Prédiction du prix de cPen jusqu'à $0.000954 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000319 | $0.000954 |
| 2027 | $0.0003078 | $0.0008087 |
| 2028 | $0.000555 | $0.00136 |
| 2029 | $0.00122 | $0.004014 |
| 2030 | $0.001037 | $0.00300093 |
| 2031 | $0.001227 | $0.002739 |
| 2032 | $0.001873 | $0.005081 |
| 2033 | $0.004352 | $0.013535 |
| 2034 | $0.003499 | $0.007839 |
| 2035 | $0.004137 | $0.009236 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur cPen aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,960.41, soit un rendement de 39.6% sur les 90 prochains jours.
Prévision du prix à long terme de cPen pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'cPen'
'name_with_ticker' => 'cPen <small>CPEN</small>'
'name_lang' => 'cPen'
'name_lang_with_ticker' => 'cPen <small>CPEN</small>'
'name_with_lang' => 'cPen'
'name_with_lang_with_ticker' => 'cPen <small>CPEN</small>'
'image' => '/uploads/coins/cpen.jpg?1744391962'
'price_for_sd' => 0.0009255
'ticker' => 'CPEN'
'marketcap' => '$0'
'low24h' => '$0.0009031'
'high24h' => '$0.0009689'
'volume24h' => '$56.77K'
'current_supply' => '0'
'max_supply' => '3.38B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0009255'
'change_24h_pct' => '-3.6177%'
'ath_price' => '$0.001139'
'ath_days' => 8
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '29 déc. 2025'
'ath_pct' => '-20.74%'
'fdv' => '$3.05M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.045636'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000933'
'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' => '$0.000818'
'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' => '$0.000319'
'current_year_max_price_prediction' => '$0.000954'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.001037'
'grand_prediction_max_price' => '$0.00300093'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.00094309887515544
107 => 0.00094662006401038
108 => 0.00095455348229692
109 => 0.00088676329165267
110 => 0.00091719909703651
111 => 0.0009350772812502
112 => 0.0008543029945588
113 => 0.00093348063331145
114 => 0.00088558321525312
115 => 0.00086932611216904
116 => 0.00089121415976128
117 => 0.00088268436632776
118 => 0.0008753509508199
119 => 0.00087125877896244
120 => 0.00088733094541852
121 => 0.00088658115964295
122 => 0.00086028397584772
123 => 0.00082598037159717
124 => 0.00083749378716108
125 => 0.00083331085534787
126 => 0.00081815137084784
127 => 0.00082836703303772
128 => 0.0007833824267818
129 => 0.00070598874981486
130 => 0.00075711738345166
131 => 0.00075514898667389
201 => 0.00075415643175885
202 => 0.00079257818684527
203 => 0.00078888482163442
204 => 0.00078218132761119
205 => 0.00081802825592316
206 => 0.00080494364488006
207 => 0.00084526733299279
208 => 0.00087182712195647
209 => 0.00086509070035611
210 => 0.00089007031025105
211 => 0.00083775903300184
212 => 0.00085513474093986
213 => 0.0008587158502642
214 => 0.00081758591039216
215 => 0.00078948910185953
216 => 0.00078761536505747
217 => 0.00073889937104061
218 => 0.00076492306182265
219 => 0.00078782283277736
220 => 0.00077685561958407
221 => 0.00077338372752325
222 => 0.00079112087110046
223 => 0.00079249919906478
224 => 0.00076107317540983
225 => 0.00076760764086043
226 => 0.00079485744805395
227 => 0.00076692101563496
228 => 0.00071264509083519
301 => 0.00069918391106147
302 => 0.00069738794154089
303 => 0.00066088015437495
304 => 0.00070008345146109
305 => 0.00068297016169995
306 => 0.0007370308390067
307 => 0.00070615167006231
308 => 0.00070482053080653
309 => 0.00070280831858575
310 => 0.00067138455805433
311 => 0.00067826436452655
312 => 0.00070113388906431
313 => 0.00070929399306302
314 => 0.00070844282736219
315 => 0.00070102181591765
316 => 0.00070441911695523
317 => 0.00069347522661503
318 => 0.00068961071115852
319 => 0.00067741323735907
320 => 0.00065948632051201
321 => 0.00066197916825177
322 => 0.00062646125514479
323 => 0.00060710921100579
324 => 0.00060175282024395
325 => 0.00059459003065825
326 => 0.00060256187638712
327 => 0.00062636063735955
328 => 0.000597654282438
329 => 0.00054843925044167
330 => 0.00055139715772298
331 => 0.00055804269717354
401 => 0.00054565877837207
402 => 0.00053393843853
403 => 0.00054412832312145
404 => 0.0005232752652743
405 => 0.00056056268958771
406 => 0.00055955416925683
407 => 0.00057345261520201
408 => 0.00058214359867636
409 => 0.0005621136955073
410 => 0.0005570762290269
411 => 0.00055994579887423
412 => 0.00051251820134381
413 => 0.00056957676864643
414 => 0.00057007021350588
415 => 0.00056584503904027
416 => 0.00059622696464329
417 => 0.0006603423040259
418 => 0.00063621953431661
419 => 0.0006268784687706
420 => 0.00060912109633936
421 => 0.00063278174077554
422 => 0.0006309649724464
423 => 0.00062274885707306
424 => 0.00061777972485943
425 => 0.00062693550332496
426 => 0.00061664522258504
427 => 0.00061479680540614
428 => 0.00060359740839977
429 => 0.00059959973320859
430 => 0.00059664001364907
501 => 0.00059338165323008
502 => 0.00060056878438154
503 => 0.00058428179964649
504 => 0.00056464129268882
505 => 0.00056300839704852
506 => 0.00056751696547704
507 => 0.00056552225957086
508 => 0.00056299884716406
509 => 0.00055818096566899
510 => 0.00055675160314715
511 => 0.00056139633791501
512 => 0.00055615270316696
513 => 0.00056388997187327
514 => 0.00056178586290776
515 => 0.00055003248126862
516 => 0.00053538341608703
517 => 0.00053525300867946
518 => 0.00053209689161537
519 => 0.00052807710200888
520 => 0.00052695888850068
521 => 0.00054327015946306
522 => 0.00057703400219993
523 => 0.0005704053519704
524 => 0.00057519523109264
525 => 0.00059875669565642
526 => 0.00060624617672329
527 => 0.00060093032046011
528 => 0.00059365364853933
529 => 0.00059397378517411
530 => 0.0006188403759258
531 => 0.000620391274689
601 => 0.0006243098955247
602 => 0.0006293464307007
603 => 0.00060178806417917
604 => 0.00059267578858923
605 => 0.00058835788688491
606 => 0.00057506042087386
607 => 0.0005894005979282
608 => 0.00058104519086624
609 => 0.00058217262074025
610 => 0.00058143838055576
611 => 0.0005818393253456
612 => 0.00056055226699269
613 => 0.00056830815224164
614 => 0.00055541248873658
615 => 0.00053814664290946
616 => 0.00053808876174006
617 => 0.00054231455304574
618 => 0.00053980088702189
619 => 0.00053303667638398
620 => 0.00053399750057892
621 => 0.0005255796696045
622 => 0.00053501957766896
623 => 0.00053529028045464
624 => 0.00053165540165455
625 => 0.00054619888248414
626 => 0.00055215735844638
627 => 0.00054976480335351
628 => 0.000551989490403
629 => 0.000570680802314
630 => 0.00057372830171461
701 => 0.00057508179964184
702 => 0.00057326829172346
703 => 0.00055233113327261
704 => 0.00055325978528157
705 => 0.00054644595301006
706 => 0.00054068898276458
707 => 0.00054091923138307
708 => 0.00054387906244299
709 => 0.00055680481827346
710 => 0.00058400630940375
711 => 0.00058503858610812
712 => 0.00058628973558744
713 => 0.00058120068187768
714 => 0.00057966577458313
715 => 0.00058169071349783
716 => 0.00059190616337991
717 => 0.00061818307394421
718 => 0.00060889505877494
719 => 0.00060134375786575
720 => 0.00060796828457922
721 => 0.00060694849061644
722 => 0.00059834040328619
723 => 0.00059809880294496
724 => 0.00058157713118623
725 => 0.00057546944531729
726 => 0.00057036540585284
727 => 0.00056479192800199
728 => 0.00056148778350733
729 => 0.00056656445115794
730 => 0.000567725545115
731 => 0.00055662532257198
801 => 0.0005551124032561
802 => 0.00056417708459967
803 => 0.00056018805630575
804 => 0.00056429087082919
805 => 0.00056524275899192
806 => 0.00056508948307388
807 => 0.00056092447939804
808 => 0.00056357912853882
809 => 0.00055730009193187
810 => 0.00055047258270262
811 => 0.00054611705718321
812 => 0.00054231628349091
813 => 0.00054442517363766
814 => 0.00053690736533261
815 => 0.00053450226715223
816 => 0.00056267979314142
817 => 0.00058349483454908
818 => 0.00058319217560335
819 => 0.00058134981710879
820 => 0.00057861244609465
821 => 0.0005917059076402
822 => 0.00058714440744975
823 => 0.0005904632799644
824 => 0.00059130807231201
825 => 0.00059386500431307
826 => 0.00059477888772772
827 => 0.00059201649731581
828 => 0.00058274557769588
829 => 0.00055964332745561
830 => 0.00054888916760542
831 => 0.00054534011573017
901 => 0.00054546911702522
902 => 0.00054191068542042
903 => 0.00054295880300575
904 => 0.00054154619289763
905 => 0.00053887105109994
906 => 0.00054425999117001
907 => 0.00054488101631163
908 => 0.00054362317330624
909 => 0.00054391944086859
910 => 0.00053350503801572
911 => 0.00053429682244573
912 => 0.00052988806612434
913 => 0.00052906147746243
914 => 0.00051791652539627
915 => 0.00049817162732444
916 => 0.00050911221753986
917 => 0.00049589752303941
918 => 0.00049089291799679
919 => 0.00051458393989278
920 => 0.00051220601838108
921 => 0.00050813605041069
922 => 0.00050211571952684
923 => 0.00049988272024001
924 => 0.00048631572345487
925 => 0.00048551411290769
926 => 0.00049223828285413
927 => 0.00048913530978841
928 => 0.00048477756041634
929 => 0.00046899423392866
930 => 0.0004512485492767
1001 => 0.00045178417995095
1002 => 0.00045742875206854
1003 => 0.00047384110677468
1004 => 0.00046742851585437
1005 => 0.00046277610756568
1006 => 0.00046190485134409
1007 => 0.00047281044705576
1008 => 0.00048824414978071
1009 => 0.00049548529778962
1010 => 0.00048830954002972
1011 => 0.00048006641588539
1012 => 0.0004805681366571
1013 => 0.00048390586017639
1014 => 0.0004842566077254
1015 => 0.00047889118131429
1016 => 0.00048040151742085
1017 => 0.00047810717876696
1018 => 0.00046402682668302
1019 => 0.00046377215776311
1020 => 0.00046031661228536
1021 => 0.00046021197974161
1022 => 0.00045433323485775
1023 => 0.00045351075781065
1024 => 0.00044183815302944
1025 => 0.00044952109684434
1026 => 0.00044436778150596
1027 => 0.00043660051974682
1028 => 0.00043526144089189
1029 => 0.00043522118656452
1030 => 0.00044319642766321
1031 => 0.00044942790150869
1101 => 0.00044445742563259
1102 => 0.00044332574462423
1103 => 0.00045540913707456
1104 => 0.00045387141524269
1105 => 0.00045253975805353
1106 => 0.00048686223098002
1107 => 0.00045969331544274
1108 => 0.00044784611752101
1109 => 0.000433182960371
1110 => 0.0004379573582771
1111 => 0.00043896339406641
1112 => 0.00040370114435336
1113 => 0.00038939525403641
1114 => 0.00038448601158574
1115 => 0.00038166067314888
1116 => 0.00038294821535292
1117 => 0.0003700712361541
1118 => 0.00037872477914129
1119 => 0.00036757440361906
1120 => 0.0003657050068763
1121 => 0.00038564325957651
1122 => 0.00038841755096216
1123 => 0.00037658156200619
1124 => 0.00038418218298848
1125 => 0.00038142609216377
1126 => 0.00036776554480387
1127 => 0.0003672438123749
1128 => 0.00036038942990116
1129 => 0.00034966364859974
1130 => 0.00034476167873386
1201 => 0.00034220869026686
1202 => 0.0003432621030651
1203 => 0.00034272946531934
1204 => 0.00033925364373825
1205 => 0.00034292869534372
1206 => 0.0003335404571279
1207 => 0.00032980198502419
1208 => 0.00032811340390684
1209 => 0.00031978080212347
1210 => 0.00033304167708564
1211 => 0.00033565423650929
1212 => 0.00033827194348206
1213 => 0.0003610572954956
1214 => 0.00035991900369974
1215 => 0.00037020860716373
1216 => 0.00036980877209448
1217 => 0.00036687401050603
1218 => 0.00035449273410919
1219 => 0.00035942769020594
1220 => 0.0003442386624026
1221 => 0.00035561931478636
1222 => 0.00035042566030582
1223 => 0.00035386333498214
1224 => 0.00034768208595148
1225 => 0.00035110304438257
1226 => 0.0003362737712682
1227 => 0.0003224264046875
1228 => 0.00032799898922941
1229 => 0.00033405702592879
1230 => 0.00034719239305212
1231 => 0.00033936907675789
]
'min_raw' => 0.00031978080212347
'max_raw' => 0.00095455348229692
'avg_raw' => 0.00063716714221019
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000319'
'max' => '$0.000954'
'avg' => '$0.000637'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.00060577919787653
'max_diff' => 2.8993482296916E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.00034218263712964
102 => 0.00033275768086861
103 => 0.00031331130399646
104 => 0.00031342136837769
105 => 0.00031042996695825
106 => 0.00030784495938011
107 => 0.00034026767874412
108 => 0.00033623540106387
109 => 0.00032981049431183
110 => 0.00033841048731508
111 => 0.00034068446196538
112 => 0.00034074919882684
113 => 0.00034702353172406
114 => 0.00035037214431604
115 => 0.0003509623517991
116 => 0.00036083515017881
117 => 0.00036414438197033
118 => 0.00037777463937959
119 => 0.00035008803793307
120 => 0.00034951785059595
121 => 0.00033853150685302
122 => 0.00033156379396402
123 => 0.00033900859211566
124 => 0.00034560366696172
125 => 0.00033873643421218
126 => 0.00033963314983408
127 => 0.00033041445094135
128 => 0.0003337097020154
129 => 0.00033654801615863
130 => 0.00033498086591713
131 => 0.00033263476615468
201 => 0.00034506294603359
202 => 0.00034436169941839
203 => 0.00035593510624425
204 => 0.00036495740448727
205 => 0.00038112697586749
206 => 0.00036425318519341
207 => 0.00036363823719401
208 => 0.00036964945252897
209 => 0.00036414346168458
210 => 0.00036762305783789
211 => 0.00038056635913285
212 => 0.00038083983069342
213 => 0.00037625882970558
214 => 0.00037598007537915
215 => 0.00037685990672952
216 => 0.0003820131064297
217 => 0.00038021242011262
218 => 0.00038229621990654
219 => 0.00038490204345711
220 => 0.00039568083450855
221 => 0.00039827956453963
222 => 0.00039196599785115
223 => 0.00039253604223311
224 => 0.00039017459498034
225 => 0.00038789346652301
226 => 0.00039302111016303
227 => 0.00040239197969926
228 => 0.00040233368400622
301 => 0.00040450754359495
302 => 0.00040586184010951
303 => 0.0004000482080634
304 => 0.00039626374737456
305 => 0.00039771495041415
306 => 0.00040003545567755
307 => 0.00039696244183222
308 => 0.00037799437682037
309 => 0.00038374807606028
310 => 0.00038279037916524
311 => 0.00038142650232678
312 => 0.00038721189140456
313 => 0.00038665387651445
314 => 0.00036993916412033
315 => 0.00037100918577705
316 => 0.0003700042356813
317 => 0.00037325143503412
318 => 0.00036396810226313
319 => 0.00036682359289929
320 => 0.00036861452985772
321 => 0.00036966940548487
322 => 0.0003734803395851
323 => 0.00037303317045407
324 => 0.00037345254292406
325 => 0.00037910315214541
326 => 0.00040768199453204
327 => 0.00040923747786749
328 => 0.00040157770903246
329 => 0.0004046376355998
330 => 0.0003987632457229
331 => 0.00040270676300225
401 => 0.00040540481737031
402 => 0.00039321282848708
403 => 0.00039249089803077
404 => 0.00038659226245721
405 => 0.00038976185509864
406 => 0.00038471880530435
407 => 0.00038595619332547
408 => 0.00038249634854485
409 => 0.00038872338030175
410 => 0.00039568616938886
411 => 0.00039744524488114
412 => 0.00039281787459057
413 => 0.00038946735354164
414 => 0.00038358494230995
415 => 0.00039336752328633
416 => 0.00039622824808257
417 => 0.00039335249711682
418 => 0.00039268612278166
419 => 0.00039142334462063
420 => 0.00039295402713805
421 => 0.00039621266796096
422 => 0.00039467595312652
423 => 0.0003956909803481
424 => 0.00039182274327098
425 => 0.00040005013261751
426 => 0.00041311720692888
427 => 0.00041315921970947
428 => 0.00041162249659157
429 => 0.00041099370260089
430 => 0.00041257047377601
501 => 0.00041342580745597
502 => 0.00041852479630593
503 => 0.00042399621449462
504 => 0.00044952893581444
505 => 0.00044235944983867
506 => 0.000465013599142
507 => 0.00048293008996781
508 => 0.00048830246217328
509 => 0.0004833601325339
510 => 0.00046645268981696
511 => 0.00046562313001605
512 => 0.00049088998757335
513 => 0.00048375094301802
514 => 0.00048290177638442
515 => 0.00047386807809253
516 => 0.00047920811262833
517 => 0.00047804016874177
518 => 0.00047619651217907
519 => 0.00048638492608335
520 => 0.00050545672738619
521 => 0.00050248420829892
522 => 0.00050026536069147
523 => 0.00049054301637244
524 => 0.00049639803921671
525 => 0.00049431317772744
526 => 0.00050327106577114
527 => 0.00049796461133557
528 => 0.00048369685773407
529 => 0.00048596904452224
530 => 0.00048562560806021
531 => 0.00049269350611255
601 => 0.00049057189855325
602 => 0.00048521133013368
603 => 0.0005053915420427
604 => 0.00050408115132957
605 => 0.00050593898576377
606 => 0.00050675686193715
607 => 0.00051904020131095
608 => 0.00052407229242938
609 => 0.00052521466521242
610 => 0.00052999476257903
611 => 0.00052509573203537
612 => 0.0005446953471596
613 => 0.00055772794754796
614 => 0.00057286598355053
615 => 0.00059498672287078
616 => 0.00060330432548347
617 => 0.00060180182501946
618 => 0.00061857351711156
619 => 0.00064871187498729
620 => 0.00060789364883477
621 => 0.00065087534008777
622 => 0.00063726783288456
623 => 0.00060500467809435
624 => 0.00060292731128347
625 => 0.00062477629429033
626 => 0.00067323523571286
627 => 0.00066109682050328
628 => 0.00067325508981168
629 => 0.00065907182283894
630 => 0.00065836750408778
701 => 0.00067256624019246
702 => 0.00070574236103385
703 => 0.0006899816296104
704 => 0.00066738475642499
