010048062873936
401 => 0.010188529527728
402 => 0.010163155483989
403 => 0.010446393765056
404 => 0.0109553666601
405 => 0.010266033458169
406 => 0.010991902993635
407 => 0.010762101079273
408 => 0.010217244874282
409 => 0.010182162558113
410 => 0.010551145506044
411 => 0.011369514171261
412 => 0.011164522102485
413 => 0.01136984946485
414 => 0.011130324190046
415 => 0.011118429741275
416 => 0.011358216256883
417 => 0.011918490520683
418 => 0.011652325219518
419 => 0.011270711993889
420 => 0.011552489261134
421 => 0.011308387714992
422 => 0.010758358611811
423 => 0.011164365348913
424 => 0.010892880206219
425 => 0.010972114003801
426 => 0.011542735393377
427 => 0.011474076718107
428 => 0.011562927401529
429 => 0.011406108270916
430 => 0.011259614474816
501 => 0.010986172925623
502 => 0.010905220363412
503 => 0.010927592739239
504 => 0.010905209276774
505 => 0.010752221243058
506 => 0.010719183491743
507 => 0.010664119125468
508 => 0.010681185875075
509 => 0.010577648756829
510 => 0.010773044690819
511 => 0.010809311897991
512 => 0.01095150476408
513 => 0.010966267699144
514 => 0.011362272807214
515 => 0.011144159848285
516 => 0.011290488852102
517 => 0.011277399808698
518 => 0.010229053560392
519 => 0.010373506423772
520 => 0.010598229747384
521 => 0.010496992194702
522 => 0.010353865981149
523 => 0.010238283889762
524 => 0.010063165202436
525 => 0.010309641391991
526 => 0.010633731371435
527 => 0.010974487155853
528 => 0.011383882903627
529 => 0.011292510538616
530 => 0.010966833787118
531 => 0.010981443408283
601 => 0.011071754337652
602 => 0.010954793478506
603 => 0.010920299437797
604 => 0.011067015386151
605 => 0.011068025738254
606 => 0.010933448134614
607 => 0.01078388975561
608 => 0.010783263100541
609 => 0.01075665063156
610 => 0.011135058489158
611 => 0.011343144549487
612 => 0.011367001280957
613 => 0.011341538801379
614 => 0.011351338299199
615 => 0.011230257605557
616 => 0.011507012165858
617 => 0.01176098951858
618 => 0.011692918162616
619 => 0.011590869523112
620 => 0.011509582866419
621 => 0.011673769609626
622 => 0.011666458632405
623 => 0.011758771247969
624 => 0.011754583414504
625 => 0.011723542153943
626 => 0.011692919271197
627 => 0.011814335539829
628 => 0.011779369604349
629 => 0.011744349357113
630 => 0.011674110889949
701 => 0.011683657464174
702 => 0.011581626444807
703 => 0.011534422226626
704 => 0.010824584043937
705 => 0.010634892086891
706 => 0.010694573038113
707 => 0.010714221556871
708 => 0.010631667374068
709 => 0.010750028865778
710 => 0.010731582352671
711 => 0.010803346944322
712 => 0.010758511543115
713 => 0.010760351603619
714 => 0.010892202958654
715 => 0.010930479967957
716 => 0.010911011972092
717 => 0.010924646689072
718 => 0.011238852987014
719 => 0.011194182899199
720 => 0.011170452805355
721 => 0.011177026203524
722 => 0.011257312649307
723 => 0.011279788470649
724 => 0.011184556836275
725 => 0.011229468625573
726 => 0.01142069732425
727 => 0.01148761654618
728 => 0.011701190579531
729 => 0.011610460534188
730 => 0.01177699945912
731 => 0.012288883337058
801 => 0.012697811598424
802 => 0.012321744269596
803 => 0.013072688944897
804 => 0.013657407091234
805 => 0.013634964634878
806 => 0.01353300550129
807 => 0.012867319437221
808 => 0.012254745196246
809 => 0.012767189560098
810 => 0.012768495886167
811 => 0.012724476460847
812 => 0.012451075590763
813 => 0.012714962703199
814 => 0.012735909103887
815 => 0.012724184689599
816 => 0.012514568883528
817 => 0.012194524291134
818 => 0.01225706023841
819 => 0.012359495395745
820 => 0.012165564272696
821 => 0.012103591528181
822 => 0.012218810651032
823 => 0.012590070671715
824 => 0.012519886115368
825 => 0.012518053312964
826 => 0.012818332607901
827 => 0.012603397437053
828 => 0.012257849016973
829 => 0.012170593483678
830 => 0.011860895122855
831 => 0.012074804883783
901 => 0.012082503115263
902 => 0.011965346925307
903 => 0.012267355596103
904 => 0.012264572533034
905 => 0.012551284817896
906 => 0.013099371022336
907 => 0.012937274961999
908 => 0.012748774879828
909 => 0.012769270065301
910 => 0.012994051663504
911 => 0.012858143577965
912 => 0.01290701707311
913 => 0.012993977687615
914 => 0.013046443185457
915 => 0.012761721087559
916 => 0.012695338746707
917 => 0.012559543774359
918 => 0.012524117400807
919 => 0.012634719572329
920 => 0.012605579807765
921 => 0.012081856108716
922 => 0.012027124068194
923 => 0.012028802621738
924 => 0.011891176303479
925 => 0.011681263134033
926 => 0.012232902410072
927 => 0.01218859805602
928 => 0.01213968947803
929 => 0.012145680499766
930 => 0.012385128412704
1001 => 0.01224623653079
1002 => 0.01261550336279
1003 => 0.012539593203308
1004 => 0.012461736234671
1005 => 0.012450974030024
1006 => 0.012421005739543
1007 => 0.012318233320773
1008 => 0.012194129449444
1009 => 0.0121121853239
1010 => 0.011172850713604
1011 => 0.011347185753417
1012 => 0.011547742325582
1013 => 0.011616973650614
1014 => 0.011498548678486
1015 => 0.012322909460482
1016 => 0.01247352811909
1017 => 0.012017294377552
