Prédiction du prix de EpiK Protocol jusqu'à $0.00010062 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000033 | $0.00010062 |
| 2027 | $0.000032 | $0.000085 |
| 2028 | $0.000058 | $0.000143 |
| 2029 | $0.000128 | $0.000423 |
| 2030 | $0.0001094 | $0.000316 |
| 2031 | $0.000129 | $0.000288 |
| 2032 | $0.000197 | $0.000535 |
| 2033 | $0.000458 | $0.001426 |
| 2034 | $0.000368 | $0.000826 |
| 2035 | $0.000436 | $0.000973 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur EpiK Protocol aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,963.31, soit un rendement de 39.63% sur les 90 prochains jours.
Prévision du prix à long terme de EpiK Protocol pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'EpiK Protocol'
'name_with_ticker' => 'EpiK Protocol <small>AIEPK</small>'
'name_lang' => 'EpiK Protocol'
'name_lang_with_ticker' => 'EpiK Protocol <small>AIEPK</small>'
'name_with_lang' => 'EpiK Protocol'
'name_with_lang_with_ticker' => 'EpiK Protocol <small>AIEPK</small>'
'image' => '/uploads/coins/epik-protocol.png?1717500309'
'price_for_sd' => 9.757E-5
'ticker' => 'AIEPK'
'marketcap' => '$15.13K'
'low24h' => '$0.00009001'
'high24h' => '$0.00009823'
'volume24h' => '$110.37'
'current_supply' => '155.11M'
'max_supply' => '400M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.00009757'
'change_24h_pct' => '8.4074%'
'ath_price' => '$2.19'
'ath_days' => 1610
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 août 2021'
'ath_pct' => '-100.00%'
'fdv' => '$39.03K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.00481'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0000984'
'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' => '$0.0000862'
'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' => '$0.000033'
'current_year_max_price_prediction' => '$0.00010062'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0001094'
'grand_prediction_max_price' => '$0.000316'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 9.941890017818E-5
107 => 9.9790094262385E-5
108 => 0.00010062641348774
109 => 9.348015727403E-5
110 => 9.6688616510925E-5
111 => 9.8573285720626E-5
112 => 9.0058281666345E-5
113 => 9.8404971468298E-5
114 => 9.3355756852334E-5
115 => 9.1641977575018E-5
116 => 9.3949355598674E-5
117 => 9.3050168138856E-5
118 => 9.2277099562964E-5
119 => 9.1845714014613E-5
120 => 9.3539997779166E-5
121 => 9.3460957416443E-5
122 => 9.0688780331325E-5
123 => 8.7072588332184E-5
124 => 8.8286301064552E-5
125 => 8.7845347850265E-5
126 => 8.6247276517593E-5
127 => 8.7324183643945E-5
128 => 8.2582029669714E-5
129 => 7.4423400232763E-5
130 => 7.9813240744391E-5
131 => 7.9605737747711E-5
201 => 7.9501105327274E-5
202 => 8.3551421507512E-5
203 => 8.3162077063475E-5
204 => 8.2455413085076E-5
205 => 8.6234298079457E-5
206 => 8.4854954223332E-5
207 => 8.9105766973623E-5
208 => 9.1905627176296E-5
209 => 9.1195492062909E-5
210 => 9.3828774116421E-5
211 => 8.831426255455E-5
212 => 9.0145962091601E-5
213 => 9.0523472827562E-5
214 => 8.6187667225208E-5
215 => 8.3225778629624E-5
216 => 8.30282544283E-5
217 => 7.7892747776948E-5
218 => 8.0636093977739E-5
219 => 8.3050125107056E-5
220 => 8.1893991532496E-5
221 => 8.1527994181299E-5
222 => 8.3397795273426E-5
223 => 8.3543094832048E-5
224 => 8.0230249497317E-5
225 => 8.0919094946575E-5
226 => 8.379169498101E-5
227 => 8.084671279604E-5
228 => 7.5125093470752E-5
301 => 7.3706052770504E-5
302 => 7.3516726582982E-5
303 => 6.9668175658374E-5
304 => 7.3800879855502E-5
305 => 7.1996843723869E-5
306 => 7.7695772248027E-5
307 => 7.4440574838995E-5
308 => 7.4300249784772E-5
309 => 7.4088127884104E-5
310 => 7.0775521121657E-5
311 => 7.1500771475491E-5
312 => 7.3911614110381E-5
313 => 7.4771829922596E-5
314 => 7.4682102365842E-5
315 => 7.389979966624E-5
316 => 7.425793383608E-5
317 => 7.3104258892809E-5
318 => 7.2696872258672E-5
319 => 7.1411047980816E-5
320 => 6.952124151039E-5
321 => 6.978403069096E-5
322 => 6.6039829578285E-5
323 => 6.3999790092306E-5
324 => 6.3435134049875E-5
325 => 6.2680052391337E-5
326 => 6.3520422532403E-5
327 => 6.6029222726967E-5
328 => 6.300307742067E-5
329 => 5.7814963552437E-5
330 => 5.8126778036034E-5
331 => 5.8827332602124E-5
401 => 5.7521853802847E-5
402 => 5.6286327679861E-5
403 => 5.7360517402394E-5
404 => 5.5162245162727E-5
405 => 5.9092983299918E-5
406 => 5.8986667849074E-5
407 => 6.0451803951403E-5
408 => 6.1367983623809E-5
409 => 5.9256486095604E-5
410 => 5.8725450177357E-5
411 => 5.9027952370628E-5
412 => 5.4028264947832E-5
413 => 6.0043222823839E-5
414 => 6.0095240429327E-5
415 => 5.9649834110333E-5
416 => 6.2852613488316E-5
417 => 6.9611476947801E-5
418 => 6.706852063969E-5
419 => 6.6083811095929E-5
420 => 6.4211877533419E-5
421 => 6.6706117861046E-5
422 => 6.6514599120095E-5
423 => 6.5648478742187E-5
424 => 6.5124646435168E-5
425 => 6.6089823522426E-5
426 => 6.5005050312915E-5
427 => 6.4810195236913E-5
428 => 6.3629585480752E-5
429 => 6.3208161512124E-5
430 => 6.2896155983124E-5
501 => 6.2552668552724E-5
502 => 6.3310316232451E-5
503 => 6.1593386913337E-5