705 => 0.00068406993593881
706 => 0.00066961568930347
707 => 0.00063704622614516
708 => 0.00066108753848594
709 => 0.00064501179758081
710 => 0.00064970355341032
711 => 0.0006834923697069
712 => 0.00067942680993597
713 => 0.00068468802074025
714 => 0.00067540212138057
715 => 0.0006667276271267
716 => 0.00065053603942545
717 => 0.00064574250854274
718 => 0.00064706726802555
719 => 0.00064574185205773
720 => 0.00063668280754725
721 => 0.00063472650774774
722 => 0.00063146592237441
723 => 0.00063247651412192
724 => 0.00062634565970218
725 => 0.00063791584869139
726 => 0.00064006337772395
727 => 0.00064848319639661
728 => 0.00064935736990288
729 => 0.00067280644505764
730 => 0.0006598910885081
731 => 0.00066855582473976
801 => 0.00066778076917554
802 => 0.0006057039184891
803 => 0.000614257560805
804 => 0.00062756434396771
805 => 0.00062156965618983
806 => 0.00061309457021281
807 => 0.000606250483881
808 => 0.00059588099324455
809 => 0.00061047585218692
810 => 0.00062966653970592
811 => 0.00064984407740782
812 => 0.00067408606687202
813 => 0.00066867553703147
814 => 0.00064939089027717
815 => 0.00065025598544312
816 => 0.00065560366335665
817 => 0.00064867793457086
818 => 0.00064663540194564
819 => 0.00065532305073917
820 => 0.00065538287780176
821 => 0.00064741398983142
822 => 0.00063855802914349
823 => 0.00063852092234485
824 => 0.00063694508967886
825 => 0.00065935215996948
826 => 0.000671673783019
827 => 0.00067308643724434
828 => 0.00067157870013419
829 => 0.00067215896830794
830 => 0.00066498928734387
831 => 0.0006813770519249
901 => 0.00069641608528639
902 => 0.00069238530308343
903 => 0.00068634258755173
904 => 0.00068152927357411
905 => 0.00069125143927962
906 => 0.00069081852654486
907 => 0.00069628473244974
908 => 0.00069603675377556
909 => 0.00069419867432415
910 => 0.00069238536872703
911 => 0.00069957492045285
912 => 0.00069750444501648
913 => 0.00069543075355988
914 => 0.00069127164787739
915 => 0.00069183693941507
916 => 0.0006857952672434
917 => 0.00068300011324868
918 => 0.00064096770368026
919 => 0.00062973527039498
920 => 0.00063326922256379
921 => 0.00063443269137679
922 => 0.00062954432201628
923 => 0.0006365529879602
924 => 0.00063546069479685
925 => 0.0006397101685253
926 => 0.00063705528183047
927 => 0.00063716423930648
928 => 0.00064497169499446
929 => 0.00064723823259598
930 => 0.00064608545327865
1001 => 0.00064689282039754
1002 => 0.00066549825488413
1003 => 0.00066285315706844
1004 => 0.00066144800157261
1005 => 0.00066183723924796
1006 => 0.00066659132666429
1007 => 0.00066792221157732
1008 => 0.00066228315868121
1009 => 0.00066494256862599
1010 => 0.0006762659986415
1011 => 0.00068022855829629
1012 => 0.00069287514657786
1013 => 0.00068750265110067
1014 => 0.00069736409906521
1015 => 0.00072767482809285
1016 => 0.00075188913578305
1017 => 0.00072962065773255
1018 => 0.00077408715013211
1019 => 0.00080871069280465
1020 => 0.00080738178356835
1021 => 0.00080134436804643
1022 => 0.00076192638522824
1023 => 0.00072565336974993
1024 => 0.00075599728743113
1025 => 0.00075607464031758
1026 => 0.00075346807087808
1027 => 0.00073727889195254
1028 => 0.00075290472254355
1029 => 0.00075414504423118
1030 => 0.00075345079391427
1031 => 0.00074103858838959
1101 => 0.00072208744471244
1102 => 0.00072579045282433
1103 => 0.00073185605565092
1104 => 0.00072037260408288
1105 => 0.00071670294550002
1106 => 0.00072352553898666
1107 => 0.00074550935674442
1108 => 0.0007413534433409
1109 => 0.00074124491564657
1110 => 0.00075902567556838
1111 => 0.00074629848879252
1112 => 0.0007258371596153
1113 => 0.00072067040414627
1114 => 0.00070233190297476
1115 => 0.00071499837105342
1116 => 0.0007154542146899
1117 => 0.00070851691957138
1118 => 0.00072640008288055
1119 => 0.00072623528638238
1120 => 0.00074321268838685
1121 => 0.00077566710459839
1122 => 0.00076606873673981
1123 => 0.00075490687921973
1124 => 0.0007561204826169
1125 => 0.00076943071645544
1126 => 0.00076138304523358
1127 => 0.00076427704391532
1128 => 0.00076942633604183
1129 => 0.00077253303183149
1130 => 0.0007556734769021
1201 => 0.00075174270816233
1202 => 0.00074370173483311
1203 => 0.00074160399498339
1204 => 0.00074815319997963
1205 => 0.00074642771584995
1206 => 0.00071541590279736
1207 => 0.00071217499578527
1208 => 0.00071227438977638
1209 => 0.00070412497499774
1210 => 0.00069169516137667
1211 => 0.00072435996942725
1212 => 0.00072173652819709
1213 => 0.00071884045211722
1214 => 0.00071919520491222
1215 => 0.00073337389097392
1216 => 0.00072514953701733
1217 => 0.00074701532995603
1218 => 0.00074252038027373
1219 => 0.00073791015209308
1220 => 0.00073727287812753
1221 => 0.00073549833360417
1222 => 0.00072941276015461
1223 => 0.00072206406452801
1224 => 0.00071721181914221
1225 => 0.00066158999148537
1226 => 0.00067191307916119
1227 => 0.00068378885055318
1228 => 0.00068788831924853
1229 => 0.00068087589437054
1230 => 0.00072968965343003
1231 => 0.00073860839759129
]
'min_raw' => 0.00030784495938011
'max_raw' => 0.00080871069280465
'avg_raw' => 0.00055827782609238
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.0003078'
'max' => '$0.0008087'
'avg' => '$0.000558'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.1935842743362E-5
'max_diff' => -0.00014584278949226
'year' => 2027
]
2 => [
'items' => [
101 => 0.00071159293977156
102 => 0.00070653945064736
103 => 0.0007300209593357
104 => 0.00071585873909894
105 => 0.00072223598600439
106 => 0.00070845186636236
107 => 0.00073646013329415
108 => 0.00073624675722682
109 => 0.00072535090879495
110 => 0.00073456000527801
111 => 0.00073295969813935
112 => 0.00072065831209506
113 => 0.00073685010917334
114 => 0.00073685814010268
115 => 0.00072637112288319
116 => 0.00071412458267408
117 => 0.00071193519053506
118 => 0.00071028577766176
119 => 0.0007218303315484
120 => 0.00073218114246429
121 => 0.00075144143539511
122 => 0.00075628393065119
123 => 0.00077518451201884
124 => 0.00076393013606701
125 => 0.00076891905515789
126 => 0.00077433523255673
127 => 0.00077693194717506
128 => 0.00077270074005188
129 => 0.0008020611227055
130 => 0.00080454003858034
131 => 0.00080537119763064
201 => 0.00079547104179417
202 => 0.00080426469733728
203 => 0.00080015043712392
204 => 0.00081085459922468
205 => 0.00081253314851968
206 => 0.00081111147698294
207 => 0.00081164427502327
208 => 0.00078659036795482
209 => 0.00078529119070344
210 => 0.00076757681669536
211 => 0.00077479555504169
212 => 0.00076130046970635
213 => 0.00076557990028097
214 => 0.00076746623250235
215 => 0.00076648091959831
216 => 0.00077520369167689
217 => 0.00076778755346549
218 => 0.00074821514539963
219 => 0.00072863740484427
220 => 0.00072839162225928
221 => 0.00072323714874688
222 => 0.00071951140848633
223 => 0.00072022911823825
224 => 0.00072275842101637
225 => 0.00071936440081085
226 => 0.00072008868710289
227 => 0.00073211666544507
228 => 0.00073452879072198
229 => 0.00072633144655286
301 => 0.00069341792684272
302 => 0.00068534086654854
303 => 0.00069114649731293
304 => 0.00068837177973806
305 => 0.00055556975146324
306 => 0.00058676961812608
307 => 0.00056823171680238
308 => 0.00057677483462017
309 => 0.00055785243773495
310 => 0.00056688319733637
311 => 0.00056521554578852
312 => 0.0006153840081112
313 => 0.00061460069657649
314 => 0.00061497562635623
315 => 0.00059707925109493
316 => 0.00062558866282572
317 => 0.0006396334242096
318 => 0.00063703411266666
319 => 0.00063768830338205
320 => 0.00062644713945415
321 => 0.00061508446539502
322 => 0.00060248151116044
323 => 0.00062589624235607
324 => 0.0006232929239499
325 => 0.00062926399972924
326 => 0.00064445012662916
327 => 0.00064668634150165
328 => 0.00064969183696775
329 => 0.00064861458078889
330 => 0.00067427919342833
331 => 0.00067117103949713
401 => 0.00067866079619441
402 => 0.00066325379841889
403 => 0.00064581931799023
404 => 0.00064913304274361
405 => 0.00064881390440257
406 => 0.00064475090703117
407 => 0.00064108301467315
408 => 0.00063497700731932
409 => 0.0006542973181059
410 => 0.000653512948771
411 => 0.00066621097657349
412 => 0.00066396647681734
413 => 0.0006489771581235
414 => 0.00064951250457305
415 => 0.00065311296672503
416 => 0.00066557420734237
417 => 0.00066927355198355
418 => 0.00066755986815236
419 => 0.00067161603066992
420 => 0.00067482185614073
421 => 0.0006720186329913
422 => 0.00071170636131284
423 => 0.00069522524949497
424 => 0.00070325802872016
425 => 0.00070517379923349
426 => 0.00070026659334792
427 => 0.00070133079059063
428 => 0.00070294275943695
429 => 0.00071273031861592
430 => 0.00073841570595462
501 => 0.00074979158916058
502 => 0.00078401649506192
503 => 0.00074884698042027
504 => 0.00074676016696735
505 => 0.00075292510601332
506 => 0.00077301874885162
507 => 0.00078930275907216
508 => 0.0007947051047094
509 => 0.00079541911386837
510 => 0.00080555427342498
511 => 0.00081136355787329
512 => 0.00080432359847365
513 => 0.00079835796999692
514 => 0.00077698982927435
515 => 0.00077946324974651
516 => 0.00079650266402657
517 => 0.00082057184031366
518 => 0.00084122569753896
519 => 0.00083399343659826
520 => 0.00088917048239528
521 => 0.00089464106110804
522 => 0.00089388520401492
523 => 0.00090634799645384
524 => 0.00088161189146613
525 => 0.00087103672734442
526 => 0.00079964780658635
527 => 0.00081970518140313
528 => 0.00084885975362764
529 => 0.00084500103666969
530 => 0.0008238282070163
531 => 0.00084120963604906
601 => 0.00083546279204329
602 => 0.00083093001773916
603 => 0.0008516955355479
604 => 0.00082886299571674
605 => 0.00084863198157684
606 => 0.00082327805272728
607 => 0.00083402647295704
608 => 0.00082792514979204
609 => 0.00083187345362983
610 => 0.00080879175007118
611 => 0.00082124607703475
612 => 0.00080827360912347
613 => 0.00080826745848461
614 => 0.00080798109053647
615 => 0.00082324314150537
616 => 0.00082374083643954
617 => 0.00081246215771384
618 => 0.0008108367239034
619 => 0.00081684680462497
620 => 0.00080981057414264
621 => 0.00081310278209982
622 => 0.00080991029176784
623 => 0.00080919159494998
624 => 0.00080346489642907
625 => 0.00080099767724741
626 => 0.00080196513746095
627 => 0.00079866269699222
628 => 0.00079667285715533
629 => 0.00080758526130937
630 => 0.00080175520397499
701 => 0.00080669172140808
702 => 0.00080106593675491
703 => 0.0007815645161093
704 => 0.00077034904287223
705 => 0.00073351266705533
706 => 0.00074395941754162
707 => 0.00075088562392198
708 => 0.00074859651275459
709 => 0.00075351440931057
710 => 0.0007538163282176
711 => 0.00075221746991523
712 => 0.00075036619682752
713 => 0.00074946509947025
714 => 0.00075618114091616
715 => 0.00076008002902707
716 => 0.00075158076139293
717 => 0.00074958950190365
718 => 0.00075818273073918
719 => 0.00076342459536472
720 => 0.00080212757861033
721 => 0.00079926033660251
722 => 0.00080645655137432
723 => 0.00080564636802593
724 => 0.00081318914755371
725 => 0.00082551840426515
726 => 0.00080044957805639
727 => 0.00080480065947144
728 => 0.00080373387478962
729 => 0.00081538075021984
730 => 0.00081541711049363
731 => 0.00080843422686864
801 => 0.0008122197613661
802 => 0.00081010677986032
803 => 0.00081392522302783
804 => 0.00079922204283742
805 => 0.00081712892919912
806 => 0.00082728097987194
807 => 0.00082742194110538
808 => 0.00083223393255264
809 => 0.0008371231945548
810 => 0.00084650770720298
811 => 0.0008368614655905
812 => 0.00081950881597233
813 => 0.00082076162122605
814 => 0.000810587769104
815 => 0.00081075879339623
816 => 0.0008098458523209
817 => 0.00081258565721096
818 => 0.00079982327593819
819 => 0.00080281858131383
820 => 0.00079862513624745
821 => 0.00080479154374083
822 => 0.00079815750862163
823 => 0.00080373336035374
824 => 0.00080613971311891
825 => 0.00081501920662744
826 => 0.00079684600021073
827 => 0.00075978960210913
828 => 0.00076757930625549
829 => 0.00075605772195497
830 => 0.00075712408844775
831 => 0.00075927831847413
901 => 0.00075229575413843
902 => 0.00075362780736779
903 => 0.00075358021705292
904 => 0.00075317010942977
905 => 0.00075135367476662
906 => 0.00074871948513442
907 => 0.00075921328586831
908 => 0.00076099638709813
909 => 0.0007649600002525
910 => 0.00077675302445544
911 => 0.0007755746232389
912 => 0.00077749664451447
913 => 0.0007733008828616
914 => 0.00075731871779709
915 => 0.00075818662625261
916 => 0.00074736379390501
917 => 0.00076468323609633
918 => 0.00076058176357996
919 => 0.000757937517567
920 => 0.00075721601054359
921 => 0.00076903826737249
922 => 0.00077257567190687
923 => 0.00077037139878744
924 => 0.00076585037031055
925 => 0.00077453208150826
926 => 0.00077685494117277
927 => 0.00077737494378789
928 => 0.00079275727147722
929 => 0.00077823464502938
930 => 0.00078173038555787
1001 => 0.00080900315525798
1002 => 0.00078427051652494
1003 => 0.00079737194686549
1004 => 0.00079673070002687
1005 => 0.00080343294846087
1006 => 0.00079618092003131
1007 => 0.00079627081761517
1008 => 0.00080222196017493
1009 => 0.00079386465374397
1010 => 0.0007917952671426
1011 => 0.00078893642437403
1012 => 0.00079517860297053
1013 => 0.00079892050672967
1014 => 0.00082907750290288
1015 => 0.00084856029775689
1016 => 0.00084771449825006
1017 => 0.00085544352247214
1018 => 0.00085196152627034
1019 => 0.00084071724203056
1020 => 0.00085990986413349
1021 => 0.0008538365154467
1022 => 0.00085433719493332
1023 => 0.00085431855961783
1024 => 0.00085835680555318
1025 => 0.00085549533820818
1026 => 0.00084985509234758
1027 => 0.0008535993507691
1028 => 0.00086471845968412
1029 => 0.00089923251493228
1030 => 0.00091854703749956
1031 => 0.0008980697564217
1101 => 0.00091219471070749
1102 => 0.00090372477137183
1103 => 0.00090218553143568
1104 => 0.00091105704655308
1105 => 0.00091994409008329
1106 => 0.00091937802383016
1107 => 0.00091292648658196
1108 => 0.00090928217689215
1109 => 0.00093687811079672
1110 => 0.00095721032481314
1111 => 0.00095582380412611
1112 => 0.00096194345551796
1113 => 0.00097991094127815
1114 => 0.00098155366300019
1115 => 0.00098134671782074
1116 => 0.00097727506063236
1117 => 0.00099496638373612
1118 => 0.0010097247967185
1119 => 0.00097633258963474
1120 => 0.00098904790495614
1121 => 0.00099475621966579
1122 => 0.0010031377192402
1123 => 0.0010172787139247
1124 => 0.0010326395848657
1125 => 0.0010348117804401
1126 => 0.0010332705037309
1127 => 0.001023139596423
1128 => 0.0010399476446999
1129 => 0.0010497934051832
1130 => 0.0010556563302349
1201 => 0.0010705237326681
1202 => 0.0009947914722741
1203 => 0.00094118441422968
1204 => 0.00093281289802074
1205 => 0.00094983670542524
1206 => 0.00095432574767548
1207 => 0.00095251622037319
1208 => 0.00089217660280371
1209 => 0.00093249522242181
1210 => 0.00097587466704507
1211 => 0.0009775410481814
1212 => 0.00099925770518121
1213 => 0.0010063295388962
1214 => 0.0010238142942484
1215 => 0.0010227206180405
1216 => 0.0010269778777255
1217 => 0.0010259992074494
1218 => 0.0010583860348896
1219 => 0.0010941135150466
1220 => 0.0010928763860152
1221 => 0.0010877401380343
1222 => 0.0010953683421464
1223 => 0.0011322429304579
1224 => 0.0011288481092694
1225 => 0.0011321458888838
1226 => 0.0011756231066638
1227 => 0.0012321496743399
1228 => 0.0012058874084797
1229 => 0.0012628689686328
1230 => 0.0012987358402864
1231 => 0.0013607638861077
]
'min_raw' => 0.00055556975146324
'max_raw' => 0.0013607638861077
'avg_raw' => 0.00095816681878545
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000555'
'max' => '$0.00136'
'avg' => '$0.000958'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00024772479208313
'max_diff' => 0.00055205319330301
'year' => 2028
]
3 => [
'items' => [
101 => 0.0013529976692763
102 => 0.0013771447323317
103 => 0.0013390945202897
104 => 0.0012517235422249
105 => 0.0012378967505034
106 => 0.0012655783376799
107 => 0.0013336308186234
108 => 0.0012634351228768
109 => 0.0012776356207032
110 => 0.0012735458763739
111 => 0.0012733279512789
112 => 0.0012816452657902
113 => 0.0012695805672896
114 => 0.0012204268152
115 => 0.0012429536901178
116 => 0.0012342549818826
117 => 0.0012439068472012
118 => 0.0012959939835933
119 => 0.0012729650189921
120 => 0.0012487058755059
121 => 0.0012791322249725
122 => 0.0013178754234714
123 => 0.0013154509437376
124 => 0.0013107464397
125 => 0.00133726548264
126 => 0.0013810671722262
127 => 0.001392906592912
128 => 0.0014016462112159
129 => 0.0014028512569229
130 => 0.0014152639766372
131 => 0.0013485176543252
201 => 0.0014544457820015
202 => 0.0014727366434457
203 => 0.0014692987195728
204 => 0.0014896282422709
205 => 0.0014836467809829
206 => 0.0014749805820391
207 => 0.0015072071997291
208 => 0.0014702619831014
209 => 0.0014178228993719
210 => 0.0013890537809104
211 => 0.0014269392768391
212 => 0.0014500746271811
213 => 0.0014653656220726
214 => 0.0014699926678877
215 => 0.0013536989813239
216 => 0.0012910231342095
217 => 0.0013311976336298
218 => 0.0013802132956183
219 => 0.001348245369848
220 => 0.0013494984520149
221 => 0.0013039205908896
222 => 0.0013842459249914
223 => 0.0013725431994551
224 => 0.0014332569602389