1018 => 0.011931951672411
1019 => 0.012328504514023
1020 => 0.012089334673918
1021 => 0.012197032838272
1022 => 0.011964248314684
1023 => 0.012437248494861
1024 => 0.01243364502598
1025 => 0.012249637272697
1026 => 0.012405159365741
1027 => 0.012378133574864
1028 => 0.012170389274599
1029 => 0.012443834359726
1030 => 0.012443969985077
1031 => 0.012266866523216
1101 => 0.012060048452696
1102 => 0.012023074266511
1103 => 0.011995219184005
1104 => 0.012190182195523
1105 => 0.012364985422018
1106 => 0.012690250889128
1107 => 0.012772030355677
1108 => 0.013091221057983
1109 => 0.012901158535873
1110 => 0.012985410790203
1111 => 0.013076878530487
1112 => 0.013120731528794
1113 => 0.013049275421334
1114 => 0.01354510996615
1115 => 0.013586973593711
1116 => 0.013601010105913
1117 => 0.013433817487182
1118 => 0.013582323664535
1119 => 0.013512842542159
1120 => 0.013693613120169
1121 => 0.013721960254995
1122 => 0.013697951240276
1123 => 0.013706949068299
1124 => 0.013283841755505
1125 => 0.013261901409268
1126 => 0.012962743231508
1127 => 0.013084652400211
1128 => 0.012856749052579
1129 => 0.012929019551778
1130 => 0.012960875699206
1201 => 0.01294423585561
1202 => 0.013091544961698
1203 => 0.012966302128261
1204 => 0.012635765698992
1205 => 0.012305139215294
1206 => 0.012300988469114
1207 => 0.012213940351998
1208 => 0.012151020506982
1209 => 0.012163141101333
1210 => 0.012205855656742
1211 => 0.01214853785937
1212 => 0.012160769517526
1213 => 0.012363896542017
1214 => 0.012404632218143
1215 => 0.012266196474211
1216 => 0.011710356986139
1217 => 0.011573952581548
1218 => 0.011671997362551
1219 => 0.011625138272124
1220 => 0.0093823938904461
1221 => 0.0099092934158238
1222 => 0.0095962276096616
1223 => 0.0097405027366063
1224 => 0.0094209436165122
1225 => 0.0095734539781496
1226 => 0.0095452908831418
1227 => 0.010392529727859
1228 => 0.010379301258637
1229 => 0.010385633026819
1230 => 0.010083401234194
1231 => 0.010564864686332
]
'min_raw' => 0.0061466487151197
'max_raw' => 0.013721960254995
'avg_raw' => 0.0099343044850574
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.006146'
'max' => '$0.013721'
'avg' => '$0.009934'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00094780076041122
'max_diff' => 0.0020758990608444
'year' => 2035
]
10 => [
'items' => [
101 => 0.010802050895722
102 => 0.01075815404087
103 => 0.010769201933516
104 => 0.010579362534447
105 => 0.01038747108717
106 => 0.010174633940258
107 => 0.010570059051754
108 => 0.010526094529487
109 => 0.010626933325631
110 => 0.010883394776007
111 => 0.010921159698777
112 => 0.010971916137955
113 => 0.010953723567599
114 => 0.011387144401247
115 => 0.01133465427849
116 => 0.011461140371896
117 => 0.011200948881236
118 => 0.01090651751195
119 => 0.010962479289565
120 => 0.010957089720364
121 => 0.010888474318583
122 => 0.010826531401856
123 => 0.010723413897815
124 => 0.01104969293912
125 => 0.011036446605899
126 => 0.011250889343577
127 => 0.011212984506707
128 => 0.0109598467292
129 => 0.010968887594446
130 => 0.011029691758115
131 => 0.011240135662823
201 => 0.011302609741854
202 => 0.011273669259285
203 => 0.011342169234892
204 => 0.011396308822643
205 => 0.011348968333566
206 => 0.012019209826644
207 => 0.011740878829644
208 => 0.011876535420968
209 => 0.011908888718663
210 => 0.011826016426933
211 => 0.011843988459575
212 => 0.011871211191942
213 => 0.012036502292116
214 => 0.01247027396634
215 => 0.01266238848807
216 => 0.013240374505459
217 => 0.012646436051404
218 => 0.012611194201502
219 => 0.012715306936739
220 => 0.01305464591498
221 => 0.013329648284354
222 => 0.013420882435543
223 => 0.013432940534734
224 => 0.013604101867496
225 => 0.013702208351465
226 => 0.013583318379709
227 => 0.013482571576944
228 => 0.013121709034594
229 => 0.013163479856467
301 => 0.013451239397042
302 => 0.013857716697056
303 => 0.014206516507222
304 => 0.014084378970603
305 => 0.015016202159348
306 => 0.015108588622355
307 => 0.01509582380038
308 => 0.01530629391206
309 => 0.014888553601867
310 => 0.014709961525922
311 => 0.013504354179227
312 => 0.013843080667563
313 => 0.01433543951107
314 => 0.014270273971881
315 => 0.013912709818937
316 => 0.014206245262749
317 => 0.014109193265323
318 => 0.014032644328261
319 => 0.01438332984868
320 => 0.013997736713613
321 => 0.014331592924585
322 => 0.013903418880713
323 => 0.014084936884582
324 => 0.013981898486548
325 => 0.014048576957987
326 => 0.013658775976419
327 => 0.013869103124189
328 => 0.01365002567558
329 => 0.013649921804345
330 => 0.013645085657524
331 => 0.013902829304275
401 => 0.013911234315342
402 => 0.013720761370964
403 => 0.013693311243933
404 => 0.013794808750762
405 => 0.013675981752504
406 => 0.013731580157101
407 => 0.013677665771541
408 => 0.01366552850774
409 => 0.013568816724794
410 => 0.013527150629555
411 => 0.013543488979101
412 => 0.013487717769103
413 => 0.013454113597747
414 => 0.013638400942037
415 => 0.013539943648113
416 => 0.013623310949667
417 => 0.013528303387754
418 => 0.013198965785341