504 => 5.9522938467142E-5
505 => 5.9350803081404E-5
506 => 5.9826084015725E-5
507 => 5.9615807582792E-5
508 => 5.9349796358742E-5
509 => 5.8841908488184E-5
510 => 5.8691229006297E-5
511 => 5.9180864223138E-5
512 => 5.8628094610831E-5
513 => 5.9443736284709E-5
514 => 5.9221926880926E-5
515 => 5.7982917582198E-5
516 => 5.6438653255988E-5
517 => 5.642490606428E-5
518 => 5.6092196848299E-5
519 => 5.5668441638582E-5
520 => 5.5550562633445E-5
521 => 5.7270052140121E-5
522 => 6.0829343958952E-5
523 => 6.013056980828E-5
524 => 6.0635505745396E-5
525 => 6.3119290802538E-5
526 => 6.3908811382181E-5
527 => 6.334842837557E-5
528 => 6.2581341553203E-5
529 => 6.2615089480355E-5
530 => 6.5236457365357E-5
531 => 6.5399948864909E-5
601 => 6.5813039139921E-5
602 => 6.6343976882609E-5
603 => 6.3438849368989E-5
604 => 6.2478258235718E-5
605 => 6.2023076865206E-5
606 => 6.0621294421391E-5
607 => 6.2132996607302E-5
608 => 6.1252192481113E-5
609 => 6.137104305029E-5
610 => 6.1293641461197E-5
611 => 6.1335907962714E-5
612 => 5.90918845785E-5
613 => 5.9909488757311E-5
614 => 5.85500632331E-5
615 => 5.6729945058857E-5
616 => 5.6723843384522E-5
617 => 5.7169314729108E-5
618 => 5.6904330942052E-5
619 => 5.6191266384443E-5
620 => 5.6292553839281E-5
621 => 5.5405169155226E-5
622 => 5.6400298406544E-5
623 => 5.6428835152728E-5
624 => 5.6045656185914E-5
625 => 5.7578790098943E-5
626 => 5.8206916314029E-5
627 => 5.7954699709584E-5
628 => 5.8189220124704E-5
629 => 6.0159607029017E-5
630 => 6.0480866068428E-5
701 => 6.0623548112553E-5
702 => 6.0432373075174E-5
703 => 5.8225235180224E-5
704 => 5.832313113134E-5
705 => 5.7604835597035E-5
706 => 5.6997951562665E-5
707 => 5.7022223741353E-5
708 => 5.7334241024421E-5
709 => 5.869683879915E-5
710 => 6.1564345486543E-5
711 => 6.1673165269209E-5
712 => 6.1805058020298E-5
713 => 6.1268583917634E-5
714 => 6.1106778194905E-5
715 => 6.1320241708785E-5
716 => 6.2397126454231E-5
717 => 6.5167166390873E-5
718 => 6.4188049272517E-5
719 => 6.3392011814428E-5
720 => 6.409035127533E-5
721 => 6.398284738909E-5
722 => 6.3075406401134E-5
723 => 6.3049937554929E-5
724 => 6.1308268172609E-5
725 => 6.0664412657859E-5
726 => 6.0126358797984E-5
727 => 5.9538818029251E-5
728 => 5.9190504167002E-5
729 => 5.9725672565236E-5
730 => 5.9848071909839E-5
731 => 5.8677916853957E-5
801 => 5.8518429043711E-5
802 => 5.9474002921896E-5
803 => 5.9053490485492E-5
804 => 5.948599795454E-5
805 => 5.958634339734E-5
806 => 5.9570185469897E-5
807 => 5.9131122190746E-5
808 => 5.9410968031822E-5
809 => 5.8749049191617E-5
810 => 5.8029311869889E-5
811 => 5.7570164299847E-5
812 => 5.7169497147897E-5
813 => 5.7391810570711E-5
814 => 5.6599303811209E-5
815 => 5.6345764948835E-5
816 => 5.9316162557596E-5
817 => 6.1510427208343E-5
818 => 6.1478521731297E-5
819 => 6.1284305345202E-5
820 => 6.099573919082E-5
821 => 6.237601604267E-5
822 => 6.1895155186992E-5
823 => 6.2245021636767E-5
824 => 6.2334077332083E-5
825 => 6.2603622099946E-5
826 => 6.2699961186302E-5
827 => 6.2408757555538E-5
828 => 6.1431442603167E-5
829 => 5.8996066662176E-5
830 => 5.7862392587473E-5
831 => 5.7488261259986E-5
901 => 5.7501860223163E-5
902 => 5.712674011028E-5
903 => 5.7237229795228E-5
904 => 5.7088316306908E-5
905 => 5.6806310186073E-5
906 => 5.7374397487421E-5
907 => 5.7439864256802E-5
908 => 5.730726589253E-5
909 => 5.7338497607447E-5
910 => 5.6240639784772E-5
911 => 5.6324107530609E-5
912 => 5.5859348515225E-5
913 => 5.5772211802594E-5
914 => 5.4597341482901E-5
915 => 5.2515888411389E-5
916 => 5.3669215464545E-5
917 => 5.2276158566657E-5
918 => 5.1748586811171E-5
919 => 5.4246029447403E-5
920 => 5.3995355475001E-5
921 => 5.3566310599606E-5
922 => 5.293166380811E-5
923 => 5.2696267139696E-5
924 => 5.1266071499947E-5
925 => 5.1181567911754E-5
926 => 5.1890411489344E-5
927 => 5.1563304568105E-5
928 => 5.1103922565606E-5
929 => 4.9440087519361E-5
930 => 4.7569386050529E-5
1001 => 4.7625850769063E-5
1002 => 4.822088610066E-5
1003 => 4.9951031578726E-5
1004 => 4.9275033808625E-5
1005 => 4.8784589670236E-5
1006 => 4.8692744225813E-5
1007 => 4.9842382254236E-5
1008 => 5.1469360921068E-5
1009 => 5.2232702909949E-5
1010 => 5.1476254182009E-5
1011 => 5.0607286613442E-5
1012 => 5.0660176642933E-5
1013 => 5.1012030313983E-5
1014 => 5.1049005159868E-5
1015 => 5.048339660404E-5
1016 => 5.0642612099435E-5
1017 => 5.0400749202961E-5
1018 => 4.8916437053743E-5
1019 => 4.8889590553769E-5
1020 => 4.8525316414584E-5
1021 => 4.8514286338421E-5
1022 => 4.7894565155226E-5
1023 => 4.7807861877767E-5
1024 => 4.6577367854145E-5
1025 => 4.7387282746772E-5
1026 => 4.6844034359238E-5
1027 => 4.6025230899885E-5
1028 => 4.5884068874866E-5
1029 => 4.5879825373936E-5
1030 => 4.6720553445589E-5
1031 => 4.7377458349759E-5
1101 => 4.6853484397524E-5
1102 => 4.6734185685408E-5
1103 => 4.800798381992E-5
1104 => 4.7845881396376E-5
1105 => 4.7705501743035E-5
1106 => 5.1323682826311E-5
1107 => 4.8459610168707E-5
1108 => 4.721071101444E-5
1109 => 4.5664961151517E-5
1110 => 4.6168265101232E-5