225 => 0.0014187671339695
226 => 0.001468276848994
227 => 0.0014552392817768
228 => 0.0015093574943748
301 => 0.0015309467145723
302 => 0.0015671983753776
303 => 0.0015938652446369
304 => 0.0016095245403218
305 => 0.0016085844149454
306 => 0.0016706343458793
307 => 0.001634045669467
308 => 0.0015880816686044
309 => 0.0015872503248433
310 => 0.001611055732205
311 => 0.0016609453353406
312 => 0.0016738809835695
313 => 0.0016811102462158
314 => 0.0016700383788205
315 => 0.0016303239929091
316 => 0.001613175522429
317 => 0.0016277865161171
318 => 0.0016099185263736
319 => 0.0016407636895433
320 => 0.0016831206867465
321 => 0.0016743741343218
322 => 0.0017036125477213
323 => 0.001733871229619
324 => 0.0017771425037352
325 => 0.0017884552171198
326 => 0.0018071547021606
327 => 0.0018264026147284
328 => 0.0018325845254994
329 => 0.0018443877112955
330 => 0.0018443255026801
331 => 0.0018798951975227
401 => 0.0019191296724357
402 => 0.0019339397784352
403 => 0.0019679948005471
404 => 0.0019096767686109
405 => 0.0019539116657438
406 => 0.0019938126502289
407 => 0.0019462410516012
408 => 0.0020118074175486
409 => 0.0020143532109618
410 => 0.0020527916689953
411 => 0.0020138269278608
412 => 0.001990689788955
413 => 0.0020574858420388
414 => 0.0020898063480701
415 => 0.0020800711486205
416 => 0.0020059858001227
417 => 0.0019628649496269
418 => 0.0018500093664886
419 => 0.0019836916797143
420 => 0.00204880443492
421 => 0.0020058171738168
422 => 0.0020274974478976
423 => 0.0021457779934301
424 => 0.0021908115670706
425 => 0.0021814448985619
426 => 0.0021830277113513
427 => 0.0022073270102706
428 => 0.002315083483547
429 => 0.0022505133069843
430 => 0.0022998747875681
501 => 0.0023260559388838
502 => 0.0023503744513171
503 => 0.0022906558707256
504 => 0.0022129628748162
505 => 0.0021883542416816
506 => 0.0020015429378864
507 => 0.0019918185982435
508 => 0.0019863600317243
509 => 0.0019519445419502
510 => 0.0019249033941838
511 => 0.0019033992695065
512 => 0.0018469660246781
513 => 0.0018660105881924
514 => 0.0017760677744695
515 => 0.0018336099993118
516 => 0.0016900590968648
517 => 0.0018096125540608
518 => 0.0017445450427377
519 => 0.001788236126606
520 => 0.0017880836925304
521 => 0.001707634554858
522 => 0.0016612331711792
523 => 0.0016908019388282
524 => 0.0017225020049196
525 => 0.0017276452339911
526 => 0.001768745197135
527 => 0.0017802153134077
528 => 0.0017454603256129
529 => 0.001687084323484
530 => 0.0017006437373637
531 => 0.0016609583900898
601 => 0.0015914113454671
602 => 0.00164136124709
603 => 0.0016584163396462
604 => 0.0016659488401262
605 => 0.0015975573092718
606 => 0.001576067205425
607 => 0.0015646260544564
608 => 0.0016782558356747
609 => 0.0016844807315946
610 => 0.001652633283957
611 => 0.001796586767178
612 => 0.0017640056604061
613 => 0.0018004067392353
614 => 0.0016994133626771
615 => 0.0017032714456673
616 => 0.001655459562714
617 => 0.0016822310223767
618 => 0.0016633098175715
619 => 0.0016800681529966
620 => 0.0016901130301532
621 => 0.001737917067647
622 => 0.0018101583993803
623 => 0.0017307767385696
624 => 0.0016961890121881
625 => 0.0017176470431064
626 => 0.0017747926071482
627 => 0.0018613710618991
628 => 0.0018101148741328
629 => 0.001832861499877
630 => 0.0018378306256752
701 => 0.0018000362104235
702 => 0.0018627645958989
703 => 0.0018963812472796
704 => 0.0019308649756104
705 => 0.0019608062307079
706 => 0.0019170914162017
707 => 0.0019638725339959
708 => 0.0019261752110327
709 => 0.0018923568152571
710 => 0.0018924081038038
711 => 0.0018711933301259
712 => 0.0018300870328913
713 => 0.0018225064009975
714 => 0.0018619418054373
715 => 0.0018935652652514
716 => 0.0018961699248678
717 => 0.0019136782970929
718 => 0.0019240395714251
719 => 0.0020255941453504
720 => 0.0020664402350866
721 => 0.0021163860604392
722 => 0.0021358427742065
723 => 0.0021944005070281
724 => 0.0021471103819481
725 => 0.0021368788659182
726 => 0.0019948369601814
727 => 0.0020180963142885
728 => 0.0020553367844077
729 => 0.0019954510418171
730 => 0.002033434761693
731 => 0.0020409335526017
801 => 0.0019934161471995
802 => 0.0020187972465307
803 => 0.0019513925716784
804 => 0.0018116276370963
805 => 0.001862920194225
806 => 0.0019006887811597
807 => 0.0018467883507707
808 => 0.0019434027860083
809 => 0.0018869626274692
810 => 0.0018690738068177
811 => 0.0017992831396312
812 => 0.0018322216480541
813 => 0.0018767714523301
814 => 0.0018492448527582
815 => 0.0019063666800097
816 => 0.0019872664212326
817 => 0.0020449203944909
818 => 0.0020493463506655
819 => 0.0020122787083766
820 => 0.0020716798417071
821 => 0.0020721125141137
822 => 0.0020051077930561
823 => 0.0019640677744922
824 => 0.0019547433959256
825 => 0.0019780375217372
826 => 0.0020063208908053
827 => 0.0020509158808065
828 => 0.0020778636992872
829 => 0.0021481293178663
830 => 0.0021671411795806
831 => 0.0021880294515683
901 => 0.0022159426246485
902 => 0.0022494595457218
903 => 0.0021761264305327
904 => 0.0021790400919092
905 => 0.0021107533104111
906 => 0.0020377790910653
907 => 0.0020931574271839
908 => 0.0021655572349876
909 => 0.0021489486390827
910 => 0.0021470798327606
911 => 0.0021502226466308
912 => 0.0021377003077046
913 => 0.0020810622328408
914 => 0.0020526189462173
915 => 0.0020893180426179
916 => 0.002108821979066
917 => 0.0021390708835749
918 => 0.0021353420676173
919 => 0.0022132599971371
920 => 0.0022435365484326
921 => 0.0022357905110045
922 => 0.0022372159683101
923 => 0.002292030218234
924 => 0.0023529949375598
925 => 0.0024100964422116
926 => 0.0024681825453101
927 => 0.0023981574808856
928 => 0.0023626030717165
929 => 0.0023992861464396
930 => 0.0023798215906399
1001 => 0.0024916707018276
1002 => 0.0024994148916107
1003 => 0.0026112559148346
1004 => 0.0027174063636555
1005 => 0.0026507351686339
1006 => 0.0027136031026027
1007 => 0.0027815998988877
1008 => 0.0029127767510042
1009 => 0.0028686010020687
1010 => 0.0028347630707063
1011 => 0.0028027863890725
1012 => 0.0028693247873971
1013 => 0.0029549253738648
1014 => 0.0029733629203177
1015 => 0.0030032387892563
1016 => 0.0029718279661148
1017 => 0.0030096588428
1018 => 0.0031432184612283
1019 => 0.0031071294733656
1020 => 0.0030558773090063
1021 => 0.0031613098005534
1022 => 0.0031994654093858
1023 => 0.0034672614544193
1024 => 0.003805365023377
1025 => 0.0036653879257208
1026 => 0.0035784996241729
1027 => 0.0035989204360547
1028 => 0.00372238441391
1029 => 0.0037620371250463
1030 => 0.0036542473870686
1031 => 0.0036923205447763
1101 => 0.0039021073870159
1102 => 0.0040146512971097
1103 => 0.0038618015505386
1104 => 0.0034400951618577
1105 => 0.0030512626123678
1106 => 0.0031543985138505
1107 => 0.003142706103302
1108 => 0.0033680958938469
1109 => 0.0031062687629405
1110 => 0.0031106772603319
1111 => 0.0033407278730534
1112 => 0.0032793543136452
1113 => 0.0031799370075357
1114 => 0.0030519884687242
1115 => 0.0028154637609239
1116 => 0.0026059672312457
1117 => 0.003016838170114
1118 => 0.0029991206681097
1119 => 0.0029734630996207
1120 => 0.003030561241854
1121 => 0.0033078136129483
1122 => 0.0033014220484163
1123 => 0.0032607621758681
1124 => 0.0032916023308362
1125 => 0.0031745305792598
1126 => 0.0032047026353153
1127 => 0.0030512010193054
1128 => 0.0031205901605356
1129 => 0.0031797237026473
1130 => 0.0031915956367133
1201 => 0.00321834371036
1202 => 0.0029897843496429
1203 => 0.0030924007924546
1204 => 0.003152678338746
1205 => 0.0028803421916854
1206 => 0.0031472951287461
1207 => 0.0029858056396715
1208 => 0.0029309936815889
1209 => 0.0030047907622208
1210 => 0.0029760319681285
1211 => 0.002951306845741
1212 => 0.0029375098026173
1213 => 0.0029916982339468
1214 => 0.0029891702788561
1215 => 0.0029005074876797
1216 => 0.0027848504909478
1217 => 0.0028236687753626
1218 => 0.0028095657287113
1219 => 0.0027584544683181
1220 => 0.002792897286626
1221 => 0.0026412285459093
1222 => 0.0023802903605613
1223 => 0.0025526741185549
1224 => 0.0025460375313896
1225 => 0.0025426910631956
1226 => 0.0026722326929907
1227 => 0.0026597802543198
1228 => 0.0026371789561975
1229 => 0.0027580393777539
1230 => 0.0027139236980837
1231 => 0.0028498778278658
]
'min_raw' => 0.0012204268152
'max_raw' => 0.0040146512971097
'avg_raw' => 0.0026175390561549
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.00122'
'max' => '$0.004014'
'avg' => '$0.002617'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.00066485706373677
'max_diff' => 0.0026538874110021
'year' => 2029
]
4 => [
'items' => [
101 => 0.0029394260107021
102 => 0.0029167136949546
103 => 0.003000934193736
104 => 0.0028245630702336
105 => 0.0028831464826798
106 => 0.0028952204427919
107 => 0.0027565479789126
108 => 0.0026618176272883
109 => 0.00265550019284
110 => 0.0024912508177701
111 => 0.0025789915081578
112 => 0.0026561996847425
113 => 0.002619222959755
114 => 0.0026075172332722
115 => 0.0026673192512106
116 => 0.0026719663801741
117 => 0.0025660113473265
118 => 0.002588042753815
119 => 0.0026799173812887
120 => 0.0025857277489287
121 => 0.0024027326790422
122 => 0.0023573473716056
123 => 0.0023512921349763
124 => 0.0022282035816541
125 => 0.0023603802348668
126 => 0.0023026815836253
127 => 0.002484950931561
128 => 0.0023808396575503
129 => 0.0023763516286122
130 => 0.0023695673146217
131 => 0.0022636199120531
201 => 0.002286815659907
202 => 0.0023639218585852
203 => 0.0023914342189371
204 => 0.0023885644543503
205 => 0.0023635439961466
206 => 0.0023749982337868
207 => 0.0023381001434267
208 => 0.0023250706597533
209 => 0.002283946025238
210 => 0.0022235041734708
211 => 0.0022319089836704
212 => 0.0021121578598488
213 => 0.0020469110919175
214 => 0.0020288516464928
215 => 0.0020047018013146
216 => 0.0020315794357659
217 => 0.0021118186199609
218 => 0.0020150331401292
219 => 0.0018491012236698
220 => 0.0018590740145832
221 => 0.0018814799148175
222 => 0.0018397266679608
223 => 0.0018002107238952
224 => 0.0018345666312303
225 => 0.0017642590907847
226 => 0.0018899762451821
227 => 0.0018865759484739
228 => 0.0019334355293366
301 => 0.0019627377869055
302 => 0.0018952055699278
303 => 0.0018782213999845
304 => 0.0018878963550717
305 => 0.0017279908987088
306 => 0.0019203678420715
307 => 0.0019220315258664
308 => 0.0019077860551633
309 => 0.0020102208385322
310 => 0.0022263901816507
311 => 0.0021450585793779
312 => 0.0021135645247171
313 => 0.002053694303785
314 => 0.0021334678184351
315 => 0.0021273424571706
316 => 0.0020996412505586
317 => 0.0020828874743666
318 => 0.0021137568206992
319 => 0.00207906242074
320 => 0.002072830353169
321 => 0.0020350708042451
322 => 0.0020215923632293
323 => 0.0020116134620934
324 => 0.0020006276724493
325 => 0.0020248595869159
326 => 0.0019699468807607
327 => 0.0019037275402965
328 => 0.0018982221186401
329 => 0.0019134230718751
330 => 0.0019066977816465
331 => 0.0018981899205379
401 => 0.0018819460967035
402 => 0.0018771269011663
403 => 0.0018927869487211
404 => 0.0018751076680692
405 => 0.0019011944097113
406 => 0.0018941002594299
407 => 0.0018544729126387
408 => 0.0018050825666139
409 => 0.0018046428889345
410 => 0.0017940018198999
411 => 0.0017804488185888
412 => 0.0017766786836747
413 => 0.001831673272541
414 => 0.0019455104256446
415 => 0.0019231614685981
416 => 0.0019393108804774
417 => 0.0020187500032631
418 => 0.002044001311579
419 => 0.0020260785310464
420 => 0.0020015447236245
421 => 0.0020026240866399
422 => 0.0020864635334891
423 => 0.0020916924969496
424 => 0.0021049044006865
425 => 0.0021218854306721
426 => 0.002028970473881
427 => 0.0019982478005307
428 => 0.0019836896934683
429 => 0.0019388563584127
430 => 0.0019872052665506
501 => 0.0019590344282853
502 => 0.0019628356368201
503 => 0.0019603600947751
504 => 0.0019617119081271
505 => 0.0018899411046754
506 => 0.0019160906132908
507 => 0.001872611983437
508 => 0.001814398978768
509 => 0.0018142038283643
510 => 0.0018284513787867
511 => 0.0018199763782887
512 => 0.0017971703698609
513 => 0.0018004098557167
514 => 0.0017720285508723
515 => 0.001803855859985
516 => 0.0018047685533267
517 => 0.0017925133056731
518 => 0.0018415476666835
519 => 0.0018616370843977
520 => 0.0018535704178592
521 => 0.0018610711055692
522 => 0.0019240901686629
523 => 0.0019343650256617
524 => 0.0019389284384216
525 => 0.0019328140698596
526 => 0.0018622229783569
527 => 0.0018653539934415
528 => 0.0018423806822115
529 => 0.0018229706550901
530 => 0.0018237469543828
531 => 0.0018337262314501
601 => 0.00187730631968
602 => 0.0019690180461732
603 => 0.0019724984391532
604 => 0.0019767167769752
605 => 0.0019595586770864
606 => 0.001954383629979
607 => 0.0019612108529066
608 => 0.001995652955404
609 => 0.0020842473939669
610 => 0.0020529322023552
611 => 0.0020274724641248
612 => 0.002049807518449
613 => 0.0020463692119037
614 => 0.0020173464444723
615 => 0.0020165318720539
616 => 0.001960827902213
617 => 0.0019402354128809
618 => 0.0019230267874738
619 => 0.0019042354177719
620 => 0.0018930952639201
621 => 0.0019102116033458
622 => 0.001914126312687
623 => 0.0018767011373904
624 => 0.0018716002242883
625 => 0.001902162430314
626 => 0.0018887131429159
627 => 0.0019025460685311
628 => 0.0019057554259305
629 => 0.0019052386454714
630 => 0.001891196044787
701 => 0.0019001463797069
702 => 0.0018789761693982
703 => 0.0018559567453503
704 => 0.0018412717869685
705 => 0.0018284572131034
706 => 0.0018355674834712
707 => 0.0018102206678941
708 => 0.0018021117114603
709 => 0.0018971142076249
710 => 0.0019672935729907
711 => 0.0019662731372242
712 => 0.0019600614969304
713 => 0.001950832259439
714 => 0.0019949777791962
715 => 0.0019795983628303
716 => 0.0019907881732297
717 => 0.0019936364496112
718 => 0.0020022573243721
719 => 0.0020053385461099
720 => 0.0019960249539722
721 => 0.0019647674011986
722 => 0.0018868765515659
723 => 0.0018506181507996
724 => 0.0018386522746153
725 => 0.0018390872114881
726 => 0.0018270897108908
727 => 0.001830623512507
728 => 0.0018258607989022
729 => 0.0018168413715588
730 => 0.0018350105592488
731 => 0.0018371043888724
801 => 0.0018328634833599
802 => 0.0018338623701311
803 => 0.0017987494838023
804 => 0.0018014190402887
805 => 0.0017865546105416
806 => 0.0017837677091574
807 => 0.0017461917251506
808 => 0.0016796204227567
809 => 0.0017165073865156
810 => 0.0016719531213868
811 => 0.0016550797460753
812 => 0.0017349556804519
813 => 0.001726938352054
814 => 0.0017132161708858
815 => 0.0016929182049848
816 => 0.0016853894919862
817 => 0.0016396474151076
818 => 0.0016369447291812
819 => 0.0016596157376221
820 => 0.0016491538472884
821 => 0.0016344613910321
822 => 0.0015812468038222
823 => 0.001521415989054
824 => 0.0015232219052688
825 => 0.0015422529742547
826 => 0.0015975883740205
827 => 0.0015759678760198
828 => 0.0015602819566538
829 => 0.0015573444554735
830 => 0.0015941134328198
831 => 0.0016461492391036
901 => 0.0016705632751765
902 => 0.0016463697068936
903 => 0.0016185774383244
904 => 0.0016202690249352
905 => 0.001631522392813
906 => 0.0016327049626629
907 => 0.0016146150529157
908 => 0.0016197072565473
909 => 0.0016119717335901
910 => 0.0015644988434803
911 => 0.0015636402094364
912 => 0.0015519895965997
913 => 0.0015516368206732
914 => 0.0015318162218564
915 => 0.0015290431830686
916 => 0.0014896881810935
917 => 0.0015155917625714
918 => 0.0014982170001151
919 => 0.0014720291348013
920 => 0.0014675143369504
921 => 0.0014673786166752
922 => 0.0014942676988529
923 => 0.0015152775479906
924 => 0.0014985192415468
925 => 0.0014947037000157
926 => 0.0015354437012975
927 => 0.001530259164781
928 => 0.0015257693895944
929 => 0.0016414900033846
930 => 0.0015498881077776
1001 => 0.0015099444528395
1002 => 0.0014605065947593
1003 => 0.0014766038106375
1004 => 0.0014799957305404
1005 => 0.0013611065937012
1006 => 0.0013128732856922
1007 => 0.0012963214320174
1008 => 0.0012867956062187
1009 => 0.001291136644653
1010 => 0.0012477210102421
1011 => 0.0012768970345945
1012 => 0.001239302765027
1013 => 0.0012329999633917
1014 => 0.0013002231744148
1015 => 0.0013095768915163
1016 => 0.0012696710283889
1017 => 0.0012952970526891
1018 => 0.0012860047000495
1019 => 0.0012399472108766
1020 => 0.0012381881535662
1021 => 0.0012150781244983
1022 => 0.0011789154039904
1023 => 0.001162388070343
1024 => 0.0011537804914825
1025 => 0.0011573321462787
1026 => 0.0011555363209313
1027 => 0.0011438173457965
1028 => 0.0011562080388683
1029 => 0.0011245549382578
1030 => 0.0011119504185483
1031 => 0.0011062572494182
1101 => 0.0010781633007419
1102 => 0.0011228732665216
1103 => 0.0011316816930215
1104 => 0.0011405074748427
1105 => 0.0012173298799788
1106 => 0.001213492049716
1107 => 0.0012481841661921
1108 => 0.0012468360943405
1109 => 0.0012369413407465
1110 => 0.0011951970029415
1111 => 0.0012118355519693
1112 => 0.0011606246842663
1113 => 0.0011989953483499
1114 => 0.0011814845796594
1115 => 0.0011930749398414
1116 => 0.0011722344271735
1117 => 0.0011837684273676
1118 => 0.0011337704977157
1119 => 0.0010870831344966
1120 => 0.0011058714923451
1121 => 0.0011262965860357
1122 => 0.001170583393374
1123 => 0.0011442065362815