419 => 0.013009560247511
420 => 0.012387472046163
421 => 0.012563895488367
422 => 0.012680864413072
423 => 0.012642206184155
424 => 0.012725259018617
425 => 0.012730357788126
426 => 0.012703356465019
427 => 0.012672092391945
428 => 0.012656874770184
429 => 0.012770294455226
430 => 0.012836138399924
501 => 0.012692603809508
502 => 0.012658975663236
503 => 0.012804097058909
504 => 0.012892621026435
505 => 0.013546232265329
506 => 0.013497810633615
507 => 0.013619339426951
508 => 0.013605657149833
509 => 0.013733038686304
510 => 0.013941253662981
511 => 0.013517894397574
512 => 0.013591374927387
513 => 0.01357335919839
514 => 0.013770050203599
515 => 0.013770664251448
516 => 0.013652738168381
517 => 0.013716667811144
518 => 0.013680984038371
519 => 0.013745469438722
520 => 0.013497163933202
521 => 0.013799573236002
522 => 0.013971019823865
523 => 0.013973400359904
524 => 0.014054664681867
525 => 0.014137233939493
526 => 0.01429571843924
527 => 0.014132813892813
528 => 0.013839764472228
529 => 0.013860921693851
530 => 0.013689106925784
531 => 0.013691995163077
601 => 0.013676577526056
602 => 0.01372284701534
603 => 0.013507317484141
604 => 0.013557901834319
605 => 0.013487083447848
606 => 0.013591220982045
607 => 0.0134791862098
608 => 0.01357335051066
609 => 0.013613988701315
610 => 0.01376394449971
611 => 0.013457037616452
612 => 0.012831233705719
613 => 0.012962785274894
614 => 0.012768210170932
615 => 0.012786218837603
616 => 0.012822599210337
617 => 0.012704678519388
618 => 0.012727174071114
619 => 0.012726370371707
620 => 0.012719444524416
621 => 0.012688768798388
622 => 0.012644282926638
623 => 0.012821500947659
624 => 0.01285161374275
625 => 0.012918550756052
626 => 0.013117709903827
627 => 0.013097809208469
628 => 0.013130268068271
629 => 0.013059410559571
630 => 0.012789505714208
701 => 0.012804162845862
702 => 0.012621388179264
703 => 0.012913876796893
704 => 0.012844611631578
705 => 0.012799955928902
706 => 0.012787771206695
707 => 0.012987424031476
708 => 0.013047163285826
709 => 0.013009937791467
710 => 0.012933587216498
711 => 0.013080202891461
712 => 0.013119431060862
713 => 0.013128212801312
714 => 0.01338798766658
715 => 0.013142731330542
716 => 0.013201766968264
717 => 0.013662346161311
718 => 0.013244664388802
719 => 0.013465919739115
720 => 0.013455090441074
721 => 0.013568277191422
722 => 0.013445805823872
723 => 0.013447324003253
724 => 0.013547826169627
725 => 0.013406689002617
726 => 0.013371741455248
727 => 0.013323461668858
728 => 0.01342887881616
729 => 0.013492071628361
730 => 0.014001359284689
731 => 0.014330382337016
801 => 0.014316098578578
802 => 0.014446625392627
803 => 0.01438782186741
804 => 0.014197929772896
805 => 0.014522052423357
806 => 0.014419486454883
807 => 0.014427941868707
808 => 0.014427627157782
809 => 0.014495824560344
810 => 0.014447500450428
811 => 0.014352248669417
812 => 0.014415481246867
813 => 0.014603259395833
814 => 0.015186128531962
815 => 0.015512309822529
816 => 0.015166492008705
817 => 0.015405032505996
818 => 0.015261993208291
819 => 0.015235998712848
820 => 0.015385819773151
821 => 0.015535903075387
822 => 0.015526343417862
823 => 0.015417390647302
824 => 0.015355845991786
825 => 0.015821882742321
826 => 0.016165250681386
827 => 0.01614183528991
828 => 0.016245183212793
829 => 0.01654861591081
830 => 0.016576357993975
831 => 0.01657286312914
901 => 0.016504101481431
902 => 0.016802870378343
903 => 0.017052108648486
904 => 0.016488185146701
905 => 0.01670291983388
906 => 0.016799321153274
907 => 0.016940866891128
908 => 0.017179678276706
909 => 0.017439090783037
910 => 0.017475774555745
911 => 0.017449745663528
912 => 0.017278656142221
913 => 0.017562508402082
914 => 0.017728782398754
915 => 0.01782779475866
916 => 0.018078873629295
917 => 0.016799916495004
918 => 0.015894607067059
919 => 0.015753229927059
920 => 0.016040725900631
921 => 0.016116536296124
922 => 0.016085977220759
923 => 0.015066969152474
924 => 0.015747865060468
925 => 0.016480451806114
926 => 0.016508593446568
927 => 0.016875341689105
928 => 0.016994769950394
929 => 0.017290050356427
930 => 0.017271580486634
1001 => 0.017343476566565
1002 => 0.017326948902856
1003 => 0.017873893676407
1004 => 0.01847725498372
1005 => 0.018456362500219
1006 => 0.018369622173646
1007 => 0.018498446350031
1008 => 0.019121179879304
1009 => 0.01906384855503
1010 => 0.019119541053092
1011 => 0.019853778979829
1012 => 0.020808392728715
1013 => 0.020364878800704
1014 => 0.021327176406793
1015 => 0.021932891740621
1016 => 0.022980413778343
1017 => 0.022849258860065
1018 => 0.023257051502279
1019 => 0.022614464183491
1020 => 0.021138953811231
1021 => 0.020905448646794
1022 => 0.021372931899289
1023 => 0.0225221938592
1024 => 0.021336737550296
1025 => 0.021576553817645
1026 => 0.021507486716515
1027 => 0.021503806424212
1028 => 0.021644268212585
1029 => 0.021440521062556
1030 => 0.020610418519927
1031 => 0.020990849623389
1101 => 0.02084394690454
1102 => 0.021006946423426
1103 => 0.021886587600738
1104 => 0.021497677268222