1111 => 4.627431863851E-5
1112 => 4.2557068860536E-5
1113 => 4.1048981088566E-5
1114 => 4.0531462196314E-5
1115 => 4.0233622757181E-5
1116 => 4.0369351929626E-5
1117 => 3.90118960538E-5
1118 => 3.9924128852603E-5
1119 => 3.8748686807027E-5
1120 => 3.8551620122866E-5
1121 => 4.0653456109685E-5
1122 => 4.0945914308503E-5
1123 => 3.9698196772705E-5
1124 => 4.0499433417807E-5
1125 => 4.0208893872271E-5
1126 => 3.8768836387175E-5
1127 => 3.871383678359E-5
1128 => 3.7991266558037E-5
1129 => 3.6860584072213E-5
1130 => 3.634383183593E-5
1201 => 3.6074702784625E-5
1202 => 3.6185750676414E-5
1203 => 3.6129601464204E-5
1204 => 3.5763189873742E-5
1205 => 3.6150603747663E-5
1206 => 3.5160921390261E-5
1207 => 3.476682190113E-5
1208 => 3.4588816304929E-5
1209 => 3.3710416248743E-5
1210 => 3.5108341364413E-5
1211 => 3.5383750222796E-5
1212 => 3.5659701721709E-5
1213 => 3.8061671119653E-5
1214 => 3.7941675516426E-5
1215 => 3.9026377329362E-5
1216 => 3.898422781155E-5
1217 => 3.8674853283497E-5
1218 => 3.7369653039278E-5
1219 => 3.7889882593666E-5
1220 => 3.6288696886881E-5
1221 => 3.7488414088449E-5
1222 => 3.6940913259042E-5
1223 => 3.730330350729E-5
1224 => 3.6651693165528E-5
1225 => 3.7012321232991E-5
1226 => 3.5449059880114E-5
1227 => 3.3989308424478E-5
1228 => 3.4576755023027E-5
1229 => 3.5215376658318E-5
1230 => 3.6600071081394E-5
1231 => 3.5775358506491E-5
]
'min_raw' => 3.3710416248743E-5
'max_raw' => 0.00010062641348774
'avg_raw' => 6.716841486824E-5
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000033'
'max' => '$0.00010062'
'avg' => '$0.000067'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -6.3859583751257E-5
'max_diff' => 3.0564134877373E-6
'year' => 2026
]
1 => [
'items' => [
101 => 3.6071956334261E-5
102 => 3.5078403261107E-5
103 => 3.3028419476787E-5
104 => 3.3040022162378E-5
105 => 3.2724676818485E-5
106 => 3.2452172400187E-5
107 => 3.587008666652E-5
108 => 3.5445014998273E-5
109 => 3.4767718926925E-5
110 => 3.56743066331E-5
111 => 3.5914022812094E-5
112 => 3.5920847194709E-5
113 => 3.6582270182718E-5
114 => 3.6935271749985E-5
115 => 3.6997489806212E-5
116 => 3.8038253168835E-5
117 => 3.8387103319985E-5
118 => 3.9823967721451E-5
119 => 3.6905322033287E-5
120 => 3.6845214446008E-5
121 => 3.5687064181305E-5
122 => 3.4952546973799E-5
123 => 3.573735720291E-5
124 => 3.6432591928622E-5
125 => 3.5708667062192E-5
126 => 3.580319636686E-5
127 => 3.4831386380513E-5
128 => 3.5178762722722E-5
129 => 3.5477970025279E-5
130 => 3.5312765339399E-5
131 => 3.506544592864E-5
201 => 3.6375590609466E-5
202 => 3.6301667112075E-5
203 => 3.7521703958956E-5
204 => 3.8472809926772E-5
205 => 4.0177361851626E-5
206 => 3.839857305774E-5
207 => 3.8333746924045E-5
208 => 3.8967432779346E-5
209 => 3.8387006305982E-5
210 => 3.8753815801507E-5
211 => 4.0118263171044E-5
212 => 4.0147091793895E-5
213 => 3.9664175217569E-5
214 => 3.9634789700013E-5
215 => 3.9727539111024E-5
216 => 4.0270775308295E-5
217 => 4.0080951889007E-5
218 => 4.0300620355548E-5
219 => 4.0575319136642E-5
220 => 4.1711589765115E-5
221 => 4.1985540766813E-5
222 => 4.1319981859995E-5
223 => 4.1380074377334E-5
224 => 4.1131137076183E-5
225 => 4.0890666762447E-5
226 => 4.1431208909857E-5
227 => 4.2419060308631E-5
228 => 4.2412914936349E-5
301 => 4.2642077259777E-5
302 => 4.278484348879E-5
303 => 4.21719863226E-5
304 => 4.1773038842794E-5
305 => 4.1926020692239E-5
306 => 4.2170642001014E-5
307 => 4.1846693298727E-5
308 => 3.9847131840576E-5
309 => 4.0453671054499E-5
310 => 4.035271327105E-5
311 => 4.0208937110532E-5
312 => 4.0818816980361E-5
313 => 4.0759992579104E-5
314 => 3.8997973381759E-5
315 => 3.9110772133915E-5
316 => 3.9004833047479E-5
317 => 3.9347143908854E-5
318 => 3.8368520396099E-5
319 => 3.8669538397493E-5
320 => 3.8858334066098E-5
321 => 3.8969536165304E-5
322 => 3.9371274399626E-5
323 => 3.9324135054674E-5
324 => 3.9368344151757E-5
325 => 3.9964015898296E-5
326 => 4.2976719182432E-5
327 => 4.3140693975032E-5
328 => 4.2333222125305E-5
329 => 4.2655791202593E-5
330 => 4.2036529112303E-5
331 => 4.245224390221E-5
401 => 4.2736665403454E-5
402 => 4.1451419330443E-5
403 => 4.1375315399177E-5
404 => 4.0753497393956E-5
405 => 4.108762716839E-5
406 => 4.0556002672485E-5
407 => 4.0686444728345E-5
408 => 4.0321717368427E-5
409 => 4.0978153999786E-5
410 => 4.1712152153584E-5
411 => 4.1897589073699E-5
412 => 4.140978437249E-5
413 => 4.1056581620919E-5
414 => 4.0436473941378E-5
415 => 4.1467726832455E-5
416 => 4.1769296604668E-5
417 => 4.1466142814824E-5
418 => 4.1395895457676E-5
419 => 4.1262776842814E-5
420 => 4.1424137201111E-5
421 => 4.1767654190923E-5
422 => 4.160565792229E-5
423 => 4.1712659311729E-5
424 => 4.1304880354542E-5
425 => 4.2172189203823E-5
426 => 4.3549684385724E-5
427 => 4.3554113257977E-5
428 => 4.3392116116124E-5
429 => 4.3325830375955E-5
430 => 4.3492049274305E-5
501 => 4.3582216208003E-5
502 => 4.4119737645933E-5
503 => 4.4696519564631E-5
504 => 4.7388109109528E-5
505 => 4.6632321535891E-5
506 => 4.9020459903502E-5
507 => 5.0909167291326E-5
508 => 5.147550805377E-5