1124 => 0.0011536926515114
1125 => 0.0011219157534479
1126 => 0.0010563509361208
1127 => 0.0010567220258665
1128 => 0.0010466363071279
1129 => 0.0010379207735987
1130 => 0.0011472362356165
1201 => 0.0011336411298929
1202 => 0.0011119791082057
1203 => 0.0011409745850485
1204 => 0.0011486414493458
1205 => 0.001148859714194
1206 => 0.0011700140656169
1207 => 0.0011813041467635
1208 => 0.0011832940724996
1209 => 0.0012165809015335
1210 => 0.0012277382075618
1211 => 0.0012736935720513
1212 => 0.0011803462622576
1213 => 0.0011784238358413
1214 => 0.00114138261087
1215 => 0.0011178904803946
1216 => 0.001142991137142
1217 => 0.0011652268924389
1218 => 0.001142073537769
1219 => 0.0011450968770949
1220 => 0.001114015390149
1221 => 0.0011251255592123
1222 => 0.001134695133511
1223 => 0.0011294113770568
1224 => 0.0011215013379082
1225 => 0.0011634038140778
1226 => 0.0011610395121552
1227 => 0.001200060061298
1228 => 0.0012304793697411
1229 => 0.001284996208573
1230 => 0.0012281050452249
1231 => 0.0012260317051106
]
'min_raw' => 0.0010379207735987
'max_raw' => 0.003000934193736
'avg_raw' => 0.0020194274836674
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.001037'
'max' => '$0.00300093'
'avg' => '$0.002019'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00018250604160127
'max_diff' => -0.0010137171033737
'year' => 2030
]
5 => [
'items' => [
101 => 0.001246298937302
102 => 0.0012277351047542
103 => 0.0012394668061227
104 => 0.0012831060501111
105 => 0.0012840280785707
106 => 0.001268582913905
107 => 0.0012676430742314
108 => 0.001270609487057
109 => 0.0012879838596311
110 => 0.0012819127199932
111 => 0.0012889383964846
112 => 0.0012977241125182
113 => 0.0013340655590993
114 => 0.0013428273588366
115 => 0.0013215407279472
116 => 0.0013234626723802
117 => 0.0013155008880965
118 => 0.0013078099042393
119 => 0.0013250981127723
120 => 0.0013566926536669
121 => 0.0013564961056678
122 => 0.0013638254250452
123 => 0.001368391530298
124 => 0.0013487904639597
125 => 0.0013360308905247
126 => 0.0013409237228924
127 => 0.0013487474684005
128 => 0.00133838658767
129 => 0.0012744344321745
130 => 0.0012938334308723
131 => 0.0012906044889264
201 => 0.0012860060829427
202 => 0.0013055119261414
203 => 0.0013036305399801
204 => 0.0012472757201593
205 => 0.0012508833728815
206 => 0.0012474951134703
207 => 0.0012584432728005
208 => 0.0012271438682216
209 => 0.0012367713542653
210 => 0.0012428096232599
211 => 0.0012463662100859
212 => 0.0012592150404758
213 => 0.0012577073785302
214 => 0.0012591213220924
215 => 0.0012781727455951
216 => 0.0013745283080127
217 => 0.0013797727286785
218 => 0.0013539472832633
219 => 0.0013642640393223
220 => 0.0013444581237155
221 => 0.0013577539675504
222 => 0.0013668506462245
223 => 0.0013257445044872
224 => 0.0013233104655502
225 => 0.0013034228038843
226 => 0.0013141093067688
227 => 0.0012971063122928
228 => 0.0013012782523977
301 => 0.0012896131441612
302 => 0.0013106080164871
303 => 0.0013340835460207
304 => 0.0013400143918576
305 => 0.0013244128898503
306 => 0.0013131163742079
307 => 0.0012932834140435
308 => 0.0013262660688033
309 => 0.0013359112021833
310 => 0.0013262154070237
311 => 0.0013239686794279
312 => 0.0013197111346937
313 => 0.00132487193767
314 => 0.0013358586727155
315 => 0.0013306775313612
316 => 0.0013340997665057
317 => 0.0013210577351285
318 => 0.0013487969527283
319 => 0.001392853506083
320 => 0.001392995155106
321 => 0.0013878139858235
322 => 0.0013856939629829
323 => 0.0013910101570864
324 => 0.0013938939743059
325 => 0.0014110855712136
326 => 0.001429532839639
327 => 0.0015156181922064
328 => 0.0014914457696816
329 => 0.00156782581572
330 => 0.0016282325154286
331 => 0.0016463458434064
401 => 0.0016296824339648
402 => 0.0015726778104047
403 => 0.0015698808916179
404 => 0.001655069865948
405 => 0.0016310000787975
406 => 0.0016281370542054
407 => 0.0015976793097017
408 => 0.0016156836089684
409 => 0.0016117458046117
410 => 0.0016055297877905
411 => 0.0016398807366011
412 => 0.0017041826462443
413 => 0.0016941605906069
414 => 0.0016866795909834
415 => 0.0016539000283194
416 => 0.0016736406466235
417 => 0.001666611390552
418 => 0.0016968135355111
419 => 0.0016789224538968
420 => 0.0016308177264866
421 => 0.0016384785628819
422 => 0.0016373206428722
423 => 0.0016611505546206
424 => 0.0016539974066085
425 => 0.001635923875919
426 => 0.0017039628693076
427 => 0.0016995447955297
428 => 0.0017058086140345
429 => 0.0017085661406553
430 => 0.0017499802769495
501 => 0.0017669463234847
502 => 0.0017707979130806
503 => 0.0017869143450879
504 => 0.0017703969215705
505 => 0.0018364783923633
506 => 0.0018804187144798
507 => 0.0019314576597664
508 => 0.0020060392768053
509 => 0.0020340826547304
510 => 0.0020290168695148
511 => 0.0020855638003654
512 => 0.0021871773781364
513 => 0.0020495558788257
514 => 0.002194471651771
515 => 0.0021485929911896
516 => 0.0020398155122728
517 => 0.0020328115250328
518 => 0.0021064768966877
519 => 0.0022698596009891
520 => 0.0022289340866329
521 => 0.0022699265404694
522 => 0.0022221066656267
523 => 0.0022197320057832
524 => 0.0022676040358842
525 => 0.0023794596435838
526 => 0.0023263212372105
527 => 0.0022501343016026
528 => 0.0023063895492554
529 => 0.0022576560475611
530 => 0.0021478458285956
531 => 0.0022289027916633
601 => 0.0021747023088293
602 => 0.0021905208911764
603 => 0.0023044422443802
604 => 0.0022907349257642
605 => 0.0023084734653168
606 => 0.0022771654073048
607 => 0.0022479187442941
608 => 0.0021933276758988
609 => 0.0021771659518541
610 => 0.0021816324709421
611 => 0.002177163738469
612 => 0.0021466205374197
613 => 0.0021400247360611
614 => 0.0021290314448281
615 => 0.0021324387254621
616 => 0.0021117681217434
617 => 0.0021507778217253
618 => 0.0021580183657943
619 => 0.0021864063723021
620 => 0.0021893537093114
621 => 0.0022684139033578
622 => 0.0022248688770296
623 => 0.0022540826401872
624 => 0.0022514694862398
625 => 0.0020421730500831
626 => 0.0020710122523474
627 => 0.0021158770008305
628 => 0.0020956654924516
629 => 0.0020670911483684
630 => 0.0020440158334619
701 => 0.0020090543718064
702 => 0.0020582619577111
703 => 0.0021229647005324
704 => 0.0021909946776451
705 => 0.0022727282376453
706 => 0.0022544862585368
707 => 0.0021894667255936
708 => 0.0021923834543446
709 => 0.002210413523793
710 => 0.0021870629456528
711 => 0.0021801764043018
712 => 0.0022094674187614
713 => 0.00220966912988
714 => 0.002182801467718
715 => 0.0021529429779552
716 => 0.0021528178697928
717 => 0.0021475048399383
718 => 0.0022230518418349
719 => 0.0022645950542145
720 => 0.0022693579165636
721 => 0.0022642744756299
722 => 0.0022662308902908
723 => 0.0022420578103493
724 => 0.0022973103027914
725 => 0.0023480154537614
726 => 0.0023344253901439
727 => 0.0023140519528399
728 => 0.0022978235287095
729 => 0.0023306024891655
730 => 0.0023291428936553
731 => 0.0023475725885019
801 => 0.0023467365110886
802 => 0.0023405392978876
803 => 0.0023344256114659
804 => 0.002358665687068
805 => 0.0023516849345783
806 => 0.0023446933390519
807 => 0.0023306706238638
808 => 0.0023325765437505
809 => 0.0023122066242077
810 => 0.002302782567363
811 => 0.002161067363894
812 => 0.0021231964308492
813 => 0.002135111397319
814 => 0.0021390341136529
815 => 0.0021225526350588
816 => 0.0021461828416182
817 => 0.0021425000989565
818 => 0.0021568274963207
819 => 0.0021478763604708
820 => 0.0021482437182084
821 => 0.0021745671001596
822 => 0.0021822088899277
823 => 0.0021783222139748
824 => 0.0021810443085847
825 => 0.0022437738299462
826 => 0.0022348556979858
827 => 0.0022301181181268
828 => 0.0022314304601249
829 => 0.0022474591977689
830 => 0.0022519463691726
831 => 0.0022329339086272
901 => 0.0022419002949301
902 => 0.0022800780298041
903 => 0.0022934380763373
904 => 0.0023360769316852
905 => 0.0023179631880882
906 => 0.0023512117484049
907 => 0.0024534064875491
908 => 0.0025350467165156
909 => 0.0024599669880329
910 => 0.0026098888717094
911 => 0.0027266245631684
912 => 0.0027221440528967
913 => 0.0027017884849457
914 => 0.0025688880037985
915 => 0.0024465909996123
916 => 0.0025488976366191
917 => 0.0025491584372764
918 => 0.0025403702064262
919 => 0.0024857872593864
920 => 0.0025384708381847
921 => 0.002542652669351
922 => 0.0025403119559365
923 => 0.0024984633384176
924 => 0.0024345682343835
925 => 0.0024470531847685
926 => 0.0024675037881852
927 => 0.0024287865294745
928 => 0.0024164140193551
929 => 0.0024394168696335
930 => 0.002513536846065
1001 => 0.0024995248938684
1002 => 0.0024991589851698
1003 => 0.0025591080586592
1004 => 0.0025161974598606
1005 => 0.0024472106599752
1006 => 0.00242979058318
1007 => 0.002367961046127
1008 => 0.0024106669275988
1009 => 0.0024122038362451
1010 => 0.0023888142614065
1011 => 0.002449108595066
1012 => 0.0024485529721667
1013 => 0.0025057934683491
1014 => 0.0026152157985013
1015 => 0.0025828542311295
1016 => 0.0025452212492045
1017 => 0.0025493129977892
1018 => 0.0025941893804667
1019 => 0.0025670560950717
1020 => 0.0025768134136797
1021 => 0.0025941746115963
1022 => 0.0026046490533537
1023 => 0.0025478058868128
1024 => 0.0025345530255691
1025 => 0.0025074423225868
1026 => 0.002500369646224
1027 => 0.0025224507481197
1028 => 0.002516633157907
1029 => 0.0024120746650246
1030 => 0.0024011477207604
1031 => 0.0024014828345409
1101 => 0.0023740065136408
1102 => 0.0023320985291954
1103 => 0.002442230210122
1104 => 0.0024333850948517
1105 => 0.0024236207721509
1106 => 0.0024248168459673
1107 => 0.0024726212759485
1108 => 0.0024448922923778
1109 => 0.0025186143398916
1110 => 0.0025034593032104
1111 => 0.0024879155970234
1112 => 0.0024857669833555
1113 => 0.0024797839826003
1114 => 0.0024592660468339
1115 => 0.0024344894064593
1116 => 0.0024181297223681
1117 => 0.0022305968470311
1118 => 0.0022654018578651
1119 => 0.002305441850253
1120 => 0.0023192634951752
1121 => 0.0022956206151072
1122 => 0.0024601996118441
1123 => 0.0024902697804706
1124 => 0.0023991852782723
1125 => 0.0023821470868667
1126 => 0.0024613166328361
1127 => 0.0024135677185332
1128 => 0.0024350690517201
1129 => 0.0023885949299705
1130 => 0.0024830267574058
1201 => 0.0024823073450973
1202 => 0.0024455712313854
1203 => 0.0024766203431366
1204 => 0.0024712247958887
1205 => 0.0024297498139851
1206 => 0.0024843415883097
1207 => 0.0024843686651487
1208 => 0.002449010954413
1209 => 0.0024077208890718
1210 => 0.0024003392006166
1211 => 0.002394778089956
1212 => 0.0024337013593998
1213 => 0.0024685998410733
1214 => 0.0025335372634002
1215 => 0.0025498640742483
1216 => 0.0026135887039258
1217 => 0.0025756437896488
1218 => 0.0025924642786789
1219 => 0.0026107252989245
1220 => 0.0026194803035571
1221 => 0.0026052144933278
1222 => 0.0027042050733209
1223 => 0.0027125629112653
1224 => 0.0027153652220331
1225 => 0.0026819861554236
1226 => 0.0027116345790406
1227 => 0.0026977630634828
1228 => 0.0027338528933463
1229 => 0.0027395122394869
1230 => 0.0027347189746429
1231 => 0.0027365153404346
]
'min_raw' => 0.0012271438682216
'max_raw' => 0.0027395122394869
'avg_raw' => 0.0019833280538542
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.001227'
'max' => '$0.002739'
'avg' => '$0.001983'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00018922309462282
'max_diff' => -0.00026142195424908
'year' => 2031
]
6 => [
'items' => [
101 => 0.0026520443435454
102 => 0.0026476640767367
103 => 0.0025879388279904
104 => 0.0026122773083213
105 => 0.0025667776859164
106 => 0.002581206084879
107 => 0.0025875659856629
108 => 0.0025842439344146
109 => 0.002613653369482
110 => 0.0025886493417241
111 => 0.0025226596014281
112 => 0.0024566518822715
113 => 0.0024558232091262
114 => 0.0024384445418053
115 => 0.002425882948394
116 => 0.0024283027569315
117 => 0.0024368304778382
118 => 0.0024253873017524
119 => 0.002427829283554
120 => 0.0024683824523013
121 => 0.0024765151010816
122 => 0.0024488771828952
123 => 0.0023379069532439
124 => 0.0023106745805397
125 => 0.002330248669998
126 => 0.0023208935159698
127 => 0.0018731422056997
128 => 0.0019783347344586
129 => 0.0019158329058708
130 => 0.0019446366240549
131 => 0.0018808384418368
201 => 0.0019112862783405
202 => 0.0019056636747152
203 => 0.0020748101480863
204 => 0.002072169158558
205 => 0.0020734332604871
206 => 0.0020130943818086
207 => 0.0021092158539226
208 => 0.0021565687475022
209 => 0.0021478049871571
210 => 0.0021500106368282
211 => 0.0021121102678122
212 => 0.0020738002189053
213 => 0.0020313084787933
214 => 0.0021102528797836
215 => 0.0021014756100194
216 => 0.0021216075088966
217 => 0.0021728085960012
218 => 0.0021803481505714
219 => 0.0021904813883723
220 => 0.0021868493439536
221 => 0.0022733793773136
222 => 0.0022629000193301
223 => 0.0022881522569531
224 => 0.0022362064882707
225 => 0.002177424920269
226 => 0.0021885973746319
227 => 0.0021875213774335
228 => 0.0021738226981264
229 => 0.0021614561429573
301 => 0.002140869312856
302 => 0.002206009089574
303 => 0.0022033645335985
304 => 0.0022461768208826
305 => 0.0022386093332487
306 => 0.0021880717987516
307 => 0.002189876756683
308 => 0.0022020159662046
309 => 0.002244029908962
310 => 0.0022565025076997
311 => 0.0022507247030173
312 => 0.0022644003381375
313 => 0.0022752090025359
314 => 0.0022657577399728
315 => 0.0023995676869176
316 => 0.0023440004677492
317 => 0.0023710835437376
318 => 0.0023775426977781
319 => 0.0023609977105248
320 => 0.0023645857258285
321 => 0.0023700205913379
322 => 0.0024030200304553
323 => 0.0024896201071642
324 => 0.002527974691632
325 => 0.0026433663513849
326 => 0.0025247898773135
327 => 0.0025177540400603
328 => 0.0025385395624761
329 => 0.0026062866821988
330 => 0.0026611893595706
331 => 0.0026794037450663
401 => 0.0026818110767963
402 => 0.0027159824748557
403 => 0.0027355688829644
404 => 0.0027118331683343
405 => 0.0026917196354181
406 => 0.002619675457096
407 => 0.0026280147669066
408 => 0.0026854643418057
409 => 0.0027666152501139
410 => 0.0028362511717552
411 => 0.0028118670990533
412 => 0.0029979003612963
413 => 0.00301634479937
414 => 0.0030137963744083
415 => 0.0030558155492405
416 => 0.0029724160442547
417 => 0.002936761140084
418 => 0.0026960684095329
419 => 0.0027636932490888
420 => 0.002861989924851
421 => 0.0028489799912203
422 => 0.0027775943178041
423 => 0.0028361970193206
424 => 0.0028168211335234
425 => 0.0028015385684888
426 => 0.0028715509615831
427 => 0.0027945694594253
428 => 0.0028612219754792
429 => 0.0027757394342081
430 => 0.0028119784834435
501 => 0.0027914074464119
502 => 0.0028047194284628
503 => 0.0027268978534017
504 => 0.0027688884862927
505 => 0.0027251509050211
506 => 0.0027251301677127
507 => 0.002724164658182
508 => 0.002775621728586
509 => 0.0027772997418045
510 => 0.0027392728890286
511 => 0.0027337926254526
512 => 0.0027540560322158
513 => 0.0027303328898907
514 => 0.0027414327988729
515 => 0.0027306690948261
516 => 0.0027282459583269
517 => 0.0027089379944383
518 => 0.0027006195927116
519 => 0.0027038814523674
520 => 0.0026927470437581
521 => 0.0026860381598218
522 => 0.0027228300923069
523 => 0.0027031736469625
524 => 0.0027198174601448
525 => 0.0027008497344069
526 => 0.0026350993331545
527 => 0.0025972855820964
528 => 0.002473089169196
529 => 0.0025083111178294
530 => 0.0025316633062131
531 => 0.0025239454080916
601 => 0.0025405264396866
602 => 0.002541544380361
603 => 0.0025361537179658
604 => 0.0025299120214989
605 => 0.0025268739088462
606 => 0.0025495175114801
607 => 0.0025626628849577
608 => 0.0025340070107293
609 => 0.0025272933403359
610 => 0.002556266011315
611 => 0.0025739393238753
612 => 0.0027044291340439
613 => 0.0026947620274301
614 => 0.0027190245679569
615 => 0.0027162929782326
616 => 0.0027417239860305
617 => 0.0027832929358344
618 => 0.002698771638022
619 => 0.0027134416127957
620 => 0.0027098448737603
621 => 0.0027491131274322
622 => 0.0027492357186339
623 => 0.0027256924389629
624 => 0.0027384556328186
625 => 0.0027313315681483
626 => 0.0027442057158827
627 => 0.0026946329173275
628 => 0.0027550072349148
629 => 0.0027892355825518
630 => 0.0027897108431919
701 => 0.0028059348083189
702 => 0.0028224192965165
703 => 0.0028540598361156
704 => 0.00282153685904
705 => 0.0027630311893291
706 => 0.0027672551097101
707 => 0.0027329532569649
708 => 0.0027335298773067
709 => 0.0027304518327317
710 => 0.0027396892762056
711 => 0.0026966600167035
712 => 0.002706758897903
713 => 0.0026926204050847
714 => 0.0027134108784735
715 => 0.0026910437658955
716 => 0.0027098431393039
717 => 0.0027179563256578
718 => 0.0027478941579683
719 => 0.0026866219237216
720 => 0.002561683690327
721 => 0.0025879472217162
722 => 0.0025491013958357
723 => 0.0025526967249174
724 => 0.0025599598618549
725 => 0.00253641765869
726 => 0.0025409087691538
727 => 0.0025407483150845
728 => 0.0025393656086003
729 => 0.002533241372314
730 => 0.0025243600180558
731 => 0.0025597405998839
801 => 0.0025657524501724
802 => 0.002579116048653
803 => 0.0026188770531158
804 => 0.002614903991141
805 => 0.0026213842200628
806 => 0.0026072379167114
807 => 0.0025533529313573