1105 => 0.021087991825426
1106 => 0.02160182828717
1107 => 0.022256118676335
1108 => 0.022215174359654
1109 => 0.022135725271896
1110 => 0.022583575619768
1111 => 0.023323293186614
1112 => 0.023523235872506
1113 => 0.023670829475584
1114 => 0.023691180139834
1115 => 0.023900804629477
1116 => 0.022773600916494
1117 => 0.024562502157642
1118 => 0.024871395984588
1119 => 0.02481333674746
1120 => 0.025156659235872
1121 => 0.02505564505053
1122 => 0.02490929134461
1123 => 0.02545353051553
1124 => 0.024829604223906
1125 => 0.023944019403082
1126 => 0.023458170055497
1127 => 0.024097975668746
1128 => 0.024488682630619
1129 => 0.024746915078787
1130 => 0.024825056061575
1201 => 0.022861102531996
1202 => 0.021802640505409
1203 => 0.022481102529159
1204 => 0.023308873023082
1205 => 0.022769002609605
1206 => 0.022790164507704
1207 => 0.022020451173535
1208 => 0.023376975573828
1209 => 0.023179341378871
1210 => 0.024204667931916
1211 => 0.023959965521272
1212 => 0.024796079522332
1213 => 0.024575902684622
1214 => 0.025489844428038
1215 => 0.025854440533471
1216 => 0.026466654139347
1217 => 0.026917000959986
1218 => 0.027181453226828
1219 => 0.027165576504662
1220 => 0.028213468135485
1221 => 0.027595563051334
1222 => 0.026819328636593
1223 => 0.026805289005019
1224 => 0.02720731180774
1225 => 0.028049841312673
1226 => 0.028268296954996
1227 => 0.028390383856788
1228 => 0.028203403516818
1229 => 0.027532711833629
1230 => 0.027243110565311
1231 => 0.027489859236474
]
'min_raw' => 0.010174633940258
'max_raw' => 0.028390383856788
'avg_raw' => 0.019282508898523
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.010174'
'max' => '$0.02839'
'avg' => '$0.019282'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0040279852251382
'max_diff' => 0.014668423601793
'year' => 2036
]
11 => [
'items' => [
101 => 0.027188106814997
102 => 0.027709016151242
103 => 0.028424335930137
104 => 0.028276625224476
105 => 0.028770399967474
106 => 0.029281404879859
107 => 0.030012164855236
108 => 0.030203212572763
109 => 0.030519007184941
110 => 0.030844063573998
111 => 0.030948462925648
112 => 0.031147793681164
113 => 0.03114674310969
114 => 0.031747439757945
115 => 0.032410026762997
116 => 0.032660138018479
117 => 0.033235255059246
118 => 0.032250387281438
119 => 0.032997420804251
120 => 0.033671263741291
121 => 0.032867880412469
122 => 0.033975157166942
123 => 0.034018150214175
124 => 0.034667294183699
125 => 0.03400926240965
126 => 0.033618525242731
127 => 0.034746568802894
128 => 0.035292393548618
129 => 0.035127986693137
130 => 0.033876842405158
131 => 0.033148622765452
201 => 0.031242731505262
202 => 0.033500342031332
203 => 0.034599958263179
204 => 0.033873994664766
205 => 0.034240128477025
206 => 0.036237635837423
207 => 0.036998157311238
208 => 0.036839974161131
209 => 0.036866704509583
210 => 0.037277068092413
211 => 0.039096846210033
212 => 0.038006392979828
213 => 0.038840003615817
214 => 0.039282147691338
215 => 0.039692835749639
216 => 0.038684315677745
217 => 0.037372245882313
218 => 0.036956658301156
219 => 0.033801811892082
220 => 0.033637588435686
221 => 0.033545404833131
222 => 0.032964200258651
223 => 0.032507532668442
224 => 0.032144373645726
225 => 0.031191335921657
226 => 0.031512958176815
227 => 0.02999401495908
228 => 0.030965781001744
301 => 0.028541510950073
302 => 0.030560515086678
303 => 0.029461662927978
304 => 0.030199512599011
305 => 0.030196938311019
306 => 0.028838323131195
307 => 0.028054702249048
308 => 0.028554055974133
309 => 0.029089402806172
310 => 0.029176261028547
311 => 0.029870352170268
312 => 0.030064058088483
313 => 0.029477120113027
314 => 0.028491273341707
315 => 0.028720263061914
316 => 0.028050061779677
317 => 0.026875559811475
318 => 0.027719107629875
319 => 0.028007131943255
320 => 0.028134339888428
321 => 0.026979352095164
322 => 0.026616429854516
323 => 0.026423213098807
324 => 0.028342178921313
325 => 0.02844730420089
326 => 0.027909468407356
327 => 0.030340537193812
328 => 0.029790311454712
329 => 0.030405048413865
330 => 0.028699484644962
331 => 0.02876463947778
401 => 0.027957198256709
402 => 0.028409311387267
403 => 0.028089772398875
404 => 0.028372785114187
405 => 0.02854242176884
406 => 0.029349730496752
407 => 0.030569733255553
408 => 0.029229145494175
409 => 0.028645032208972
410 => 0.029007412805934
411 => 0.029972480089601
412 => 0.031434606425241
413 => 0.030568998206507
414 => 0.030953140435
415 => 0.031037058422628
416 => 0.030398790968692
417 => 0.031458140256683
418 => 0.032025854146255
419 => 0.03260821112512
420 => 0.033113855372596
421 => 0.032375604941457
422 => 0.033165638726818
423 => 0.032529010955554
424 => 0.03195789003136
425 => 0.031958756186054
426 => 0.031600483687562
427 => 0.030906285576493
428 => 0.030778264793903
429 => 0.031444245072183
430 => 0.031978298186796
501 => 0.032022285359258
502 => 0.032317964604147
503 => 0.032492944535535
504 => 0.034207985736813
505 => 0.034897789495532
506 => 0.035741268474376
507 => 0.036069851072507
508 => 0.037058766889498