509 => 5.0954501200713E-5
510 => 4.9172164900644E-5
511 => 4.9084714978679E-5
512 => 5.1748277893958E-5
513 => 5.0995699371481E-5
514 => 5.0906182550918E-5
515 => 4.9953874821177E-5
516 => 5.0516806635061E-5
517 => 5.0393685189653E-5
518 => 5.0199331964769E-5
519 => 5.1273366651489E-5
520 => 5.3283863705292E-5
521 => 5.2970508885135E-5
522 => 5.2736604048E-5
523 => 5.1711701140346E-5
524 => 5.2328921611105E-5
525 => 5.2109141223547E-5
526 => 5.3053457244577E-5
527 => 5.249406535288E-5
528 => 5.0989997848992E-5
529 => 5.1229525556458E-5
530 => 5.1193321425337E-5
531 => 5.1938399878346E-5
601 => 5.1714745820737E-5
602 => 5.114964938107E-5
603 => 5.3276992044931E-5
604 => 5.3138854245242E-5
605 => 5.3334702062504E-5
606 => 5.3420920328458E-5
607 => 5.4715796319968E-5
608 => 5.5246265582279E-5
609 => 5.5366691391996E-5
610 => 5.5870596163227E-5
611 => 5.5354153782241E-5
612 => 5.7420291523361E-5
613 => 5.8794152558726E-5
614 => 6.0389962849546E-5
615 => 6.2721870597802E-5
616 => 6.3598689482499E-5
617 => 6.344029999908E-5
618 => 6.5208325840113E-5
619 => 6.8385428975442E-5
620 => 6.4082483379585E-5
621 => 6.8613495540391E-5
622 => 6.7179029403331E-5
623 => 6.3777935997305E-5
624 => 6.3558945678214E-5
625 => 6.5862205620281E-5
626 => 7.0970614491232E-5
627 => 6.9691016008152E-5
628 => 7.0972707455946E-5
629 => 6.9477546301045E-5
630 => 6.9403298947497E-5
701 => 7.0900090815915E-5
702 => 7.4397426602352E-5
703 => 7.2735973465887E-5
704 => 7.0353872989742E-5
705 => 7.2112778911739E-5
706 => 7.0589051823047E-5
707 => 6.7155668227865E-5
708 => 6.9690037523308E-5
709 => 6.7995376950127E-5
710 => 6.8489968998493E-5
711 => 7.2051893461582E-5
712 => 7.16233132865E-5
713 => 7.2177935718512E-5
714 => 7.1199041643007E-5
715 => 7.0284600219059E-5
716 => 6.8577727393947E-5
717 => 6.8072406498244E-5
718 => 6.8212059014275E-5
719 => 6.8072337293393E-5
720 => 6.7117357634714E-5
721 => 6.6911129868346E-5
722 => 6.6567407889355E-5
723 => 6.6673941703267E-5
724 => 6.6027643823352E-5
725 => 6.7247341454708E-5
726 => 6.7473728083026E-5
727 => 6.8361322304786E-5
728 => 6.845347528137E-5
729 => 7.0925412554857E-5
730 => 6.9563911043839E-5
731 => 7.0477323803815E-5
801 => 7.0395619569188E-5
802 => 6.3851648004431E-5
803 => 6.4753349548105E-5
804 => 6.6156114180528E-5
805 => 6.5524170615024E-5
806 => 6.4630750265421E-5
807 => 6.3909265430949E-5
808 => 6.2816142131111E-5
809 => 6.4354692184059E-5
810 => 6.6377721897129E-5
811 => 6.85047826534E-5
812 => 7.1060306781519E-5
813 => 7.0489943545703E-5
814 => 6.8457008907411E-5
815 => 6.8548204870225E-5
816 => 6.9111942428053E-5
817 => 6.8381851069708E-5
818 => 6.8166532875055E-5
819 => 6.9082361014544E-5
820 => 6.908866781961E-5
821 => 6.8248609477345E-5
822 => 6.7315038358972E-5
823 => 6.7311126661898E-5
824 => 6.7145006698611E-5
825 => 6.9507098673476E-5
826 => 7.0806010425217E-5
827 => 7.0954928564253E-5
828 => 7.0795987047942E-5
829 => 7.0857157329407E-5
830 => 7.0101349200636E-5
831 => 7.1828902455067E-5
901 => 7.3414276158643E-5
902 => 7.2989362139515E-5
903 => 7.2352355619757E-5
904 => 7.1844949244378E-5
905 => 7.2869833323083E-5
906 => 7.2824196848375E-5
907 => 7.3400429302392E-5
908 => 7.3374288069798E-5
909 => 7.3180522768711E-5
910 => 7.2989369059485E-5
911 => 7.374727190953E-5
912 => 7.3529008060265E-5
913 => 7.3310405186955E-5
914 => 7.2871963658106E-5
915 => 7.293155514362E-5
916 => 7.2294658612018E-5
917 => 7.2000001134096E-5
918 => 6.7569059648303E-5
919 => 6.6384967298109E-5
920 => 6.6757506855902E-5
921 => 6.6880156551313E-5
922 => 6.6364838043053E-5
923 => 6.7103672409435E-5
924 => 6.6988525856053E-5
925 => 6.7436493736779E-5
926 => 6.7156622853406E-5
927 => 6.7168108852083E-5
928 => 6.799114944532E-5
929 => 6.8230081631001E-5
930 => 6.8108558792944E-5
1001 => 6.819366922316E-5
1002 => 7.0155003164619E-5
1003 => 6.9876164198072E-5
1004 => 6.9728036554561E-5
1005 => 6.9769068924136E-5
1006 => 7.0270231797652E-5
1007 => 7.0410530039759E-5
1008 => 6.9816076529372E-5
1009 => 7.0096424241365E-5
1010 => 7.129010921761E-5
1011 => 7.1707831402577E-5
1012 => 7.3041000098969E-5
1013 => 7.2474646341558E-5
1014 => 7.3514213174502E-5
1015 => 7.6709487204524E-5
1016 => 7.9262093195851E-5
1017 => 7.6914611235323E-5
1018 => 8.1602147065982E-5
1019 => 8.5252066097228E-5
1020 => 8.511197612555E-5
1021 => 8.4475528318304E-5
1022 => 8.0320192539349E-5
1023 => 7.6496390602987E-5
1024 => 7.969516328996E-5
1025 => 7.9703317619373E-5
1026 => 7.9428540208711E-5
1027 => 7.7721921310136E-5
1028 => 7.9369153570351E-5
1029 => 7.9499904885298E-5
1030 => 7.9426718918509E-5
1031 => 7.8118258210351E-5
1101 => 7.6120480552955E-5
1102 => 7.6510841525206E-5
1103 => 7.7150260760902E-5
1104 => 7.5939706750904E-5
1105 => 7.5552861394656E-5
1106 => 7.6272080512262E-5
1107 => 7.8589554364442E-5
1108 => 7.81514493569E-5
1109 => 7.8140008664631E-5
1110 => 8.0014407672336E-5
1111 => 7.8672742503443E-5
1112 => 7.6515765227175E-5
1113 => 7.5971100017883E-5
1114 => 7.4037905455343E-5
1115 => 7.5373169825492E-5