808 => 0.0025562791453105
809 => 0.0025197892104245
810 => 0.0025781829189774
811 => 0.0025643545180328
812 => 0.0025554392579847
813 => 0.0025530066466813
814 => 0.0025928662109836
815 => 0.0026047928173449
816 => 0.0025973609566253
817 => 0.0025821179934674
818 => 0.0026113889889081
819 => 0.0026192206724439
820 => 0.0026209738975662
821 => 0.0026728364893306
822 => 0.0026238724403243
823 => 0.0026356585735809
824 => 0.0027276106207489
825 => 0.0026442228024827
826 => 0.0026883951895885
827 => 0.0026862331811017
828 => 0.002708830279633
829 => 0.0026843795594623
830 => 0.0026846826554427
831 => 0.0027047473480784
901 => 0.0026765701059579
902 => 0.0026695930245515
903 => 0.0026599542365592
904 => 0.0026810001775123
905 => 0.0026936162672876
906 => 0.0027952926853798
907 => 0.0028609802884754
908 => 0.0028581286163863
909 => 0.0028841875611743
910 => 0.0028724477678747
911 => 0.0028345368785094
912 => 0.0028992461439155
913 => 0.0028787694247904
914 => 0.0028804575006359
915 => 0.0028803946703686
916 => 0.0028940098984809
917 => 0.002884362261546
918 => 0.0028653457788376
919 => 0.0028779698075215
920 => 0.0029154586595399
921 => 0.0030318252065035
922 => 0.003096945467836
923 => 0.0030279048850038
924 => 0.0030755281545512
925 => 0.0030469711627288
926 => 0.0030417815078177
927 => 0.0030716924404254
928 => 0.0031016557281611
929 => 0.0030997471962672
930 => 0.0030779953880029
1001 => 0.0030657083434462
1002 => 0.003158749961292
1003 => 0.0032273014403982
1004 => 0.0032226266890981
1005 => 0.0032432595210262
1006 => 0.0033038381537164
1007 => 0.0033093767046935
1008 => 0.0033086789745725
1009 => 0.0032949510980878
1010 => 0.0033545986291009
1011 => 0.0034043576488704
1012 => 0.0032917734913181
1013 => 0.0033346440646792
1014 => 0.0033538900462646
1015 => 0.0033821488572574
1016 => 0.0034298262081289
1017 => 0.0034816164569681
1018 => 0.0034889401660051
1019 => 0.0034837436439716
1020 => 0.0034495865826655
1021 => 0.0035062560909315
1022 => 0.0035394517598102
1023 => 0.0035592190209581
1024 => 0.0036093455062706
1025 => 0.0033540089028948
1026 => 0.0031732689639727
1027 => 0.0031450438125937
1028 => 0.0032024407678222
1029 => 0.0032175758871838
1030 => 0.003211474939547
1031 => 0.0030080357061339
1101 => 0.0031439727471325
1102 => 0.0032902295733359
1103 => 0.0032958478936801
1104 => 0.0033690671189635
1105 => 0.0033929103000733
1106 => 0.0034518613734897
1107 => 0.0034481739677968
1108 => 0.0034625276160573
1109 => 0.0034592279608927
1110 => 0.0035684224107836
1111 => 0.0036888801045459
1112 => 0.003684709037643
1113 => 0.0036673918189739
1114 => 0.003693110841722
1115 => 0.0038174360907157
1116 => 0.0038059902140599
1117 => 0.0038171089082736
1118 => 0.0039636953835011
1119 => 0.0041542786529799
1120 => 0.0040657335900596
1121 => 0.0042578508984412
1122 => 0.0043787785603665
1123 => 0.0045879104475126
1124 => 0.0045617261052457
1125 => 0.004643139614231
1126 => 0.0045148506677507
1127 => 0.0042202733151581
1128 => 0.0041736553215135
1129 => 0.0042669857253456
1130 => 0.0044964294161191
1201 => 0.0042597597270024
1202 => 0.0043076376968714
1203 => 0.0042938488383282
1204 => 0.0042931140886553
1205 => 0.0043211564952267
1206 => 0.0042804795219013
1207 => 0.004114754214926
1208 => 0.0041907051464874
1209 => 0.0041613768443483
1210 => 0.0041939187821414
1211 => 0.0043695341990951
1212 => 0.0042918904371113
1213 => 0.0042100990411283
1214 => 0.0043126836026547
1215 => 0.0044433090013577
1216 => 0.0044351346986633
1217 => 0.0044192731348426
1218 => 0.0045086839396152
1219 => 0.0046563643941916
1220 => 0.0046962818276354
1221 => 0.0047257480609277
1222 => 0.0047298109566626
1223 => 0.0047716613078078
1224 => 0.0045466214220535
1225 => 0.0049037655001798
1226 => 0.0049654344165662
1227 => 0.0049538432162002
1228 => 0.005022385621339
1229 => 0.0050022187069942
1230 => 0.0049730000122005
1231 => 0.005081654303733
]
'min_raw' => 0.0018731422056997
'max_raw' => 0.005081654303733
'avg_raw' => 0.0034773982547163
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.001873'
'max' => '$0.005081'
'avg' => '$0.003477'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.00064599833747811
'max_diff' => 0.0023421420642461
'year' => 2032
]
7 => [
'items' => [
101 => 0.0049570909264401
102 => 0.004780288894466
103 => 0.0046832918029773
104 => 0.0048110253975818
105 => 0.0048890278465186
106 => 0.0049405825033784
107 => 0.0049561829113939
108 => 0.0045640906277782
109 => 0.0043527746333443
110 => 0.0044882257630336
111 => 0.0046534854895922
112 => 0.0045457033959283
113 => 0.0045499282499414
114 => 0.0043962593090126
115 => 0.0046670817810726
116 => 0.004627625224869
117 => 0.0048323259082508
118 => 0.0047834724473361
119 => 0.0049503979081992
120 => 0.0049064408400726
121 => 0.0050889041722597
122 => 0.0051616937354667
123 => 0.0052839187408821
124 => 0.0053738279524109
125 => 0.0054266243611098
126 => 0.0054234546627659
127 => 0.0056326603370973
128 => 0.0055092990600336
129 => 0.005354328222021
130 => 0.0053515252884881
131 => 0.0054317868814485
201 => 0.005599993161601
202 => 0.0056436066027427
203 => 0.0056679805664859
204 => 0.0056306509925495
205 => 0.0054967511676792
206 => 0.0054389339021878
207 => 0.0054881958875139
208 => 0.0054279527125907
209 => 0.0055319493337577
210 => 0.0056747589070996
211 => 0.0056452692949347
212 => 0.005743848647072
213 => 0.0058458679056839
214 => 0.0059917600274704
215 => 0.0060299016304751
216 => 0.0060929482498465
217 => 0.0061578439309152
218 => 0.0061786866746868
219 => 0.0062184819396705
220 => 0.0062182721989805
221 => 0.006338197908539
222 => 0.006470479679972
223 => 0.0065204129863579
224 => 0.0066352318710537
225 => 0.0064386085547457
226 => 0.0065877495988112
227 => 0.0067222785538008
228 => 0.0065618875876844
301 => 0.0067829491681736
302 => 0.0067915324884077
303 => 0.0069211304333552
304 => 0.0067897580881888
305 => 0.0067117496089844
306 => 0.006936957165508
307 => 0.0070459280081382
308 => 0.0070131051035038
309 => 0.0067633211785698
310 => 0.0066179362205217
311 => 0.0062374357426457
312 => 0.0066881549950872
313 => 0.0069076871952906
314 => 0.0067627526432063
315 => 0.0068358492009382
316 => 0.0072346403182848
317 => 0.0073864741559577
318 => 0.0073548937791204
319 => 0.0073602303429487
320 => 0.0074421571257779
321 => 0.007805465598746
322 => 0.007587762740319
323 => 0.0077541884184159
324 => 0.0078424599979861
325 => 0.0079244515605195
326 => 0.007723106196637
327 => 0.0074611588365767
328 => 0.0073781891118435
329 => 0.0067483417583494
330 => 0.0067155554683116
331 => 0.0066971515301871
401 => 0.0065811173036011
402 => 0.006489946185954
403 => 0.0064174435282345
404 => 0.0062271749032521
405 => 0.0062913849787896
406 => 0.005988136502716
407 => 0.0061821441312418
408 => 0.0056981522412378
409 => 0.0061012350691298
410 => 0.0058818554118354
411 => 0.0060291629515116
412 => 0.0060286490093829
413 => 0.0057574091249411
414 => 0.005600963620227
415 => 0.0057006567847809
416 => 0.005807535770836
417 => 0.0058248765267394
418 => 0.0059634479219867
419 => 0.0060021202198181
420 => 0.0058849413519521
421 => 0.0056881225850922
422 => 0.0057338390956756
423 => 0.0056000371765992
424 => 0.0053655544600342
425 => 0.0055339640407466
426 => 0.0055914664760484
427 => 0.0056168628273192
428 => 0.0053862760060994
429 => 0.0053138206205887
430 => 0.0052752459813024
501 => 0.005658356722058
502 => 0.0056793443932602
503 => 0.0055719685000322
504 => 0.006057317719223
505 => 0.0059474682430015
506 => 0.0060701970217161
507 => 0.005729690801518
508 => 0.005742698597682
509 => 0.005581497496186
510 => 0.0056717593415623
511 => 0.0056079651785254
512 => 0.0056644670764408
513 => 0.0056983340810852
514 => 0.0058595087310667
515 => 0.0061030754247341
516 => 0.0058354346130604
517 => 0.0057188196787271
518 => 0.0057911669281202
519 => 0.005983837187063
520 => 0.0062757424919704
521 => 0.0061029286763235
522 => 0.0061796205131387
523 => 0.0061963742677005
524 => 0.0060689477579576
525 => 0.0062804408891439
526 => 0.0063937817763138
527 => 0.0065100460739582
528 => 0.0066109951059511
529 => 0.0064636075567723
530 => 0.0066213333615689
531 => 0.0064942342052554
601 => 0.006380213122773
602 => 0.0063803860456892
603 => 0.0063088589550658
604 => 0.0061702662039894
605 => 0.0061447075742967
606 => 0.0062776667936575
607 => 0.0063842874963
608 => 0.0063930692880484
609 => 0.0064520999874008
610 => 0.006487033747213
611 => 0.0068294320835159
612 => 0.0069671475268445
613 => 0.0071355433641269
614 => 0.0072011430330177
615 => 0.0073985745175962
616 => 0.0072391325591979
617 => 0.0072046362885614
618 => 0.0067257320863205
619 => 0.0068041526226087
620 => 0.0069297114676625
621 => 0.0067278025054292
622 => 0.0068558672689295
623 => 0.006881149966027
624 => 0.006720941716154
625 => 0.006806515864601
626 => 0.0065792562972925
627 => 0.0061080290622727
628 => 0.006280965499764
629 => 0.0064083049275329
630 => 0.0062265758632684
701 => 0.0065523181770766
702 => 0.0063620262420361
703 => 0.006301712834252
704 => 0.0060664087272039
705 => 0.0061774632080449
706 => 0.0063276659835294
707 => 0.0062348581312269
708 => 0.0064274483599238
709 => 0.0067002074856964
710 => 0.0068945918818088
711 => 0.0069095143020617
712 => 0.0067845381581045
713 => 0.0069848132263829
714 => 0.0069862720116101
715 => 0.0067603609164443
716 => 0.0066219916285335
717 => 0.0065905538351887
718 => 0.0066690916067065
719 => 0.0067644509602015
720 => 0.0069148060825133
721 => 0.0070056625339575
722 => 0.0072425679727857
723 => 0.0073066677919213
724 => 0.0073770940593006
725 => 0.0074712052711758
726 => 0.0075842099106514
727 => 0.0073369621928364
728 => 0.0073467858055926
729 => 0.007116552154141
730 => 0.0068705144787196
731 => 0.0070572264053353
801 => 0.0073013274121386
802 => 0.0072453303714702
803 => 0.0072390295604793
804 => 0.0072496257768668
805 => 0.0072074058368953
806 => 0.007016446613148
807 => 0.0069205480864501
808 => 0.0070442816522138
809 => 0.0071100405356698
810 => 0.0072120268291327
811 => 0.0071994548657939
812 => 0.0074621606052261
813 => 0.0075642401117602
814 => 0.0075381238057604
815 => 0.0075429298345884
816 => 0.0077277399052157
817 => 0.0079332867128432
818 => 0.0081258084224764
819 => 0.0083216497745152
820 => 0.0080855553808144
821 => 0.0079656812079709
822 => 0.0080893607555306
823 => 0.0080237346466798
824 => 0.0084008417341049
825 => 0.0084269518106406
826 => 0.008804031628931
827 => 0.0091619252783181
828 => 0.0089371386894688
829 => 0.0091491023181434
830 => 0.0093783582642031
831 => 0.0098206301795891
901 => 0.0096716885578007
902 => 0.0095576016097236
903 => 0.0094497899950548
904 => 0.0096741288505687
905 => 0.0099627372042866
906 => 0.010024900679421
907 => 0.010125629257414
908 => 0.010019725474159
909 => 0.01014727491617
910 => 0.010597580494536
911 => 0.010475903952305
912 => 0.010303103701855
913 => 0.010658576708168
914 => 0.010787221007286
915 => 0.011690114070039
916 => 0.012830053858417
917 => 0.012358111300781
918 => 0.012065161325764
919 => 0.012134011518759
920 => 0.012550278940078
921 => 0.012683970824138
922 => 0.012320550196907
923 => 0.012448916506301
924 => 0.013156227491762
925 => 0.013535677142208
926 => 0.013020333550015
927 => 0.011598521017978
928 => 0.010287544929951
929 => 0.010635274822518
930 => 0.010595853044016
1001 => 0.011355770459051
1002 => 0.010473002007013
1003 => 0.01048786556376
1004 => 0.011263497266171
1005 => 0.011056572025662
1006 => 0.010721379637018
1007 => 0.010289992205334
1008 => 0.0094925326393574
1009 => 0.0087862004629667
1010 => 0.010171480519454
1011 => 0.01011174472445
1012 => 0.010025238440935
1013 => 0.01021774881394
1014 => 0.011152524540227
1015 => 0.011130974934162
1016 => 0.010993887335084
1017 => 0.01109786707075
1018 => 0.010703151486622
1019 => 0.010804878680158
1020 => 0.01028733726464
1021 => 0.010521287598893
1022 => 0.010720660464695
1023 => 0.01076068751927
1024 => 0.010850870517061
1025 => 0.010080266674898
1026 => 0.010426245176289
1027 => 0.010629475132055
1028 => 0.0097112747983371
1029 => 0.010611325263696
1030 => 0.010066852176445
1031 => 0.0098820498329209
1101 => 0.010130861842619
1102 => 0.010033899560462
1103 => 0.0099505370840797
1104 => 0.0099040193899092
1105 => 0.010086719469452
1106 => 0.010078196292368
1107 => 0.0097792635016781
1108 => 0.0093893178622829
1109 => 0.0095201964183932
1110 => 0.0094726470119653
1111 => 0.0093003218290752
1112 => 0.0094164481957212
1113 => 0.0089050864472214
1114 => 0.0080253151371983
1115 => 0.0086065190127236
1116 => 0.008584143295744
1117 => 0.0085728604445849
1118 => 0.0090096190937469
1119 => 0.0089676348273665
1120 => 0.0088914329727748
1121 => 0.0092989223222574
1122 => 0.0091501832281911
1123 => 0.0096085620687655
1124 => 0.0099104800192525
1125 => 0.0098339038609865
1126 => 0.010117859152716
1127 => 0.0095232115959885
1128 => 0.0097207296612142
1129 => 0.009761437860709
1130 => 0.0092938939669377
1201 => 0.0089745039725745
1202 => 0.008953204301263
1203 => 0.0083994260656895
1204 => 0.0086952499291911
1205 => 0.0089555626870493
1206 => 0.0088308930771213
1207 => 0.0087914264030167
1208 => 0.0089930530817397
1209 => 0.0090087212014922
1210 => 0.0086514864107024
1211 => 0.0087257668358621
1212 => 0.0090355285568714
1213 => 0.0087179616352594
1214 => 0.0081009809808293
1215 => 0.0079479612481058
1216 => 0.0079275455950472
1217 => 0.0075125439437528
1218 => 0.0079581867583387
1219 => 0.007763651727287
1220 => 0.0083781855594916
1221 => 0.0080271671303474
1222 => 0.0080120354274387
1223 => 0.0079891616391539
1224 => 0.0076319525743825
1225 => 0.0077101586577471
1226 => 0.0079701275899737
1227 => 0.0080628874337519
1228 => 0.0080532118220868
1229 => 0.0079688536003803
1230 => 0.0080074723622935
1231 => 0.0078830678745023
]
'min_raw' => 0.0043527746333443
'max_raw' => 0.013535677142208
'avg_raw' => 0.0089442258877762
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.004352'
'max' => '$0.013535'
'avg' => '$0.008944'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0024796324276446
'max_diff' => 0.0084540228384751
'year' => 2033
]
8 => [
'items' => [
101 => 0.0078391380606077
102 => 0.0077004834841092
103 => 0.0074966995609607
104 => 0.0075250369653539
105 => 0.0071212876906327
106 => 0.0069013036571687
107 => 0.0068404149760488
108 => 0.0067589920869422
109 => 0.0068496119080315
110 => 0.0071201439196658
111 => 0.0067938249170668
112 => 0.0062343738757274
113 => 0.0062679978365701
114 => 0.00634354089354
115 => 0.0062027669066439
116 => 0.0060695361423118
117 => 0.0061853694825449
118 => 0.0059483227012167
119 => 0.0063721868645592
120 => 0.0063607225268063
121 => 0.0065187128753164
122 => 0.0066175074825281
123 => 0.0063898178980391
124 => 0.0063325545832782
125 => 0.0063651743698385
126 => 0.0058260419594686
127 => 0.0064746542553453
128 => 0.0064802634814143
129 => 0.006432233882352
130 => 0.0067775999062484
131 => 0.007506429939034
201 => 0.0072322147635799
202 => 0.0071260303594465
203 => 0.0069241737295686
204 => 0.0071931357038202
205 => 0.0071724836206581
206 => 0.0070790870685291
207 => 0.0070226005423864
208 => 0.0071266786987757
209 => 0.0070097041070279
210 => 0.0069886922561032
211 => 0.0068613833006186
212 => 0.0068159397956991
213 => 0.0067822952338147
214 => 0.0067452558770263
215 => 0.0068269554684688
216 => 0.0066418134457838
217 => 0.006418550316122
218 => 0.0063999884026312
219 => 0.0064512394777595
220 => 0.0064285646922091
221 => 0.0063998798444816
222 => 0.0063451126583165
223 => 0.0063288644040971
224 => 0.0063816633477778
225 => 0.0063220564187319
226 => 0.0064100096894966
227 => 0.0063860912665251
228 => 0.0062524849001253
301 => 0.0060859619001789
302 => 0.0060844794961856
303 => 0.0060486023889996
304 => 0.006002907498839
305 => 0.0059901962257539
306 => 0.006175614321716
307 => 0.0065594242312609
308 => 0.0064840731622245
309 => 0.0065385220318915
310 => 0.006806356580626
311 => 0.0068914931296028
312 => 0.0068310652237087
313 => 0.00674834777909
314 => 0.0067519869268551
315 => 0.0070346574753906
316 => 0.007052287290772
317 => 0.0070968321466468
318 => 0.0071540848748207
319 => 0.0068408156108846
320 => 0.0067372319726956
321 => 0.0066881482983202
322 => 0.0065369895790165
323 => 0.0067000012984163
324 => 0.0066050213503798
325 => 0.006617837390347
326 => 0.0066094909275054
327 => 0.0066140486606023
328 => 0.0063720683858871
329 => 0.0064602332798845
330 => 0.0063136420437514
331 => 0.0061173728342078
401 => 0.0061167148709965
402 => 0.0061647514819779
403 => 0.0061361774260934
404 => 0.0060592853764143
405 => 0.006070207529151
406 => 0.0059745179783485
407 => 0.0060818259731336
408 => 0.0060849031824576
409 => 0.0060435837593594
410 => 0.0062089065309756
411 => 0.0062766394053973
412 => 0.0062494420759662
413 => 0.0062747311682619
414 => 0.0064872043393327
415 => 0.0065218467370716
416 => 0.0065372326017989
417 => 0.0065166175813008
418 => 0.0062786147877866
419 => 0.006289171223745
420 => 0.0062117151009877
421 => 0.0061462728393829
422 => 0.0061488901866476
423 => 0.006182536016011