509 => 0.036260137051462
510 => 0.036087348462386
511 => 0.033688562162263
512 => 0.034081363284525
513 => 0.034710275780938
514 => 0.033698932697685
515 => 0.03434039710492
516 => 0.034467035766983
517 => 0.033664567646712
518 => 0.034093200542349
519 => 0.032954878652333
520 => 0.030594545562081
521 => 0.031460767982149
522 => 0.032098599250633
523 => 0.031188335386478
524 => 0.0328199481309
525 => 0.031866793648932
526 => 0.031564689437632
527 => 0.030386073201424
528 => 0.030942334695815
529 => 0.031694686331876
530 => 0.031229820491056
531 => 0.032194486910715
601 => 0.03356071182809
602 => 0.034534365064312
603 => 0.034609110069888
604 => 0.033983116268699
605 => 0.034986275330144
606 => 0.034993582248733
607 => 0.033862014729397
608 => 0.033168935924398
609 => 0.033011466961652
610 => 0.033404855304201
611 => 0.033882501375548
612 => 0.034635616102601
613 => 0.035090707559268
614 => 0.0362773447164
615 => 0.036598414707566
616 => 0.036951173285519
617 => 0.037422567532381
618 => 0.037988597188742
619 => 0.03675015652471
620 => 0.036799362081034
621 => 0.035646143282065
622 => 0.034413763607062
623 => 0.035348986162094
624 => 0.036571665245356
625 => 0.036291181312715
626 => 0.036259621140526
627 => 0.036312696596086
628 => 0.036101220870624
629 => 0.035144724002015
630 => 0.034664377262587
701 => 0.035284147105972
702 => 0.035613527194949
703 => 0.03612436698799
704 => 0.036061395200978
705 => 0.037377263647663
706 => 0.037888570336248
707 => 0.037757756205261
708 => 0.037781829153581
709 => 0.038707525490074
710 => 0.039737090200225
711 => 0.040701413414312
712 => 0.041682364406327
713 => 0.040499789698284
714 => 0.039899351192608
715 => 0.040518850463868
716 => 0.040190135430454
717 => 0.042079029515663
718 => 0.042209812443847
719 => 0.044098569940514
720 => 0.04589122571391
721 => 0.044765290741405
722 => 0.045826996707253
723 => 0.046975318271475
724 => 0.049190616877319
725 => 0.048444582242015
726 => 0.047873131403226
727 => 0.0473331131218
728 => 0.048456805439959
729 => 0.049902417655847
730 => 0.050213788681247
731 => 0.050718328695283
801 => 0.050187866562742
802 => 0.0508267497729
803 => 0.053082288244265
804 => 0.052472821839113
805 => 0.051607281567184
806 => 0.053387812566109
807 => 0.054032179812981
808 => 0.058554686609276
809 => 0.064264538255036
810 => 0.061900622180784
811 => 0.060433263190401
812 => 0.060778127359362
813 => 0.062863171889717
814 => 0.063532822016862
815 => 0.061712482129041
816 => 0.062355456951421
817 => 0.065898311438623
818 => 0.067798939202626
819 => 0.065217631410745
820 => 0.058095905589098
821 => 0.051529349135778
822 => 0.05327109560309
823 => 0.053073635606382
824 => 0.056879990772782
825 => 0.052458286266914
826 => 0.0525327364307
827 => 0.056417802990941
828 => 0.055381333839571
829 => 0.053702386555292
830 => 0.051541607308988
831 => 0.047547207024306
901 => 0.04400925530007
902 => 0.050947993372917
903 => 0.05064878236994
904 => 0.050215480497042
905 => 0.051179746927016
906 => 0.055861950999171
907 => 0.055754011040492
908 => 0.055067352094829
909 => 0.05558817685318
910 => 0.053611083457002
911 => 0.054120625442777
912 => 0.051528308959687
913 => 0.052700144274743
914 => 0.053698784288473
915 => 0.053899276056348
916 => 0.054350994246732
917 => 0.050491111767624
918 => 0.052224085680548
919 => 0.053242045496694
920 => 0.04864286601365
921 => 0.053151134505804
922 => 0.050423919801126
923 => 0.049498262168968
924 => 0.050744538224549
925 => 0.050258863233646
926 => 0.04984130839626
927 => 0.049608305622495
928 => 0.050523433211245
929 => 0.050480741415416
930 => 0.04898341506161
1001 => 0.047030213871901
1002 => 0.047685772302811
1003 => 0.047447601778968
1004 => 0.046584441075954
1005 => 0.047166107171365
1006 => 0.044604744061648
1007 => 0.04019805195945
1008 => 0.043109247742792
1009 => 0.042997169871905
1010 => 0.042940655127077
1011 => 0.045128338298716
1012 => 0.044918043040201
1013 => 0.044536355086779
1014 => 0.046577431077366
1015 => 0.045832410884455
1016 => 0.048128387570171
1017 => 0.049640666309844
1018 => 0.049257103504371
1019 => 0.050679408968511
1020 => 0.047700875045017
1021 => 0.048690224536363
1022 => 0.04889412809535
1023 => 0.04655224451647
1024 => 0.04495244994526
1025 => 0.044845761886353
1026 => 0.042071938565146
1027 => 0.043553692593816
1028 => 0.044857574819896
1029 => 0.044233116418952
1030 => 0.044035431544377
1031 => 0.045045360695962
1101 => 0.045123840840499
1102 => 0.043334485228115
1103 => 0.043706548921453
1104 => 0.045258116373111
1105 => 0.043667453402583
1106 => 0.040577055084167
1107 => 0.0398105935731
1108 => 0.039708333478836
1109 => 0.037629629071994
1110 => 0.039861812196248
1111 => 0.038887404443723
1112 => 0.041965546858754
1113 => 0.040207328419697
1114 => 0.040131535136896
1115 => 0.040016962473485
1116 => 0.038227735720318
1117 => 0.038619462667969
1118 => 0.039921622703661
1119 => 0.040386248074279
1120 => 0.04033778384156
1121 => 0.039915241409095
1122 => 0.04010867917091
1123 => 0.03948554874192
1124 => 0.039265508418106