1116 => 7.5421223613049E-5
1117 => 7.4689912963589E-5
1118 => 7.6575107055896E-5
1119 => 7.6557734660454E-5
1120 => 7.8347445876988E-5
1121 => 8.1768701538166E-5
1122 => 8.0756867889389E-5
1123 => 7.958021544305E-5
1124 => 7.9708150189E-5
1125 => 8.1111278582218E-5
1126 => 8.0262915125373E-5
1127 => 8.0567992539455E-5
1128 => 8.1110816811013E-5
1129 => 8.1438316171613E-5
1130 => 7.9661028070939E-5
1201 => 7.9246657197155E-5
1202 => 7.8398999813806E-5
1203 => 7.8177861824765E-5
1204 => 7.8868261076551E-5
1205 => 7.8686365265871E-5
1206 => 7.5417184878278E-5
1207 => 7.5075537338226E-5
1208 => 7.508601518052E-5
1209 => 7.4226926196605E-5
1210 => 7.2916609291155E-5
1211 => 7.6360043883721E-5
1212 => 7.6083487895102E-5
1213 => 7.5778191487399E-5
1214 => 7.5815588555346E-5
1215 => 7.7310266803152E-5
1216 => 7.6443277936364E-5
1217 => 7.8748309935401E-5
1218 => 7.8274464652004E-5
1219 => 7.7788467025068E-5
1220 => 7.7721287349176E-5
1221 => 7.7534219726175E-5
1222 => 7.6892695242108E-5
1223 => 7.6118015877953E-5
1224 => 7.560650546016E-5
1225 => 6.974300474224E-5
1226 => 7.0831236369071E-5
1227 => 7.2083147660307E-5
1228 => 7.2515302421322E-5
1229 => 7.1776071798407E-5
1230 => 7.6921884572765E-5
1231 => 7.7862074152926E-5
]
'min_raw' => 3.2452172400187E-5
'max_raw' => 8.5252066097228E-5
'avg_raw' => 5.8852119248707E-5
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000032'
'max' => '$0.000085'
'avg' => '$0.000058'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.2582438485563E-6
'max_diff' => -1.5374347390509E-5
'year' => 2027
]
2 => [
'items' => [
101 => 7.5014178587569E-5
102 => 7.4481453606101E-5
103 => 7.6956809933861E-5
104 => 7.5463867468218E-5
105 => 7.6136139369083E-5
106 => 7.4683055232482E-5
107 => 7.763561001503E-5
108 => 7.7613116494469E-5
109 => 7.6464505997583E-5
110 => 7.7435303724206E-5
111 => 7.7266603729046E-5
112 => 7.5969825306966E-5
113 => 7.7676720204031E-5
114 => 7.7677566802605E-5
115 => 7.6572054172298E-5
116 => 7.5281057447934E-5
117 => 7.5050257725599E-5
118 => 7.48763811384E-5
119 => 7.609337638746E-5
120 => 7.7184530522322E-5
121 => 7.921489784725E-5
122 => 7.9725380433075E-5
123 => 8.1717827950298E-5
124 => 8.0531422464301E-5
125 => 8.105734064972E-5
126 => 8.1628299235663E-5
127 => 8.190203777807E-5
128 => 8.1455995512837E-5
129 => 8.4551086631202E-5
130 => 8.4812407152734E-5
131 => 8.4900025663189E-5
201 => 8.3856378352411E-5
202 => 8.4783381433077E-5
203 => 8.4349667390748E-5
204 => 8.5478070839656E-5
205 => 8.5655018908623E-5
206 => 8.5505150189318E-5
207 => 8.5561316299343E-5
208 => 8.2920202041307E-5
209 => 8.278324633404E-5
210 => 8.0915845547524E-5
211 => 8.1676825171159E-5
212 => 8.0254210239475E-5
213 => 8.070533608887E-5
214 => 8.0904188064798E-5
215 => 8.0800319077323E-5
216 => 8.1719849817315E-5
217 => 8.0938060840603E-5
218 => 7.8874791193053E-5
219 => 7.6810959409067E-5
220 => 7.678504968218E-5
221 => 7.6241679203113E-5
222 => 7.5848921870015E-5
223 => 7.5924580866185E-5
224 => 7.6191213037045E-5
225 => 7.5833424723534E-5
226 => 7.590977700055E-5
227 => 7.7177733531565E-5
228 => 7.7432013171208E-5
229 => 7.6567871602233E-5
301 => 7.3098218507763E-5
302 => 7.2246756935414E-5
303 => 7.2858770628401E-5
304 => 7.2566267501883E-5
305 => 5.8566641438986E-5
306 => 6.1855645923075E-5
307 => 5.9901431142668E-5
308 => 6.0802023222579E-5
309 => 5.8807275973247E-5
310 => 5.9759273914289E-5
311 => 5.9583474655977E-5
312 => 6.4872096537674E-5
313 => 6.4789521981253E-5
314 => 6.4829046051663E-5
315 => 6.2942459191552E-5
316 => 6.5947843286125E-5
317 => 6.7428403561228E-5
318 => 6.7154391258142E-5
319 => 6.7223354251466E-5
320 => 6.6038341540842E-5
321 => 6.4840519565012E-5
322 => 6.3511950650335E-5
323 => 6.5980267477723E-5
324 => 6.5705832782091E-5
325 => 6.6335287235384E-5
326 => 6.7936167136876E-5
327 => 6.8171902783522E-5
328 => 6.8488733883209E-5
329 => 6.8375172487545E-5
330 => 7.1080665654093E-5
331 => 7.0753012580205E-5
401 => 7.1542562216052E-5
402 => 6.9918398711841E-5
403 => 6.8080503539811E-5
404 => 6.8429827326693E-5
405 => 6.8396184636932E-5
406 => 6.7967874582989E-5
407 => 6.7581215417325E-5
408 => 6.693753684704E-5
409 => 6.8974231089927E-5
410 => 6.8891545023106E-5
411 => 7.0230136332896E-5
412 => 6.9993527316509E-5
413 => 6.8413394397024E-5
414 => 6.8469829153369E-5
415 => 6.884938001141E-5
416 => 7.0163009864725E-5
417 => 7.0552984643929E-5
418 => 7.0372332788394E-5
419 => 7.0799922330766E-5
420 => 7.1137871670828E-5
421 => 7.0842363564718E-5
422 => 7.5026135175779E-5
423 => 7.3288741511328E-5
424 => 7.4135535094674E-5
425 => 7.4337490374705E-5
426 => 7.3820186171568E-5
427 => 7.3932370929954E-5
428 => 7.4102300270391E-5
429 => 7.513407794995E-5
430 => 7.7841761128389E-5
501 => 7.9040975576298E-5
502 => 8.2648871411028E-5
503 => 7.894139751027E-5
504 => 7.8721411352051E-5
505 => 7.9371302339902E-5
506 => 8.1489519129449E-5
507 => 8.3206134883391E-5
508 => 8.3775635362912E-5
509 => 8.3850904252708E-5
510 => 8.4919325011966E-5
511 => 8.5531723866305E-5
512 => 8.4789590629537E-5