424 => 0.0063294693261426
425 => 0.0066386818151229
426 => 0.0066504162030483
427 => 0.0066646386235302
428 => 0.0066067888918147
429 => 0.0065893408591819
430 => 0.0066123593179438
501 => 0.0067284832711845
502 => 0.0070271856062654
503 => 0.0069216042513896
504 => 0.0068357649664039
505 => 0.0069110691614414
506 => 0.0068994766708692
507 => 0.0068016243841694
508 => 0.0067988779963889
509 => 0.0066110681729435
510 => 0.0065416391574385
511 => 0.0064836190754108
512 => 0.0064202626604891
513 => 0.0063827028539973
514 => 0.0064404117873955
515 => 0.0064536105032557
516 => 0.006327428911801
517 => 0.0063102308271427
518 => 0.0064132734385435
519 => 0.0063679282270817
520 => 0.0064145669015773
521 => 0.0064253874741194
522 => 0.0064236451127212
523 => 0.0063762995040908
524 => 0.0064064761831654
525 => 0.0063350993410529
526 => 0.0062574877457105
527 => 0.0062079763832554
528 => 0.006164771152784
529 => 0.0061887439257523
530 => 0.0061032853673759
531 => 0.0060759454546103
601 => 0.0063962530032917
602 => 0.006632867633389
603 => 0.0066294271629577
604 => 0.0066084841840244
605 => 0.0065773671654576
606 => 0.0067262068674604
607 => 0.0066743540914264
608 => 0.0067120813184356
609 => 0.0067216844811161
610 => 0.0067507503622626
611 => 0.0067611389164756
612 => 0.0067297374903292
613 => 0.0066243504688206
614 => 0.0063617360311185
615 => 0.006239488301454
616 => 0.0061991445144678
617 => 0.006200610934501
618 => 0.0061601605235983
619 => 0.0061720749824694
620 => 0.0061560171610287
621 => 0.0061256075320243
622 => 0.0061868662168533
623 => 0.0061939257096157
624 => 0.0061796272005899
625 => 0.006182995017079
626 => 0.0060646094693179
627 => 0.0060736100653943
628 => 0.0060234936027005
629 => 0.0060140973701084
630 => 0.0058874073165582
701 => 0.0056629575226772
702 => 0.0057873244963559
703 => 0.0056371066807948
704 => 0.0055802169178705
705 => 0.005849524207381
706 => 0.0058224932249356
707 => 0.0057762279330747
708 => 0.0057077919238808
709 => 0.0056824083423681
710 => 0.0055281857365622
711 => 0.0055190734422656
712 => 0.0055955103300636
713 => 0.0055602373363775
714 => 0.0055107006943149
715 => 0.0053312839982131
716 => 0.0051295602289679
717 => 0.005135649001571
718 => 0.0051998135793638
719 => 0.0053863807430683
720 => 0.0053134857245643
721 => 0.0052605995522656
722 => 0.0052506955619465
723 => 0.0053746647361975
724 => 0.0055501070901075
725 => 0.0056324207172607
726 => 0.0055508504126539
727 => 0.0054571468387788
728 => 0.00546285014114
729 => 0.0055007916566248
730 => 0.0055047787734381
731 => 0.0054437873797284
801 => 0.0054609560997985
802 => 0.0054348752440713
803 => 0.0052748170806149
804 => 0.0052719221359879
805 => 0.0052326412813891
806 => 0.0052314518727231
807 => 0.0051646253399822
808 => 0.0051552758461017
809 => 0.0050225877092641
810 => 0.0051099234427473
811 => 0.0050513432180586
812 => 0.0049630490017747
813 => 0.0049478270456072
814 => 0.0049473694552238
815 => 0.0050380278731219
816 => 0.0051088640463503
817 => 0.0050523622461474
818 => 0.0050394978814826
819 => 0.0051768556401803
820 => 0.0051593756133423
821 => 0.0051442380228346
822 => 0.0055343981515835
823 => 0.0052255559651042
824 => 0.0050908831437036
825 => 0.0049241999535451
826 => 0.0049784728407503
827 => 0.0049899089355191
828 => 0.0045890659100913
829 => 0.004426443944597
830 => 0.0043706382143189
831 => 0.0043385212275666
901 => 0.0043531573417293
902 => 0.0042067784991305
903 => 0.0043051475022395
904 => 0.0041783957976444
905 => 0.0041571454618833
906 => 0.0043837932112225
907 => 0.0044153299214861
908 => 0.0042807845178137
909 => 0.0043671844478936
910 => 0.0043358546321978
911 => 0.0041805685918203
912 => 0.0041746378072846
913 => 0.0040967207307915
914 => 0.0039747955937986
915 => 0.0039190725345047
916 => 0.0038900514814147
917 => 0.0039020261335287
918 => 0.0038959713829895
919 => 0.0038564600401298
920 => 0.0038982361269119
921 => 0.0037915154882547
922 => 0.0037490184700348
923 => 0.0037298235528282
924 => 0.0036351028434092
925 => 0.0037858456145855
926 => 0.0038155438395146
927 => 0.0038453005791211
928 => 0.0041043126816066
929 => 0.004091373168927
930 => 0.0042083400617521
1001 => 0.0042037949433852
1002 => 0.0041704340908135
1003 => 0.0040296901414072
1004 => 0.0040857881711208
1005 => 0.0039131271552316
1006 => 0.0040424965281436
1007 => 0.0039834577489407
1008 => 0.0040225354575075
1009 => 0.0039522702140096
1010 => 0.0039911579009421
1011 => 0.0038225863903768
1012 => 0.0036651766856761
1013 => 0.0037285229459234
1014 => 0.0037973875753358
1015 => 0.0039467036382831
1016 => 0.0038577722230225
1017 => 0.0038897553228193
1018 => 0.0037826172924061
1019 => 0.0035615609331983
1020 => 0.0035628120881848
1021 => 0.0035288073832952
1022 => 0.0034994223535024
1023 => 0.0038679870658572
1024 => 0.00382215021773
1025 => 0.0037491151992177
1026 => 0.0038468754737927
1027 => 0.0038727248420545
1028 => 0.003873460737229
1029 => 0.003944784110001
1030 => 0.0039828494068348
1031 => 0.0039895585803862
1101 => 0.0041017874484864
1102 => 0.0041394050847391
1103 => 0.0042943468046165
1104 => 0.0039796198323459
1105 => 0.0039731382374638
1106 => 0.0038482511613372
1107 => 0.0037690458032712
1108 => 0.0038536744199671
1109 => 0.0039286438214016
1110 => 0.0038505806696162
1111 => 0.0038607740692363
1112 => 0.0037559806659583
1113 => 0.0037934393766422
1114 => 0.0038257038645165
1115 => 0.0038078893107313
1116 => 0.0037812200614806
1117 => 0.0039224971854237
1118 => 0.0039145257764213
1119 => 0.0040460862821842
1120 => 0.0041486471044084
1121 => 0.004332454432774
1122 => 0.0041406419035317
1123 => 0.0041336514925804
1124 => 0.0042019838809269
1125 => 0.0041393946234064
1126 => 0.0041789488736517
1127 => 0.0043260816315532
1128 => 0.0043291903148789
1129 => 0.0042771158638613
1130 => 0.0042739471287843
1201 => 0.0042839485967343
1202 => 0.0043425275069077
1203 => 0.004322058235745
1204 => 0.004345745794553
1205 => 0.0043753674495592
1206 => 0.0044978951739861
1207 => 0.0045274361935298
1208 => 0.0044556668313012
1209 => 0.004462146801143
1210 => 0.0044353030895564
1211 => 0.0044093724005146
1212 => 0.0044676608026077
1213 => 0.0045741840030942
1214 => 0.0045735213277926
1215 => 0.0045982326397903
1216 => 0.0046136275824454
1217 => 0.0045475412187832
1218 => 0.004504521426102
1219 => 0.0045210179520365
1220 => 0.0045473962562533
1221 => 0.0045124638234969
1222 => 0.004296844666247
1223 => 0.0043622497447515
1224 => 0.0043513631415434
1225 => 0.0043358592947189
1226 => 0.0044016246069177
1227 => 0.0043952813821206
1228 => 0.0042052771725271
1229 => 0.0042174406255581
1230 => 0.0042060168723925
1231 => 0.0042429293559506
]
'min_raw' => 0.0034994223535024
'max_raw' => 0.0078391380606077
'avg_raw' => 0.0056692802070551
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.003499'
'max' => '$0.007839'
'avg' => '$0.005669'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.00085335227984186
'max_diff' => -0.0056965390816004
'year' => 2034
]
9 => [
'items' => [
101 => 0.0041374012281579
102 => 0.0041698609695241
103 => 0.0041902194150178
104 => 0.0042022106958146
105 => 0.0042455314245507
106 => 0.0042404482370395
107 => 0.0042452154464779
108 => 0.0043094486509452
109 => 0.0046343181569667
110 => 0.0046520000873953
111 => 0.0045649277951027
112 => 0.0045997114584485
113 => 0.0045329344311754
114 => 0.0045777622969511
115 => 0.0046084323842104
116 => 0.004469840157404
117 => 0.0044616336251887
118 => 0.0043945809853701
119 => 0.0044306112759529
120 => 0.004373284492966
121 => 0.0043873504803053
122 => 0.004348020753454
123 => 0.0044188064313158
124 => 0.0044979558181475
125 => 0.0045179520789652
126 => 0.0044653505256854
127 => 0.0044272635344995
128 => 0.004360395324612
129 => 0.0044715986479102
130 => 0.0045041178885025
131 => 0.0044714278381833
201 => 0.0044638528392326
202 => 0.0044494982299088
203 => 0.0044668982374592
204 => 0.0045039407817344
205 => 0.0044864722019226
206 => 0.004498010506645
207 => 0.0044540383872913
208 => 0.0045475630961194
209 => 0.0046961028416853
210 => 0.004696580421256
211 => 0.0046791117472821
212 => 0.0046719639422598
213 => 0.0046898878618448
214 => 0.004699610852942
215 => 0.0047575735221952
216 => 0.0048197697756385
217 => 0.005110012552107
218 => 0.0050285135418999
219 => 0.0052860341998028
220 => 0.0054896996053316
221 => 0.0055507699552409
222 => 0.0054945881069064
223 => 0.0053023930386377
224 => 0.0052929630316735
225 => 0.0055801836063317
226 => 0.005499030638455
227 => 0.0054893777511527
228 => 0.0053866873390664
301 => 0.0054473900910644
302 => 0.0054341135087468
303 => 0.0054131557740458
304 => 0.0055289723962675
305 => 0.0057457707740454
306 => 0.0057119807137464
307 => 0.005686758001209
308 => 0.0055762394170913
309 => 0.0056427962899496
310 => 0.0056190966623377
311 => 0.0057209253027137
312 => 0.0056606042719355
313 => 0.0054984158249072
314 => 0.0055242448696766
315 => 0.0055203408615205
316 => 0.0056006850727313
317 => 0.0055765677347918
318 => 0.0055156315642184
319 => 0.0057450297807591
320 => 0.0057301339365569
321 => 0.0057512528379716
322 => 0.0057605500314981
323 => 0.0059001806834565
324 => 0.0059573828938813
325 => 0.0059703687971134
326 => 0.0060247064728393
327 => 0.0059690168262409
328 => 0.0061918151186797
329 => 0.0063399629825107
330 => 0.0065120443499698
331 => 0.0067635014789386
401 => 0.0068580516855394
402 => 0.0068409720370031
403 => 0.0070316239623467
404 => 0.0073742212342351
405 => 0.0069102207408826
406 => 0.007398814387064
407 => 0.0072441312797679
408 => 0.006877380414999
409 => 0.0068537659830166
410 => 0.0071021339267031
411 => 0.0076529901212712
412 => 0.0075150068922911
413 => 0.0076532158124026
414 => 0.0074919877656935
415 => 0.0074839814342377
416 => 0.0076453853260417
417 => 0.0080225143169099
418 => 0.0078433544698172
419 => 0.0075864848972132
420 => 0.0077761533922908
421 => 0.007611844988864
422 => 0.007241612168917
423 => 0.0075149013791164
424 => 0.0073321606670846
425 => 0.0073854941218861
426 => 0.0077695879179473
427 => 0.0077233727362191
428 => 0.007783179460786
429 => 0.0076776221573399
430 => 0.0075790149910623
501 => 0.0073949573925409
502 => 0.0073404670115486
503 => 0.0073555261924963
504 => 0.0073404595489664
505 => 0.0072374810141703
506 => 0.0072152428093858
507 => 0.0071781781604667
508 => 0.007189666045013
509 => 0.0071199736613997
510 => 0.0072514975884591
511 => 0.0072759095883062
512 => 0.0073716217342348
513 => 0.0073815588867379
514 => 0.0076481158507718
515 => 0.0075013007542898
516 => 0.0075997969964155
517 => 0.0075909865654372
518 => 0.0068853290183245
519 => 0.0069825624022473
520 => 0.0071338270341146
521 => 0.0070656825224928
522 => 0.0069693421264194
523 => 0.006891542091145
524 => 0.0067736670822422
525 => 0.0069395738936839
526 => 0.0071577237085072
527 => 0.0073870915260439
528 => 0.0076626619300394
529 => 0.0076011578238607
530 => 0.0073819399290239
531 => 0.0073917738836475
601 => 0.0074525635216122
602 => 0.007373835417127
603 => 0.0073506169621591
604 => 0.0074493736624432
605 => 0.0074500537455623
606 => 0.0073594675467429
607 => 0.0072587975638544
608 => 0.0072583757529503
609 => 0.007240462501852
610 => 0.0074951744932694
611 => 0.007635240334262
612 => 0.0076512986572044
613 => 0.0076341594811819
614 => 0.0076407556698034
615 => 0.00755925444307
616 => 0.0077455420789445
617 => 0.0079164980355606
618 => 0.0078706781872462
619 => 0.0078019877209476
620 => 0.0077472724559597
621 => 0.0078577890096912
622 => 0.0078528678815227
623 => 0.0079150048844183
624 => 0.0079121859910462
625 => 0.0078912916540633
626 => 0.0078706789334488
627 => 0.0079524060407292
628 => 0.0079288699463296
629 => 0.0079052972938746
630 => 0.0078580187305835
701 => 0.0078644446725486
702 => 0.0077957660666275
703 => 0.0077639922010092
704 => 0.0072861894982737
705 => 0.0071585050034491
706 => 0.0071986771447785
707 => 0.0072119028567733
708 => 0.0071563344009935
709 => 0.0072360052922167
710 => 0.0072235886682119
711 => 0.0072718944887324
712 => 0.0072417151092661
713 => 0.0072429536815264
714 => 0.0073317048016146
715 => 0.0073574696293505
716 => 0.0073443654300164
717 => 0.0073535431620443
718 => 0.0075650401229499
719 => 0.0075349720184012
720 => 0.0075189989371392
721 => 0.0075234235898108
722 => 0.0075774655978681
723 => 0.00759259440954
724 => 0.0075284925714038
725 => 0.0075587233688371
726 => 0.0076874422674489
727 => 0.0077324865971043
728 => 0.0078762464748595
729 => 0.007815174723661
730 => 0.0079272745661093
731 => 0.0082718312641429
801 => 0.0085470869960421
802 => 0.0082939504495634
803 => 0.0087994225475902
804 => 0.0091930050815701
805 => 0.0091778987283699
806 => 0.0091092685098425
807 => 0.0086611852588395
808 => 0.0082488523707216
809 => 0.0085937863402114
810 => 0.008594665647836
811 => 0.00856503551395
812 => 0.0083810052971455
813 => 0.0085586316613138
814 => 0.0085727309970573
815 => 0.0085648391183569
816 => 0.0084237435826146
817 => 0.0082083167783499
818 => 0.0082504106602443
819 => 0.0083193612974793
820 => 0.0081888233565837
821 => 0.0081471085748948
822 => 0.0082246642906164
823 => 0.0084745649660465
824 => 0.0084273226909325
825 => 0.0084260890042082
826 => 0.0086282114909884
827 => 0.0084835354112165
828 => 0.0082509415988983
829 => 0.0081922085937525
830 => 0.0079837459927778
831 => 0.0081277318537893
901 => 0.0081329136485941
902 => 0.0080540540640179
903 => 0.0082573406195667
904 => 0.0082554672981694
905 => 0.0084484576274522
906 => 0.0088173826531834
907 => 0.0087082733693768
908 => 0.0085813911433659
909 => 0.0085951867593958
910 => 0.008746490616762
911 => 0.0086550088506673
912 => 0.0086879063315885
913 => 0.0087464408224845
914 => 0.0087817561341718
915 => 0.0085901054295158
916 => 0.0085454224825476
917 => 0.0084540168546339
918 => 0.0084301708324781
919 => 0.0085046188091728
920 => 0.0084850043975996
921 => 0.0081324781388056
922 => 0.0080956371833241
923 => 0.0080967670428319
924 => 0.0080041287085816
925 => 0.0078628330131021
926 => 0.0082341496644946
927 => 0.0082043277408146
928 => 0.0081714066451054
929 => 0.0081754392914846
930 => 0.0083366152647651
1001 => 0.0082431250606807
1002 => 0.0084916840909823
1003 => 0.0084405878267206
1004 => 0.0083881811360845
1005 => 0.0083809369350918
1006 => 0.0083607648303256
1007 => 0.0082915871773729
1008 => 0.0082080510045
1009 => 0.0081528931873899
1010 => 0.0075206130050639
1011 => 0.007637960529099
1012 => 0.007772958158938
1013 => 0.0078195587997893
1014 => 0.0077398451789469
1015 => 0.008294734756984
1016 => 0.0083961184299404
1017 => 0.0080890206714621
1018 => 0.0080315752195697
1019 => 0.0082985008712464
1020 => 0.0081375120729515
1021 => 0.0082100053189662
1022 => 0.008053314572768
1023 => 0.0083716980719857
1024 => 0.0083692725231599
1025 => 0.0082454141509467
1026 => 0.0083500983989958
1027 => 0.0083319069347444
1028 => 0.0081920711375655
1029 => 0.0083761311161768
1030 => 0.0083762224076299
1031 => 0.0082570114172879
1101 => 0.00811779907921
1102 => 0.0080929112012103
1103 => 0.0080741615283535
1104 => 0.0082053940488193
1105 => 0.0083230567163155
1106 => 0.008541997769477
1107 => 0.0085970447521529
1108 => 0.0088118967902221
1109 => 0.0086839628625077
1110 => 0.0087406743156418
1111 => 0.0088022426203436
1112 => 0.0088317607297171
1113 => 0.0087836625545221
1114 => 0.0091174162062705
1115 => 0.0091455952404258
1116 => 0.0091550434268303
1117 => 0.0090425035733045
1118 => 0.0091424653035161
1119 => 0.0090956965203346
1120 => 0.0092173759014306
1121 => 0.0092364567820668
1122 => 0.00922029595499
1123 => 0.0092263525276751
1124 => 0.0089415526640866
1125 => 0.0089267842887205
1126 => 0.0087254164426886
1127 => 0.0088074753283826
1128 => 0.0086540701747624
1129 => 0.0087027165292235
1130 => 0.0087241593787505
1201 => 0.0087129588510286
1202 => 0.0088121148146595
1203 => 0.0087278119893482
1204 => 0.0085053229726838
1205 => 0.0082827733390356
1206 => 0.0082799794096702
1207 => 0.0082213860194579
1208 => 0.0081790337302492
1209 => 0.008187192283679
1210 => 0.0082159440901024
1211 => 0.0081773626229919
1212 => 0.00818559593513
1213 => 0.0083223237748934
1214 => 0.0083497435680596
1215 => 0.008256560397276
1216 => 0.0078824165203127
1217 => 0.007790600674437
1218 => 0.0078565960836651
1219 => 0.0078250545287028
1220 => 0.0063154297251289
1221 => 0.0066700936801474
1222 => 0.0064593644013253
1223 => 0.0065564781481945
1224 => 0.0063413781225993
1225 => 0.0064440351291716
1226 => 0.0064250781284913
1227 => 0.0069953672728916
1228 => 0.0069864629923089
1229 => 0.0069907250002198
1230 => 0.0067872882580293
1231 => 0.0071113685122483
]
'min_raw' => 0.0041374012281579
'max_raw' => 0.0092364567820668
'avg_raw' => 0.0066869290051123
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.004137'
'max' => '$0.009236'
'avg' => '$0.006686'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.00063797887465543
'max_diff' => 0.0013973187214591
'year' => 2035
]
10 => [
'items' => [
101 => 0.0072710220990255
102 => 0.0072414744691557
103 => 0.0072489109710152
104 => 0.0071211272307588