1125 => 0.038571000629288
1126 => 0.037550266042398
1127 => 0.037692205447234
1128 => 0.035669863140874
1129 => 0.034567983718538
1130 => 0.034262998016973
1201 => 0.033855158390611
1202 => 0.034309064587991
1203 => 0.035664134099214
1204 => 0.034029632774645
1205 => 0.031227394900609
1206 => 0.03139581417162
1207 => 0.03177420226945
1208 => 0.031069078552431
1209 => 0.03040173813082
1210 => 0.030981936484371
1211 => 0.029794591355893
1212 => 0.031917687255618
1213 => 0.031860263461438
1214 => 0.032651622321486
1215 => 0.033146475256993
1216 => 0.03200599945119
1217 => 0.031719172870206
1218 => 0.031882562326276
1219 => 0.029182098571946
1220 => 0.032430936820097
1221 => 0.032459032908178
1222 => 0.032218457144399
1223 => 0.033948363214912
1224 => 0.037599004594927
1225 => 0.036225486461056
1226 => 0.035693618724816
1227 => 0.03468253776943
1228 => 0.036029743110435
1229 => 0.035926298759923
1230 => 0.035458484176803
1231 => 0.035175548457261
]
'min_raw' => 0.026423213098807
'max_raw' => 0.067798939202626
'avg_raw' => 0.047111076150717
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.026423'
'max' => '$0.067798'
'avg' => '$0.047111'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.016248579158549
'max_diff' => 0.039408555345838
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00082939446604225
]
1 => [
'year' => 2028
'avg' => 0.0014234816786624
]
2 => [
'year' => 2029
'avg' => 0.0038886953884947
]
3 => [
'year' => 2030
'avg' => 0.0030001227010048
]
4 => [
'year' => 2031
'avg' => 0.0029464922934999
]
5 => [
'year' => 2032
'avg' => 0.0051661282857569
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00082939446604225
'min' => '$0.000829'
'max_raw' => 0.0051661282857569
'max' => '$0.005166'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0051661282857569
]
1 => [
'year' => 2033
'avg' => 0.013287813177674
]
2 => [
'year' => 2034
'avg' => 0.0084224545744296
]
3 => [
'year' => 2035
'avg' => 0.0099343044850574
]
4 => [
'year' => 2036
'avg' => 0.019282508898523
]
5 => [
'year' => 2037
'avg' => 0.047111076150717
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0051661282857569
'min' => '$0.005166'
'max_raw' => 0.047111076150717
'max' => '$0.047111'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.047111076150717
]
]
]
]
'prediction_2025_max_price' => '$0.001418'
'last_price' => 0.00137504
'sma_50day_nextmonth' => '$0.001294'
'sma_200day_nextmonth' => '$0.00150082'
'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' => '$0.001363'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.001356'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.001348'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.001339'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.001341'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.001429'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.001543'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.001365'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.001359'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.00135'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.001346'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.001364'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.001453'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.001881'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.001523'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.002578'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.005497'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.080247'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.001362'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.00136'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.00139'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.001591'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.004612'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.088122'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.430227'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '60.25'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 118.17
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.001353'
'vwma_10_action' => 'BUY'
'hma_9' => '0.001367'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 202.24
'cci_20_action' => 'SELL'
'adx_14' => 9.65
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000010'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 80.47
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000051'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 15
'buy_signals' => 20
'sell_pct' => 42.86
'buy_pct' => 57.14
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767679740
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Position pour 2026
La prévision du prix de Position pour 2026 suggère que le prix moyen pourrait varier entre $0.000475 à la baisse et $0.001418 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Position pourrait potentiellement gagner 3.13% d'ici 2026 si POSI atteint l'objectif de prix prévu.