513 => 8.4160710415964E-5
514 => 8.1908139550433E-5
515 => 8.2168880761665E-5
516 => 8.3965129142436E-5
517 => 8.6502435778776E-5
518 => 8.8679708834518E-5
519 => 8.7917303696024E-5
520 => 9.3733916728584E-5
521 => 9.4310610152028E-5
522 => 9.4230929767639E-5
523 => 9.5544723209734E-5
524 => 9.2937110776557E-5
525 => 9.1822305941262E-5
526 => 8.4296681456232E-5
527 => 8.6411074970292E-5
528 => 8.9484470116955E-5
529 => 8.9077694744654E-5
530 => 8.6845713037059E-5
531 => 8.8678015676246E-5
601 => 8.807219912233E-5
602 => 8.7594366470904E-5
603 => 8.9783410479502E-5
604 => 8.7376466671077E-5
605 => 8.946045901125E-5
606 => 8.6787717278838E-5
607 => 8.7920786298477E-5
608 => 8.7277601522548E-5
609 => 8.7693820898335E-5
610 => 8.5260610932241E-5
611 => 8.6573511967112E-5
612 => 8.5205989932772E-5
613 => 8.5205341549271E-5
614 => 8.5175153424569E-5
615 => 8.6784037033448E-5
616 => 8.6836502670173E-5
617 => 8.5647535252323E-5
618 => 8.5476186472249E-5
619 => 8.6109752719714E-5
620 => 8.5368012575195E-5
621 => 8.5715068120359E-5
622 => 8.5378524534107E-5
623 => 8.530276148415E-5
624 => 8.4699068612067E-5
625 => 8.4438981123893E-5
626 => 8.4540968129635E-5
627 => 8.4192833901132E-5
628 => 8.3983070435893E-5
629 => 8.5133426191663E-5
630 => 8.4518837516574E-5
701 => 8.5039231662763E-5
702 => 8.4446176854203E-5
703 => 8.2390390506055E-5
704 => 8.1208086037689E-5
705 => 7.7324896197533E-5
706 => 7.8426164019119E-5
707 => 7.9156305724175E-5
708 => 7.891499389501E-5
709 => 7.9433425079338E-5
710 => 7.9465252543532E-5
711 => 7.9296705280727E-5
712 => 7.9101549142639E-5
713 => 7.900655792743E-5
714 => 7.9714544620759E-5
715 => 8.0125554725972E-5
716 => 7.9229585212313E-5
717 => 7.9019672091208E-5
718 => 7.9925546737351E-5
719 => 8.0478129748191E-5
720 => 8.4558092230661E-5
721 => 8.4255835431854E-5
722 => 8.5014440681957E-5
723 => 8.4929033372542E-5
724 => 8.5724172529944E-5
725 => 8.7023889001416E-5
726 => 8.4381202008473E-5
727 => 8.4839881093207E-5
728 => 8.4727423574077E-5
729 => 8.5955205279992E-5
730 => 8.5959038280461E-5
731 => 8.522292181552E-5
801 => 8.562198249329E-5
802 => 8.5399237770616E-5
803 => 8.5801767590243E-5
804 => 8.4251798608029E-5
805 => 8.6139493519554E-5
806 => 8.7209694894015E-5
807 => 8.7224554641138E-5
808 => 8.7731821598989E-5
809 => 8.8247234207088E-5
810 => 8.9236523825354E-5
811 => 8.8219643456572E-5
812 => 8.6390374664441E-5
813 => 8.6522441962731E-5
814 => 8.5449942339208E-5
815 => 8.5467971251642E-5
816 => 8.5371731504117E-5
817 => 8.5660554231031E-5
818 => 8.4315178954675E-5
819 => 8.4630935842938E-5
820 => 8.41888743503E-5
821 => 8.4838920137855E-5
822 => 8.4139578326864E-5
823 => 8.4727369343656E-5
824 => 8.4981040460923E-5
825 => 8.5917092344785E-5
826 => 8.4001322702537E-5
827 => 8.0094938715792E-5
828 => 8.0916107990133E-5
829 => 7.9701534131927E-5
830 => 7.9813947566713E-5
831 => 8.0041040595446E-5
901 => 7.9304957789108E-5
902 => 7.9445379191922E-5
903 => 7.9440362351283E-5
904 => 7.9397129928975E-5
905 => 7.920564636218E-5
906 => 7.8927957306458E-5
907 => 8.0034185036271E-5
908 => 8.0222154683829E-5
909 => 8.0639987925836E-5
910 => 8.1883176235054E-5
911 => 8.1758952406564E-5
912 => 8.1961566624829E-5
913 => 8.1519260923988E-5
914 => 7.9834464859612E-5
915 => 7.9925957391706E-5
916 => 7.8785044050425E-5
917 => 8.0610812206577E-5
918 => 8.0178446208238E-5
919 => 7.9899697036401E-5
920 => 7.9823637742273E-5
921 => 8.106990767485E-5
922 => 8.1442811171565E-5
923 => 8.1210442737035E-5
924 => 8.0733848298544E-5
925 => 8.1649050512944E-5
926 => 8.1893920016236E-5
927 => 8.1948737267583E-5
928 => 8.3570300118881E-5
929 => 8.2039364617655E-5
930 => 8.240787600899E-5
1001 => 8.5282896687974E-5
1002 => 8.267564965787E-5
1003 => 8.4056766558263E-5
1004 => 8.3989168072974E-5
1005 => 8.4695700744768E-5
1006 => 8.3931211771744E-5
1007 => 8.3940688528796E-5
1008 => 8.456804167668E-5
1009 => 8.3687037324214E-5
1010 => 8.3468888256951E-5
1011 => 8.3167516882941E-5
1012 => 8.3825550252641E-5
1013 => 8.4220011497487E-5
1014 => 8.7399079431084E-5
1015 => 8.9452902299299E-5
1016 => 8.9363740432018E-5
1017 => 9.0178512994951E-5
1018 => 8.9811450492888E-5
1019 => 8.8626108847532E-5
1020 => 9.064934249914E-5
1021 => 9.000910671608E-5
1022 => 9.0061886976149E-5
1023 => 9.0059922492233E-5
1024 => 9.0485623317585E-5
1025 => 9.0183975267915E-5
1026 => 8.958939599848E-5
1027 => 8.9984105465384E-5
1028 => 9.1156251470871E-5
1029 => 9.4794628637735E-5
1030 => 9.6830712702399E-5
1031 => 9.467205382046E-5
1101 => 9.6161067811627E-5
1102 => 9.5268190006861E-5
1103 => 9.5105927548921E-5
1104 => 9.6041138372643E-5
1105 => 9.6977986159111E-5
1106 => 9.6918313005217E-5
1107 => 9.6238209619908E-5
1108 => 9.5854036474531E-5
1109 => 9.876312423877E-5
1110 => 0.00010090649054844
1111 => 0.00010076032733543
1112 => 0.00010140544422284
1113 => 0.00010329952735696
1114 => 0.00010347269858132
1115 => 0.00010345088298735
1116 => 0.00010302166003922
1117 => 0.00010488663086254
1118 => 0.0001064424223344
1119 => 0.00010292230732817