105 => 0.0069919622261469
106 => 0.0068486983576806
107 => 0.0071148649173417
108 => 0.0070852717395221
109 => 0.007153147842151
110 => 0.0073257758820698
111 => 0.007351196016698
112 => 0.0073853609354239
113 => 0.0073731152440852
114 => 0.0076648572928922
115 => 0.0076295254058056
116 => 0.0077146650880065
117 => 0.007539526302156
118 => 0.00734134014164
119 => 0.0073790088515604
120 => 0.0073753810518824
121 => 0.0073291949981873
122 => 0.0072875002940293
123 => 0.0072180903590163
124 => 0.0074377136641349
125 => 0.0074287973590264
126 => 0.0075731419746632
127 => 0.0075476276617606
128 => 0.0073772368357856
129 => 0.0073833223774693
130 => 0.007424250569904
131 => 0.0075659035112304
201 => 0.0076079557486838
202 => 0.0075884754768035
203 => 0.0076345838354135
204 => 0.0076710260020697
205 => 0.0076391604104721
206 => 0.0080903099889086
207 => 0.0079029612299029
208 => 0.007994273711478
209 => 0.0080160512002893
210 => 0.0079602686206304
211 => 0.007972365864734
212 => 0.0079906898932493
213 => 0.0081019498061811
214 => 0.0083939280110294
215 => 0.0085232431703938
216 => 0.0089122942076394
217 => 0.0085125053465625
218 => 0.008488783530037
219 => 0.0085588633700607
220 => 0.0087872775141585
221 => 0.0089723857241002
222 => 0.0090337967964867
223 => 0.0090419132834888
224 => 0.0091571245378168
225 => 0.0092231614802349
226 => 0.0091431348611846
227 => 0.0090753206806757
228 => 0.0088324187034989
229 => 0.0088605352687572
301 => 0.009054230521531
302 => 0.0093278364746674
303 => 0.009562618846306
304 => 0.0094804062427499
305 => 0.01010763037483
306 => 0.010169817085545
307 => 0.010161224892861
308 => 0.010302895474493
309 => 0.010021708220666
310 => 0.0099014952219082
311 => 0.0090899828762254
312 => 0.0093179847442038
313 => 0.0096493988493907
314 => 0.0096055349498301
315 => 0.009364853167919
316 => 0.009562436267592
317 => 0.0094971091158453
318 => 0.0094455828808367
319 => 0.0096816345522633
320 => 0.0094220860430615
321 => 0.0096468096544672
322 => 0.0093585992983713
323 => 0.0094807817829979
324 => 0.009411425095422
325 => 0.0094563073723195
326 => 0.0091939264986722
327 => 0.0093355008491567
328 => 0.0091880365402388
329 => 0.009187966622956
330 => 0.0091847113401634
331 => 0.0093582024456484
401 => 0.0093638599843697
402 => 0.0092356497952858
403 => 0.0092171727040192
404 => 0.0092854921946673
405 => 0.0092055079640214
406 => 0.0092429320821258
407 => 0.0092066415024342
408 => 0.0091984717285491
409 => 0.0091333735802598
410 => 0.0091053275080659
411 => 0.0091163250956314
412 => 0.0090787846596254
413 => 0.009056165189035
414 => 0.0091802117581391
415 => 0.0091139386802911
416 => 0.0091700544584692
417 => 0.0091061034468594
418 => 0.0088844213784906
419 => 0.0087569296767264
420 => 0.0083381927995164
421 => 0.0084569460584516
422 => 0.0085356795919849
423 => 0.0085096581596218
424 => 0.0085655622652952
425 => 0.0085689943233492
426 => 0.0085508193287199
427 => 0.0085297750133002
428 => 0.0085195318043775
429 => 0.0085958762915836
430 => 0.008640196836044
501 => 0.0085435815553937
502 => 0.0085209459469288
503 => 0.0086186293299421
504 => 0.0086782161371504
505 => 0.0091181716426414
506 => 0.0090855783177571
507 => 0.0091673811670998
508 => 0.0091581714216308
509 => 0.0092439138399578
510 => 0.0093840664564729
511 => 0.0090990969998099
512 => 0.0091485578439842
513 => 0.0091364311872103
514 => 0.009268826846087
515 => 0.0092692401708825
516 => 0.0091898623597323
517 => 0.0092328943589147
518 => 0.0092088750774923
519 => 0.0092522811654233
520 => 0.009085143014032
521 => 0.009288699240978
522 => 0.0094041025047829
523 => 0.0094057048792128
524 => 0.0094604051103594
525 => 0.009515983713228
526 => 0.0096226620015583
527 => 0.0095130085136662
528 => 0.0093157525635003
529 => 0.0093299938059695
530 => 0.0092143427145604
531 => 0.009216286830301
601 => 0.0092059089881143
602 => 0.0092370536737242
603 => 0.0090919775211058
604 => 0.0091260266041512
605 => 0.0090783576884964
606 => 0.0091484542210711
607 => 0.0090730419393927
608 => 0.0091364253393693
609 => 0.0091637795136062
610 => 0.0092647170054336
611 => 0.00905813338978
612 => 0.0086368954129812
613 => 0.0087254447427211
614 => 0.008594473328636
615 => 0.0086065952316529
616 => 0.0086310834049336
617 => 0.0085517092232991
618 => 0.008566851315787
619 => 0.0085663103336901
620 => 0.0085616484422409
621 => 0.0085410001520214
622 => 0.0085110560460634
623 => 0.0086303441478902
624 => 0.0086506135208718
625 => 0.0086956698261658
626 => 0.008829726828737
627 => 0.0088163313728983
628 => 0.0088381799171433
629 => 0.0087904846677308
630 => 0.0086088076774799
701 => 0.0086186736121249
702 => 0.0084956452490109
703 => 0.0086925237143155
704 => 0.0086459002950626
705 => 0.008615841873367
706 => 0.008607640154518
707 => 0.008742029458469
708 => 0.0087822408445054
709 => 0.0087571838072133
710 => 0.0087057910926965
711 => 0.0088044802974608
712 => 0.0088308853652924
713 => 0.0088367964861985
714 => 0.0090116548352626
715 => 0.0088465691254772
716 => 0.0088863068966334
717 => 0.0091963296435469
718 => 0.008915181792311
719 => 0.009064112079456
720 => 0.009056822716896
721 => 0.0091330104122732
722 => 0.0090505731021229
723 => 0.0090515950113824
724 => 0.0091192445234759
725 => 0.0090242429843944
726 => 0.0090007192673082
727 => 0.0089682214206337
728 => 0.0090391792799376
729 => 0.0090817153074424
730 => 0.0094245244498612
731 => 0.0096459947898599
801 => 0.0096363801783141
802 => 0.0097242397300441
803 => 0.0096846581972885
804 => 0.0095568389869397
805 => 0.009775010793113
806 => 0.0097059721049436
807 => 0.0097116635705143
808 => 0.0097114517338815
809 => 0.0097573564260472
810 => 0.0097248287445446
811 => 0.0096607133454048
812 => 0.0097032761394942
813 => 0.0098296724214623
814 => 0.010222010359003
815 => 0.010441567866637
816 => 0.010208792721359
817 => 0.010369357899588
818 => 0.010273076007873
819 => 0.01025557872401
820 => 0.010356425521612
821 => 0.010457448838183
822 => 0.010451014089653
823 => 0.010377676349427
824 => 0.01033624972085
825 => 0.010649946031376
826 => 0.010881072129294
827 => 0.010865310878905
828 => 0.010934875912288
829 => 0.011139121001869
830 => 0.011157794613177
831 => 0.01115544216736
901 => 0.011109157673343
902 => 0.011310263488611
903 => 0.011478029497828
904 => 0.011098444150265
905 => 0.01124298528148
906 => 0.011307874452106
907 => 0.011403151006336
908 => 0.011563898523525
909 => 0.011738512963366
910 => 0.01176320535971
911 => 0.011745684922864
912 => 0.011630522005901
913 => 0.011821587209558
914 => 0.011933508724831
915 => 0.012000155425897
916 => 0.012169160370847
917 => 0.011308275185533
918 => 0.010698897862598
919 => 0.010603734794107
920 => 0.010797252635987
921 => 0.010848281747615
922 => 0.010827711976703
923 => 0.010141802397577
924 => 0.010600123622125
925 => 0.011093238722995
926 => 0.011112181282294
927 => 0.01135904501234
928 => 0.011439433962129
929 => 0.011638191621985
930 => 0.011625759276246
1001 => 0.011674153603495
1002 => 0.011663028585734
1003 => 0.012031185297254
1004 => 0.012437316821861
1005 => 0.012423253778583
1006 => 0.012364867566791
1007 => 0.012451581047631
1008 => 0.012870752304725
1009 => 0.012832161732454
1010 => 0.012869649186278
1011 => 0.013363875721849
1012 => 0.014006440520995
1013 => 0.013707904659341
1014 => 0.014355641577751
1015 => 0.014763357632832
1016 => 0.015468460391467
1017 => 0.015380178053382
1018 => 0.015654669383035
1019 => 0.015222134243129
1020 => 0.014228946132129
1021 => 0.014071770311792
1022 => 0.014386440284433
1023 => 0.015160025707122
1024 => 0.014362077326515
1025 => 0.014523501244662
1026 => 0.014477011145376
1027 => 0.014474533885555
1028 => 0.014569080817169
1029 => 0.014431935561627
1030 => 0.013873181118588
1031 => 0.014129254987072
1101 => 0.014030372568773
1102 => 0.014140089984049
1103 => 0.014732189623385
1104 => 0.014470408258942
1105 => 0.014194642856892
1106 => 0.014540513868304
1107 => 0.014980926520005
1108 => 0.01495336628776
1109 => 0.014899887917919
1110 => 0.015201342688673
1111 => 0.015699257651997
1112 => 0.015833842065799
1113 => 0.015933189528611
1114 => 0.015946887865244
1115 => 0.016087989246028
1116 => 0.015329251559424
1117 => 0.01653338775383
1118 => 0.016741308811013
1119 => 0.016702228269708
1120 => 0.016933323774111
1121 => 0.016865329614388
1122 => 0.016766816744907
1123 => 0.01713315227481
1124 => 0.016713178151529
1125 => 0.016117077756805
1126 => 0.01579004529073
1127 => 0.016220708023014
1128 => 0.016483698725561
1129 => 0.016657518850595
1130 => 0.016710116715405
1201 => 0.015388150206186
1202 => 0.01467568357734
1203 => 0.015132366517984
1204 => 0.015689551224142
1205 => 0.015326156370248
1206 => 0.015340400760524
1207 => 0.014822295197359
1208 => 0.015735392070131
1209 => 0.015602361536121
1210 => 0.016292524181889
1211 => 0.016127811327575
1212 => 0.016690612173239
1213 => 0.016542407849065
1214 => 0.017157595712717
1215 => 0.017403010807074
1216 => 0.01781510094631
1217 => 0.01811823613024
1218 => 0.018296242908296
1219 => 0.018285556049028
1220 => 0.01899090758631
1221 => 0.01857498642788
1222 => 0.018052491427802
1223 => 0.018043041141702
1224 => 0.018313648706053
1225 => 0.018880767923375
1226 => 0.019027813685177
1227 => 0.019109992205673
1228 => 0.018984132940879
1229 => 0.018532680332742
1230 => 0.018337745385465
1231 => 0.018503835608354
]
'min_raw' => 0.0068486983576806
'max_raw' => 0.019109992205673
'avg_raw' => 0.012979345281677
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.006848'
'max' => '$0.0191099'
'avg' => '$0.012979'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.0027112971295227
'max_diff' => 0.0098735354236064
'year' => 2036
]
11 => [
'items' => [
101 => 0.018300721538056
102 => 0.018651353407133
103 => 0.019132845854301
104 => 0.019033419567988
105 => 0.01936578673631
106 => 0.019709751789477
107 => 0.020201637263943
108 => 0.020330234341434
109 => 0.02054280042042
110 => 0.020761600740015
111 => 0.020831873505835
112 => 0.020966046020144
113 => 0.020965338864764
114 => 0.021369676767486
115 => 0.021815673995491
116 => 0.021984027624203
117 => 0.022371147510353
118 => 0.021708218271619
119 => 0.022211057714381
120 => 0.02266463147864
121 => 0.022123862138239
122 => 0.022869186690885
123 => 0.022898125954323
124 => 0.023335074473953
125 => 0.0228921434401
126 => 0.022629132406085
127 => 0.023388435406393
128 => 0.023755838210422
129 => 0.023645173495825
130 => 0.022803009553554
131 => 0.022312834017041
201 => 0.021029950090187
202 => 0.022549581518007
203 => 0.023289749658241
204 => 0.022801092696882
205 => 0.023047542844713
206 => 0.024392094939554
207 => 0.024904013323969
208 => 0.02479753787859
209 => 0.024815530476124
210 => 0.025091752344378
211 => 0.026316672226377
212 => 0.025582671839663
213 => 0.026143787632836
214 => 0.026441401426282
215 => 0.026717841703831
216 => 0.026038991752017
217 => 0.025155817938993
218 => 0.024876079719294
219 => 0.022752505392451
220 => 0.022641964126523
221 => 0.022579913964214
222 => 0.022188696468028
223 => 0.021881306679517
224 => 0.021636858907042
225 => 0.020995354953782
226 => 0.021211843706461
227 => 0.020189420297247
228 => 0.020843530562001
301 => 0.019211718113618
302 => 0.0205707400102
303 => 0.019831086179034
304 => 0.020327743833736
305 => 0.020326011041967
306 => 0.019411506834207
307 => 0.018884039892388
308 => 0.019220162357036
309 => 0.019580512320573
310 => 0.019638977889794
311 => 0.020106181023616
312 => 0.020236567375768
313 => 0.019841490641591
314 => 0.019177902427675
315 => 0.019332038834932
316 => 0.018880916323014
317 => 0.018090341473055
318 => 0.018658146132408
319 => 0.01885201960772
320 => 0.018937645179146
321 => 0.018160205612346
322 => 0.017915917221423
323 => 0.017785860131874
324 => 0.019077544742269
325 => 0.01914830614104
326 => 0.018786280820276
327 => 0.020422669598779
328 => 0.020052304420252
329 => 0.020466093066338
330 => 0.019318052571555
331 => 0.019361909264497
401 => 0.018818408496102
402 => 0.019122732609669
403 => 0.018907646135024
404 => 0.019098146228682
405 => 0.01921233119936
406 => 0.019755742784627
407 => 0.02057694489761
408 => 0.019674575214967
409 => 0.019281399822068
410 => 0.01952532362452
411 => 0.020174924854354
412 => 0.021159103970027
413 => 0.020576450125098
414 => 0.020835022007374
415 => 0.020891508460588
416 => 0.020461881086356
417 => 0.021174944944129
418 => 0.02155708165843
419 => 0.021949074855252
420 => 0.022289431564653
421 => 0.021792504152326
422 => 0.022324287715262
423 => 0.021895764035972
424 => 0.021511333995684
425 => 0.02151191701737
426 => 0.021270758437471
427 => 0.02080348330098
428 => 0.020717310596524
429 => 0.021165591887515
430 => 0.021525071030494
501 => 0.021554679454499
502 => 0.021753705578757
503 => 0.021871487188961
504 => 0.023025907085295
505 => 0.023490224317463
506 => 0.024057982639882
507 => 0.02427915650357
508 => 0.024944810538053
509 => 0.024407240843431
510 => 0.024290934258527
511 => 0.022676275304648
512 => 0.022940675617891
513 => 0.023364006030228
514 => 0.022683255867225
515 => 0.023115035158563
516 => 0.023200277537009
517 => 0.022660124237179
518 => 0.022948643453264
519 => 0.022182421955327
520 => 0.020593646432423
521 => 0.021176713705462
522 => 0.02160604747674
523 => 0.020993335248654
524 => 0.02209159820226
525 => 0.021450015657512
526 => 0.021246664792221
527 => 0.0204533205669
528 => 0.020827748502632
529 => 0.021334167647
530 => 0.021021259493325
531 => 0.021670590895597
601 => 0.022590217331574
602 => 0.023245597894552
603 => 0.023295909876284
604 => 0.022874544081377
605 => 0.023549785456836
606 => 0.023554703853079
607 => 0.022793028823119
608 => 0.022326507108292
609 => 0.022220512393114
610 => 0.022485307973118
611 => 0.022806818691204
612 => 0.023313751483537
613 => 0.023620080352976
614 => 0.024418823580195
615 => 0.024634940595717
616 => 0.024872387673191
617 => 0.025189690194664
618 => 0.025570693226388
619 => 0.02473708028349
620 => 0.02477020127976
621 => 0.023993952449491
622 => 0.023164419249006
623 => 0.023793931545401
624 => 0.024616935132426
625 => 0.024428137200225
626 => 0.02440689357606
627 => 0.024442619459415
628 => 0.024300271984099
629 => 0.023656439628887
630 => 0.023333111050704
701 => 0.023750287406478
702 => 0.023971998073189
703 => 0.024315851982054
704 => 0.024273464729911
705 => 0.025159195471936
706 => 0.025503363655179
707 => 0.025415310706119
708 => 0.025431514567858
709 => 0.026054614624005
710 => 0.026747630036741
711 => 0.027396730422206
712 => 0.028057023213812
713 => 0.027261014481865
714 => 0.026856850338776
715 => 0.027273844568404
716 => 0.027052581560544
717 => 0.028324024434574
718 => 0.028412056380562
719 => 0.0296834073148
720 => 0.030890070741045
721 => 0.030132187062641
722 => 0.030846837235546
723 => 0.031619789663825
724 => 0.033110940304988
725 => 0.032608773228357
726 => 0.032224121117618
727 => 0.031860626731596
728 => 0.0326170008458
729 => 0.033590064060351
730 => 0.033799652556882
731 => 0.03413926599023
801 => 0.03378220399102
802 => 0.034212245839979
803 => 0.035730482536771
804 => 0.035320241579452
805 => 0.034737633470534
806 => 0.035936135529649
807 => 0.036369868765784
808 => 0.039414035764837
809 => 0.043257422349409
810 => 0.041666235066359
811 => 0.040678533772478
812 => 0.040910667005128
813 => 0.042314141678967
814 => 0.042764893200145
815 => 0.041539595182217
816 => 0.04197239115659
817 => 0.044357139526946
818 => 0.045636480515754
819 => 0.043898963614534
820 => 0.039105223394989
821 => 0.034685175984779
822 => 0.035857571595296
823 => 0.035724658316735
824 => 0.038286772937265
825 => 0.035310457468296
826 => 0.035360570987607
827 => 0.037975667425162
828 => 0.037278004529725
829 => 0.03614787998903
830 => 0.034693427144597
831 => 0.032004736541058
901 => 0.029623288293819
902 => 0.034293856721432
903 => 0.034092453317955
904 => 0.03380079134341
905 => 0.034449853506639
906 => 0.037601515131773
907 => 0.03752885913038
908 => 0.037066658718939
909 => 0.03741723365737
910 => 0.036086422507318
911 => 0.036429402842693
912 => 0.034684475826687
913 => 0.035473255712511
914 => 0.036145455249331
915 => 0.036280409258431
916 => 0.036584467531858
917 => 0.033986322876165
918 => 0.035152813549052
919 => 0.035838017533977
920 => 0.032742241002148
921 => 0.035776823985623
922 => 0.033941094958059
923 => 0.033318020954379
924 => 0.034156908016576
925 => 0.033829992912594
926 => 0.033548930503289
927 => 0.033392092849631
928 => 0.034008078923522
929 => 0.033979342436913
930 => 0.032971469662282
1001 => 0.031656740713926
1002 => 0.032098006903501
1003 => 0.031937690759936
1004 => 0.031356684374462
1005 => 0.031748212527293
1006 => 0.030024120690088
1007 => 0.027057910294674
1008 => 0.029017479739366
1009 => 0.028942038447347
1010 => 0.028903997526921
1011 => 0.030376559806085
1012 => 0.030235006920736
1013 => 0.029978087047736
1014 => 0.031351965839515
1015 => 0.030850481599238
1016 => 0.032395937863224
1017 => 0.033413875312529
1018 => 0.033155693448558
1019 => 0.034113068539748
1020 => 0.032108172785276