Prévision du prix de Position de 2027 à 2032
La prévision du prix de POSI pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.000829 à la baisse et $0.005166 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Position atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Position | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.000457 | $0.000829 | $0.0012014 |
| 2028 | $0.000825 | $0.001423 | $0.002021 |
| 2029 | $0.001813 | $0.003888 | $0.005964 |
| 2030 | $0.001541 | $0.00300012 | $0.004458 |
| 2031 | $0.001823 | $0.002946 | $0.004069 |
| 2032 | $0.002782 | $0.005166 | $0.007549 |
Prévision du prix de Position de 2032 à 2037
La prévision du prix de Position pour 2032-2037 est actuellement estimée entre $0.005166 à la baisse et $0.047111 à la hausse. Par rapport au prix actuel, Position pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Position | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.002782 | $0.005166 | $0.007549 |
| 2033 | $0.006466 | $0.013287 | $0.020109 |
| 2034 | $0.005198 | $0.008422 | $0.011646 |
| 2035 | $0.006146 | $0.009934 | $0.013721 |
| 2036 | $0.010174 | $0.019282 | $0.02839 |
| 2037 | $0.026423 | $0.047111 | $0.067798 |
Position Histogramme des prix potentiels
Prévision du prix de Position basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 57.14%
Baissier 42.86%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Position est Haussier, avec 20 indicateurs techniques montrant des signaux haussiers et 15 indiquant des signaux baissiers. La prévision du prix de POSI a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Position et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Position devrait augmenter au cours du prochain mois, atteignant $0.00150082 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Position devrait atteindre $0.001294 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 60.25, ce qui suggère que le marché de POSI est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de POSI 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 | $0.001363 | BUY |
| SMA 5 | $0.001356 | BUY |
| SMA 10 | $0.001348 | BUY |
| SMA 21 | $0.001339 | BUY |
| SMA 50 | $0.001341 | BUY |
| SMA 100 | $0.001429 | SELL |
| SMA 200 | $0.001543 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.001365 | BUY |
| EMA 5 | $0.001359 | BUY |
| EMA 10 | $0.00135 | BUY |
| EMA 21 | $0.001346 | BUY |
| EMA 50 | $0.001364 | BUY |
| EMA 100 | $0.001453 | SELL |
| EMA 200 | $0.001881 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.001523 | SELL |
| SMA 50 | $0.002578 | SELL |
| SMA 100 | $0.005497 | SELL |
| SMA 200 | $0.080247 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.001591 | SELL |
| EMA 50 | $0.004612 | SELL |
| EMA 100 | $0.088122 | SELL |
| EMA 200 | $0.430227 | SELL |
Oscillateurs de Position
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) | 60.25 | NEUTRAL |
| Stoch RSI (14) | 118.17 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 202.24 | SELL |
| Indice Directionnel Moyen (14) | 9.65 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.000010 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 80.47 | SELL |
| VWMA (10) | 0.001353 | BUY |
| Moyenne Mobile de Hull (9) | 0.001367 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000051 | NEUTRAL |
Prévision du cours de Position basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Position
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 Position par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.001932 | $0.002715 | $0.003815 | $0.00536 | $0.007532 | $0.010584 |
| Action Amazon.com | $0.002869 | $0.005986 | $0.012491 | $0.026063 | $0.054383 | $0.113474 |
| Action Apple | $0.00195 | $0.002766 | $0.003924 | $0.005565 | $0.007894 | $0.011198 |
| Action Netflix | $0.002169 | $0.003423 | $0.0054014 | $0.008522 | $0.013447 | $0.021217 |
| Action Google | $0.00178 | $0.0023059 | $0.002986 | $0.003867 | $0.0050079 | $0.006485 |
| Action Tesla | $0.003117 | $0.007066 | $0.016018 | $0.036313 | $0.082319 | $0.186611 |
| Action Kodak | $0.001031 | $0.000773 | $0.000579 | $0.000434 | $0.000326 | $0.000244 |
| Action Nokia | $0.00091 | $0.0006034 | $0.000399 | $0.000264 | $0.000175 | $0.000116 |
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 Position
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Position maintenant ?", "Devrais-je acheter POSI aujourd'hui ?", " Position sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Position avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Position 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 Position afin de prendre une décision responsable concernant cet investissement.
Le cours de Position est de $0.001375 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 à court terme de Position
basée sur l'historique des cours sur 4 heures
Prévision à long terme de Position
basée sur l'historique des cours sur 1 mois
Prévision du cours de Position basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Position présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.00141 | $0.001447 | $0.001485 | $0.001523 |
| Si Position présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001446 | $0.001521 | $0.00160083 | $0.001684 |
| Si Position présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001553 | $0.001755 | $0.001983 | $0.002241 |
| Si Position présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001732 | $0.002182 | $0.00275 | $0.003465 |
| Si Position présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.002089 | $0.003176 | $0.004827 | $0.007337 |
| Si Position présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.003162 | $0.007271 | $0.016722 | $0.038456 |
| Si Position présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.004949 | $0.017813 | $0.064117 | $0.230779 |
Boîte à questions
Est-ce que POSI est un bon investissement ?