1120 => 0.00010426272104085
1121 => 0.00010486447594191
1122 => 0.00010574803066929
1123 => 0.00010723873559535
1124 => 0.00010885803653501
1125 => 0.00010908702344261
1126 => 0.00010892454627363
1127 => 0.00010785657377478
1128 => 0.00010962843218523
1129 => 0.00011066634528688
1130 => 0.0001112843987867
1201 => 0.00011285167962793
1202 => 0.00010486819217531
1203 => 9.9217082951284E-5
1204 => 9.8334580642945E-5
1205 => 0.00010012918378964
1206 => 0.00010060240632773
1207 => 0.000100411650916
1208 => 9.405081370798E-5
1209 => 9.830109215145E-5
1210 => 0.00010287403438306
1211 => 0.00010304969971807
1212 => 0.00010533901021493
1213 => 0.00010608450355472
1214 => 0.00010792769857147
1215 => 0.00010781240622133
1216 => 0.00010826119487627
1217 => 0.00010815802613643
1218 => 0.00011157215677447
1219 => 0.00011533844987154
1220 => 0.00011520803511766
1221 => 0.0001146665859242
1222 => 0.0001154707303073
1223 => 0.00011935794840397
1224 => 0.00011900007565303
1225 => 0.00011934771854704
1226 => 0.00012393096775702
1227 => 0.00012988984368959
1228 => 0.00012712134755755
1229 => 0.00013312818755078
1230 => 0.00013690917491762
1231 => 0.00014344800160716
]
'min_raw' => 5.8566641438986E-5
'max_raw' => 0.00014344800160716
'avg_raw' => 0.00010100732152307
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000058'
'max' => '$0.000143'
'avg' => '$0.000101'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 2.6114469038799E-5
'max_diff' => 5.8195935509934E-5
'year' => 2028
]
3 => [
'items' => [
101 => 0.00014262930830123
102 => 0.00014517482554734
103 => 0.00014116367641716
104 => 0.00013195326722728
105 => 0.00013049568471695
106 => 0.0001334138018145
107 => 0.00014058770795311
108 => 0.00013318786998043
109 => 0.00013468484756473
110 => 0.00013425371791975
111 => 0.00013423074485315
112 => 0.00013510753336699
113 => 0.00013383570589745
114 => 0.00012865405198914
115 => 0.00013102877343964
116 => 0.00013011177944411
117 => 0.00013112925264858
118 => 0.00013662013589524
119 => 0.00013419248552558
120 => 0.00013163515306745
121 => 0.00013484261548745
122 => 0.00013892681735177
123 => 0.00013867123533912
124 => 0.00013817529940958
125 => 0.00014097086427804
126 => 0.00014558831841708
127 => 0.00014683639771643
128 => 0.00014775770433935
129 => 0.00014788473695705
130 => 0.00014919325186967
131 => 0.00014215703739629
201 => 0.00015332369046835
202 => 0.00015525186298133
203 => 0.00015488944646345
204 => 0.00015703252906173
205 => 0.00015640197979656
206 => 0.00015548841284147
207 => 0.00015888565460648
208 => 0.00015499099106617
209 => 0.00014946300649522
210 => 0.00014643024482846
211 => 0.00015042403003715
212 => 0.00015286289530021
213 => 0.00015447483009813
214 => 0.00015496260059402
215 => 0.00014270323869633
216 => 0.00013609612256885
217 => 0.00014033120825582
218 => 0.00014549830508393
219 => 0.00014212833391252
220 => 0.00014226043040224
221 => 0.00013745573712465
222 => 0.00014592341382666
223 => 0.00014468974455555
224 => 0.0001510900229164
225 => 0.00014956254512014
226 => 0.00015478172366605
227 => 0.00015340733904119
228 => 0.00015911233277816
301 => 0.00016138820923637
302 => 0.0001652097600216
303 => 0.00016802090833573
304 => 0.00016967166839448
305 => 0.0001695725629524
306 => 0.00017611369671058
307 => 0.00017225661866319
308 => 0.00016741121959217
309 => 0.00016732358161001
310 => 0.00016983308244873
311 => 0.00017509230775875
312 => 0.00017645594836302
313 => 0.00017721803742953
314 => 0.00017605087149565
315 => 0.00017186428971449
316 => 0.00017005654492783
317 => 0.00017159679586147
318 => 0.0001697132013249
319 => 0.0001729648139383
320 => 0.00017742997256348
321 => 0.00017650793496453
322 => 0.00017959016841822
323 => 0.00018277995578236
324 => 0.00018734149497541
325 => 0.00018853405023378
326 => 0.00019050529872705
327 => 0.00019253436094802
328 => 0.00019318604104863
329 => 0.00019443030056517
330 => 0.00019442374270333
331 => 0.00019817340250474
401 => 0.00020230939338298
402 => 0.00020387063419111
403 => 0.00020746062134209
404 => 0.0002013128941542
405 => 0.00020597601584621
406 => 0.00021018226833791
407 => 0.00020516740071387
408 => 0.00021207922741931
409 => 0.00021234759798775
410 => 0.00021639967494692
411 => 0.00021229211866479
412 => 0.00020985306485624
413 => 0.00021689452181136
414 => 0.00022030166102813
415 => 0.00021927540296782
416 => 0.00021146552845626
417 => 0.00020691984650925
418 => 0.00019502292005737
419 => 0.0002091153433486
420 => 0.00021597935165213
421 => 0.00021144775233297
422 => 0.00021373322744217
423 => 0.00022620203857013
424 => 0.00023094935455193
425 => 0.00022996194601396
426 => 0.00023012880180275
427 => 0.00023269036733664
428 => 0.00024404975959385
429 => 0.00023724294844468
430 => 0.00024244650052187
501 => 0.00024520644578081
502 => 0.00024777003675073
503 => 0.00024147466755985
504 => 0.00023328448473985
505 => 0.00023069031004027
506 => 0.00021099717408874
507 => 0.00020997206083951
508 => 0.00020939663370861
509 => 0.00020576864704404