1021 => 0.032774118732456
1022 => 0.032911369269208
1023 => 0.031335012388486
1024 => 0.030258166723393
1025 => 0.030186353394471
1026 => 0.028319251409673
1027 => 0.029316642219231
1028 => 0.030194304856807
1029 => 0.02977397256278
1030 => 0.029640907915561
1031 => 0.030320706340001
1101 => 0.03037353249966
1102 => 0.029169090461175
1103 => 0.029419532100695
1104 => 0.030463915369951
1105 => 0.029393216321921
1106 => 0.027313022969297
1107 => 0.026797106256923
1108 => 0.02672827345726
1109 => 0.025329066415431
1110 => 0.026831582278595
1111 => 0.026175693839402
1112 => 0.028247637560062
1113 => 0.027064154418878
1114 => 0.02701313682606
1115 => 0.026936016251861
1116 => 0.025731660950443
1117 => 0.025995338220681
1118 => 0.026871841626135
1119 => 0.027184587915718
1120 => 0.02715196591546
1121 => 0.026867546281273
1122 => 0.02699775213334
1123 => 0.026578313717108
1124 => 0.026430201282481
1125 => 0.025962717697262
1126 => 0.025275645972628
1127 => 0.025371187509994
1128 => 0.024009918641397
1129 => 0.023268227113779
1130 => 0.023062936674271
1201 => 0.022788413718884
1202 => 0.02309394477256
1203 => 0.024006062337727
1204 => 0.022905855037599
1205 => 0.021019626792099
1206 => 0.02113299232363
1207 => 0.021387691014452
1208 => 0.020913061689106
1209 => 0.020463864865285
1210 => 0.020854405059107
1211 => 0.020055185285781
1212 => 0.021484272905741
1213 => 0.021445620090593
1214 => 0.021978295581128
1215 => 0.022311388496962
1216 => 0.021543717166078
1217 => 0.021350649902365
1218 => 0.021460629790194
1219 => 0.019642907227608
1220 => 0.021829748867821
1221 => 0.021848660765136
1222 => 0.021686725618578
1223 => 0.022851151280831
1224 => 0.025308452621655
1225 => 0.02438391701252
1226 => 0.024025908880426
1227 => 0.023345335159613
1228 => 0.024252159234127
1229 => 0.024182529293864
1230 => 0.023867636297622
1231 => 0.023677188030968
]
'min_raw' => 0.017785860131874
'max_raw' => 0.045636480515754
'avg_raw' => 0.031711170323814
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.017785'
'max' => '$0.045636'
'avg' => '$0.031711'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.010937161774193
'max_diff' => 0.026526488310081
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.00055827782609238
]
1 => [
'year' => 2028
'avg' => 0.00095816681878545
]
2 => [
'year' => 2029
'avg' => 0.0026175390561549
]
3 => [
'year' => 2030
'avg' => 0.0020194274836674
]
4 => [
'year' => 2031
'avg' => 0.0019833280538542
]
5 => [
'year' => 2032
'avg' => 0.0034773982547163
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.00055827782609238
'min' => '$0.000558'
'max_raw' => 0.0034773982547163
'max' => '$0.003477'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.0034773982547163
]
1 => [
'year' => 2033
'avg' => 0.0089442258877762
]
2 => [
'year' => 2034
'avg' => 0.0056692802070551
]
3 => [
'year' => 2035
'avg' => 0.0066869290051123
]
4 => [
'year' => 2036
'avg' => 0.012979345281677
]
5 => [
'year' => 2037
'avg' => 0.031711170323814
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.0034773982547163
'min' => '$0.003477'
'max_raw' => 0.031711170323814
'max' => '$0.031711'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.031711170323814
]
]
]
]
'prediction_2025_max_price' => '$0.000954'
'last_price' => 0.00092556
'sma_50day_nextmonth' => '$0.000832'
'sma_200day_nextmonth' => '$0.000555'
'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' => '$0.000975'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.000996'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.000967'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.000797'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.000653'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.000565'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.000483'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.000965'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.000973'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.000937'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.000842'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0007071'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.0006058'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.0005076'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.000571'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.000924'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.000869'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.000757'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.000625'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.00038'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.00019'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.000095'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '61.38'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 36.6
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.000969'
'vwma_10_action' => 'SELL'
'hma_9' => '0.000979'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 60.87
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 45.99
'cci_20_action' => 'NEUTRAL'
'adx_14' => 39.89
'adx_14_action' => 'BUY'
'ao_5_34' => '0.000263'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -39.13
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 36.6
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '0.000011'
'ichimoku_cloud_action' => 'BUY'
'sell_signals' => 13
'buy_signals' => 16
'sell_pct' => 44.83
'buy_pct' => 55.17
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767712760
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de cPen pour 2026
La prévision du prix de cPen pour 2026 suggère que le prix moyen pourrait varier entre $0.000319 à la baisse et $0.000954 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, cPen pourrait potentiellement gagner 3.13% d'ici 2026 si CPEN atteint l'objectif de prix prévu.
Prévision du prix de cPen de 2027 à 2032
La prévision du prix de CPEN pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.000558 à la baisse et $0.003477 à la hausse. Compte tenu de la volatilité des prix sur le marché, si cPen atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de cPen | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.0003078 | $0.000558 | $0.0008087 |
| 2028 | $0.000555 | $0.000958 | $0.00136 |
| 2029 | $0.00122 | $0.002617 | $0.004014 |
| 2030 | $0.001037 | $0.002019 | $0.00300093 |
| 2031 | $0.001227 | $0.001983 | $0.002739 |
| 2032 | $0.001873 | $0.003477 | $0.005081 |
Prévision du prix de cPen de 2032 à 2037
La prévision du prix de cPen pour 2032-2037 est actuellement estimée entre $0.003477 à la baisse et $0.031711 à la hausse. Par rapport au prix actuel, cPen pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de cPen | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.001873 | $0.003477 | $0.005081 |
| 2033 | $0.004352 | $0.008944 | $0.013535 |
| 2034 | $0.003499 | $0.005669 | $0.007839 |
| 2035 | $0.004137 | $0.006686 | $0.009236 |
| 2036 | $0.006848 | $0.012979 | $0.0191099 |
| 2037 | $0.017785 | $0.031711 | $0.045636 |
cPen Histogramme des prix potentiels
Prévision du prix de cPen basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour cPen est Haussier, avec 16 indicateurs techniques montrant des signaux haussiers et 13 indiquant des signaux baissiers. La prévision du prix de CPEN a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de cPen et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de cPen devrait augmenter au cours du prochain mois, atteignant $0.000555 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour cPen devrait atteindre $0.000832 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 61.38, ce qui suggère que le marché de CPEN est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de CPEN 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 | $0.000975 | SELL |
| SMA 5 | $0.000996 | SELL |
| SMA 10 | $0.000967 | SELL |
| SMA 21 | $0.000797 | BUY |
| SMA 50 | $0.000653 | BUY |
| SMA 100 | $0.000565 | BUY |
| SMA 200 | $0.000483 | BUY |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.000965 | SELL |
| EMA 5 | $0.000973 | SELL |
| EMA 10 | $0.000937 | SELL |
| EMA 21 | $0.000842 | BUY |
| EMA 50 | $0.0007071 | BUY |
| EMA 100 | $0.0006058 | BUY |
| EMA 200 | $0.0005076 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.000571 | BUY |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.000625 | BUY |
| EMA 50 | $0.00038 | BUY |
| EMA 100 | $0.00019 | BUY |
| EMA 200 | $0.000095 | BUY |
Oscillateurs de cPen
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) | 61.38 | NEUTRAL |
| Stoch RSI (14) | 36.6 | NEUTRAL |
| Stochastique Rapide (14) | 60.87 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | 45.99 | NEUTRAL |
| Indice Directionnel Moyen (14) | 39.89 | BUY |
| Oscillateur Impressionnant (5, 34) | 0.000263 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Plage de Pourcentage de Williams (14) | -39.13 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 36.6 | NEUTRAL |
| VWMA (10) | 0.000969 | SELL |
| Moyenne Mobile de Hull (9) | 0.000979 | SELL |
| Nuage Ichimoku B/L (9, 26, 52, 26) | 0.000011 | BUY |
Prévision du cours de cPen basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de cPen
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 cPen par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.00130056 | $0.001827 | $0.002567 | $0.0036084 | $0.00507 | $0.007124 |
| Action Amazon.com | $0.001931 | $0.004029 | $0.008408 | $0.017543 | $0.0366065 | $0.076381 |
| Action Apple | $0.001312 | $0.001862 | $0.002641 | $0.003746 | $0.005314 | $0.007537 |
| Action Netflix | $0.00146 | $0.0023042 | $0.003635 | $0.005736 | $0.009051 | $0.014281 |
| Action Google | $0.001198 | $0.001552 | $0.00201 | $0.002603 | $0.00337 | $0.004365 |
| Action Tesla | $0.002098 | $0.004756 | $0.010782 | $0.024442 | $0.05541 | $0.12561 |
| Action Kodak | $0.000694 | $0.00052 | $0.00039 | $0.000292 | $0.000219 | $0.000164 |
| Action Nokia | $0.000613 | $0.0004061 | $0.000269 | $0.000178 | $0.000118 | $0.000078 |
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 cPen
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans cPen maintenant ?", "Devrais-je acheter CPEN aujourd'hui ?", " cPen sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de cPen avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme cPen 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 cPen afin de prendre une décision responsable concernant cet investissement.
Le cours de cPen est de $0.0009255 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de cPen basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si cPen présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000949 | $0.000974 | $0.000999 | $0.001025 |
| Si cPen présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000973 | $0.001024 | $0.001077 | $0.001133 |
| Si cPen présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001045 | $0.001181 | $0.001335 | $0.0015089 |
| Si cPen présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.001166 | $0.001469 | $0.001851 | $0.002332 |
| Si cPen présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0014067 | $0.002138 | $0.003249 | $0.004938 |
| Si cPen présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.002128 | $0.004894 | $0.011256 | $0.025885 |
| Si cPen présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.003331 | $0.01199 | $0.043158 | $0.155341 |
Boîte à questions
Est-ce que CPEN est un bon investissement ?
La décision d'acquérir cPen dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de cPen a connu une baisse de -3.6177% au cours des 24 heures précédentes, et cPen a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans cPen dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que cPen peut monter ?
Il semble que la valeur moyenne de cPen pourrait potentiellement s'envoler jusqu'à $0.000954 pour la fin de cette année. En regardant les perspectives de cPen sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.00300093. 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 cPen la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de cPen, le prix de cPen va augmenter de 0.86% durant la prochaine semaine et atteindre $0.000933 d'ici 13 janvier 2026.
Quel sera le prix de cPen le mois prochain ?
Basé sur notre nouveau pronostic expérimental de cPen, le prix de cPen va diminuer de -11.62% durant le prochain mois et atteindre $0.000818 d'ici 5 février 2026.
Jusqu'où le prix de cPen peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de cPen en 2026, CPEN devrait fluctuer dans la fourchette de $0.000319 et $0.000954. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de cPen ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera cPen dans 5 ans ?
L'avenir de cPen semble suivre une tendance haussière, avec un prix maximum de $0.00300093 prévue après une période de cinq ans. Selon la prévision de cPen pour 2030, la valeur de cPen pourrait potentiellement atteindre son point le plus élevé d'environ $0.00300093, tandis que son point le plus bas devrait être autour de $0.001037.
Combien vaudra cPen en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de cPen, il est attendu que la valeur de CPEN en 2026 augmente de 3.13% jusqu'à $0.000954 si le meilleur scénario se produit. Le prix sera entre $0.000954 et $0.000319 durant 2026.
Combien vaudra cPen en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de cPen, le valeur de CPEN pourrait diminuer de -12.62% jusqu'à $0.0008087 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.0008087 et $0.0003078 tout au long de l'année.
Combien vaudra cPen en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de cPen suggère que la valeur de CPEN en 2028 pourrait augmenter de 47.02%, atteignant $0.00136 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.00136 et $0.000555 durant l'année.
Combien vaudra cPen en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de cPen pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.004014 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.004014 et $0.00122.
Combien vaudra cPen en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de cPen, il est prévu que la valeur de CPEN en 2030 augmente de 224.23%, atteignant $0.00300093 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.00300093 et $0.001037 au cours de 2030.
Combien vaudra cPen en 2031 ?
Notre simulation expérimentale indique que le prix de cPen pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.002739 dans des conditions idéales. Il est probable que le prix fluctue entre $0.002739 et $0.001227 durant l'année.
Combien vaudra cPen en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de cPen, CPEN pourrait connaître une 449.04% hausse en valeur, atteignant $0.005081 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.005081 et $0.001873 tout au long de l'année.
Combien vaudra cPen en 2033 ?
Selon notre prédiction expérimentale de prix de cPen, la valeur de CPEN est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.013535. Tout au long de l'année, le prix de CPEN pourrait osciller entre $0.013535 et $0.004352.
Combien vaudra cPen en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de cPen suggèrent que CPEN pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.007839 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.007839 et $0.003499.
Combien vaudra cPen en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de cPen, CPEN pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.009236 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.009236 et $0.004137.
Combien vaudra cPen en 2036 ?
Notre récente simulation de prédiction de prix de cPen suggère que la valeur de CPEN pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.0191099 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.0191099 et $0.006848.
Combien vaudra cPen en 2037 ?
Selon la simulation expérimentale, la valeur de cPen pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.045636 sous des conditions favorables. Il est prévu que le prix chute entre $0.045636 et $0.017785 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de cPen ?
Les traders de cPen 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 cPen
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de cPen. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de CPEN 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 CPEN 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 CPEN.
Comment lire les graphiques de cPen 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 cPen 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 CPEN 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 cPen ?
L'action du prix de cPen 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 CPEN. La capitalisation boursière de cPen peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de CPEN, de grands détenteurs de cPen, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de cPen.
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