La décision d'acquérir Position dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Position a connu une hausse de 1.124% au cours des 24 heures précédentes, et Position a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Position dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Position peut monter ?
Il semble que la valeur moyenne de Position pourrait potentiellement s'envoler jusqu'à $0.001418 pour la fin de cette année. En regardant les perspectives de Position sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.004458. 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 Position la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Position, le prix de Position va augmenter de 0.86% durant la prochaine semaine et atteindre $0.001386 d'ici 13 janvier 2026.
Quel sera le prix de Position le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Position, le prix de Position va diminuer de -11.62% durant le prochain mois et atteindre $0.001215 d'ici 5 février 2026.
Jusqu'où le prix de Position peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Position en 2026, POSI devrait fluctuer dans la fourchette de $0.000475 et $0.001418. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Position ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Position dans 5 ans ?
L'avenir de Position semble suivre une tendance haussière, avec un prix maximum de $0.004458 prévue après une période de cinq ans. Selon la prévision de Position pour 2030, la valeur de Position pourrait potentiellement atteindre son point le plus élevé d'environ $0.004458, tandis que son point le plus bas devrait être autour de $0.001541.
Combien vaudra Position en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Position, il est attendu que la valeur de POSI en 2026 augmente de 3.13% jusqu'à $0.001418 si le meilleur scénario se produit. Le prix sera entre $0.001418 et $0.000475 durant 2026.
Combien vaudra Position en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Position, le valeur de POSI pourrait diminuer de -12.62% jusqu'à $0.0012014 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.0012014 et $0.000457 tout au long de l'année.
Combien vaudra Position en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Position suggère que la valeur de POSI en 2028 pourrait augmenter de 47.02%, atteignant $0.002021 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.002021 et $0.000825 durant l'année.
Combien vaudra Position en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Position pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.005964 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.005964 et $0.001813.
Combien vaudra Position en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Position, il est prévu que la valeur de POSI en 2030 augmente de 224.23%, atteignant $0.004458 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.004458 et $0.001541 au cours de 2030.
Combien vaudra Position en 2031 ?
Notre simulation expérimentale indique que le prix de Position pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.004069 dans des conditions idéales. Il est probable que le prix fluctue entre $0.004069 et $0.001823 durant l'année.
Combien vaudra Position en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Position, POSI pourrait connaître une 449.04% hausse en valeur, atteignant $0.007549 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.007549 et $0.002782 tout au long de l'année.
Combien vaudra Position en 2033 ?
Selon notre prédiction expérimentale de prix de Position, la valeur de POSI est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.020109. Tout au long de l'année, le prix de POSI pourrait osciller entre $0.020109 et $0.006466.
Combien vaudra Position en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Position suggèrent que POSI pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.011646 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.011646 et $0.005198.
Combien vaudra Position en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Position, POSI pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.013721 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.013721 et $0.006146.
Combien vaudra Position en 2036 ?
Notre récente simulation de prédiction de prix de Position suggère que la valeur de POSI pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.02839 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.02839 et $0.010174.
Combien vaudra Position en 2037 ?
Selon la simulation expérimentale, la valeur de Position pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.067798 sous des conditions favorables. Il est prévu que le prix chute entre $0.067798 et $0.026423 au cours de l'année.
Prévisions liées
Prévision du cours de Primate- Prévision du cours de PlotX
- Prévision du cours de Nyxia AI
- Prévision du cours de Spartan Protocol Token
- Prévision du cours de Playermon
- Prévision du cours de Solrise Finance
- Prévision du cours de AllianceBlock
- Prévision du cours de Metaverse Face
- Prévision du cours de Furucombo
- Prévision du cours de Coinzix Token
- Prévision du cours de Tranche Finance
- Prévision du cours de Natus Vincere Fan Token
- Prévision du cours de Arcona
- Prévision du cours de UnFederalReserve
- Prévision du cours de Coin
- Prévision du cours de Chronicle
- Prévision du cours de Bankless BED Index
- Prévision du cours de Ties.DB
- Prévision du cours de Ryo Currency
- Prévision du cours de NUSA
- Prévision du cours de Synthswap
- Prévision du cours de pTokens BTC
- Prévision du cours de Smartlands
- Prévision du cours de Avatly
- Prévision du cours de Rainmaker Games
Prévision du cours de Primate
Prévision du cours de PlotX
Prévision du cours de Nyxia AI
Prévision du cours de Spartan Protocol Token
Prévision du cours de Playermon
Prévision du cours de Solrise Finance
Prévision du cours de AllianceBlock
Prévision du cours de Metaverse Face
Prévision du cours de Furucombo
Prévision du cours de Coinzix Token
Prévision du cours de Tranche Finance
Prévision du cours de Natus Vincere Fan Token
Prévision du cours de Arcona
Prévision du cours de UnFederalReserve
Prévision du cours de Coin
Prévision du cours de Chronicle
Prévision du cours de Bankless BED Index
Prévision du cours de Ties.DB
Prévision du cours de Ryo Currency
Prévision du cours de NUSA
Prévision du cours de Synthswap
Prévision du cours de pTokens BTC
Prévision du cours de Smartlands
Prévision du cours de Avatly
Prévision du cours de Rainmaker GamesComment lire et prédire les mouvements de prix de Position ?
Les traders de Position 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 Position
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Position. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de POSI 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 POSI 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 POSI.
Comment lire les graphiques de Position 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 Position 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 POSI 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 Position ?
L'action du prix de Position 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 POSI. La capitalisation boursière de Position peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de POSI, de grands détenteurs de Position, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Position.
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