510 => 0.00020291804331487
511 => 0.00020065113739331
512 => 0.00019470209929971
513 => 0.00019670972502046
514 => 0.00018722819996001
515 => 0.00019329414368907
516 => 0.00017816140075317
517 => 0.00019076439874207
518 => 0.00018390515992471
519 => 0.00018851095431193
520 => 0.00018849488512921
521 => 0.0001800141573939
522 => 0.00017512265062444
523 => 0.00017823970911823
524 => 0.00018158144325598
525 => 0.00018212362837689
526 => 0.00018645627391467
527 => 0.00018766542215436
528 => 0.00018400164653836
529 => 0.00017784780829155
530 => 0.00017927720456218
531 => 0.00017509368395464
601 => 0.00016776222500672
602 => 0.00017302780681811
603 => 0.00017482570795981
604 => 0.00017561976352815
605 => 0.00016841011567662
606 => 0.0001661446877926
607 => 0.00016493859299593
608 => 0.0001769171332888
609 => 0.00017757334476607
610 => 0.00017421607406941
611 => 0.0001893912559678
612 => 0.00018595664493477
613 => 0.0001897939469588
614 => 0.00017914750183285
615 => 0.000179554210374
616 => 0.00017451401263452
617 => 0.00017733618658249
618 => 0.00017534156499898
619 => 0.00017710818281676
620 => 0.0001781670862527
621 => 0.00018320645694533
622 => 0.00019082194026053
623 => 0.00018245374301205
624 => 0.0001788075996361
625 => 0.00018106964647985
626 => 0.00018709377531381
627 => 0.00019622063886674
628 => 0.00019081735194816
629 => 0.00019321523892886
630 => 0.00019373907055958
701 => 0.00018975488682637
702 => 0.00019636754140396
703 => 0.0001999113167132
704 => 0.00020354649689951
705 => 0.00020670282199984
706 => 0.00020209452599377
707 => 0.00020702606329355
708 => 0.00020305211476345
709 => 0.0001994870721127
710 => 0.00019949247881082
711 => 0.00019725607547904
712 => 0.00019292276221877
713 => 0.00019212363276862
714 => 0.00019628080508721
715 => 0.00019961446360104
716 => 0.00019988903968339
717 => 0.0002017347243262
718 => 0.00020282698148575
719 => 0.00021353258650097
720 => 0.0002178384693995
721 => 0.00022310362150163
722 => 0.00022515469497313
723 => 0.00023132769077179
724 => 0.00022634249531816
725 => 0.00022526391692342
726 => 0.00021029024828741
727 => 0.00021274218568772
728 => 0.00021666797404238
729 => 0.00021035498309142
730 => 0.00021435912279959
731 => 0.00021514962479726
801 => 0.00021014047007461
802 => 0.00021281607604477
803 => 0.00020571045984989
804 => 0.00019097682327617
805 => 0.0001963839441533
806 => 0.00020036540513608
807 => 0.00019468336940306
808 => 0.00020486819852936
809 => 0.00019891843161132
810 => 0.00019703264113748
811 => 0.00018967550016619
812 => 0.00019314778750232
813 => 0.00019784410584279
814 => 0.00019494232711398
815 => 0.00020096395368052
816 => 0.00020949218280788
817 => 0.00021556990674887
818 => 0.00021603647892566
819 => 0.00021212890960748
820 => 0.00021839081437763
821 => 0.0002184364255176
822 => 0.00021137297135625
823 => 0.00020704664501189
824 => 0.00020606369456379
825 => 0.00020851929750194
826 => 0.00021150085279817
827 => 0.00021620193449403
828 => 0.00021904269970553
829 => 0.00022644990875169
830 => 0.00022845408713825
831 => 0.00023065607155616
901 => 0.00023359860180534
902 => 0.00023713186381875
903 => 0.00022940128768213
904 => 0.00022970843788363
905 => 0.00022250983242233
906 => 0.00021481709010247
907 => 0.00022065492260938
908 => 0.00022828711203784
909 => 0.00022653627935013
910 => 0.00022633927490649
911 => 0.00022667058173621
912 => 0.00022535051106653
913 => 0.00021937988035165
914 => 0.00021638146698477
915 => 0.00022025018520488
916 => 0.00022230623676203
917 => 0.00022549499342064
918 => 0.00022510191185598
919 => 0.00023331580656107
920 => 0.00023650747766819
921 => 0.00023569091161968
922 => 0.00023584117942437
923 => 0.00024161954750972
924 => 0.00024804628123267
925 => 0.00025406576544641
926 => 0.0002601890433315
927 => 0.00025280719284543
928 => 0.00024905914441784
929 => 0.0002529261736766
930 => 0.00025087427351952
1001 => 0.00026266510045521
1002 => 0.00026348147173004
1003 => 0.00027527144605473
1004 => 0.00028646153561289
1005 => 0.00027943324085269
1006 => 0.00028606060625021
1007 => 0.00029322864226466
1008 => 0.00030705694670846
1009 => 0.0003024000602574
1010 => 0.00029883295821861
1011 => 0.00029546206402806
1012 => 0.00030247635972421
1013 => 0.00031150013908119
1014 => 0.000313443774726
1015 => 0.00031659320699656
1016 => 0.00031328196405833
1017 => 0.00031726999145598
1018 => 0.00033134948059774
1019 => 0.00032754507834855
1020 => 0.00032214221556652
1021 => 0.00033325662003543
1022 => 0.00033727887980657
1023 => 0.00036550920535427
1024 => 0.00040115115749481
1025 => 0.00038639515527095
1026 => 0.00037723562851738
1027 => 0.00037938833457135
1028 => 0.00039240356893686
1029 => 0.00039658364913217
1030 => 0.00038522075020126
1031 => 0.00038923431820068
1101 => 0.00041134947248276
1102 => 0.000423213543216
1103 => 0.00040710054160298
1104 => 0.00036264540920357
1105 => 0.000321655746887
1106 => 0.0003325280511219
1107 => 0.00033129546922855
1108 => 0.00035505544358296
1109 => 0.00032745434461311
1110 => 0.0003279190763328
1111 => 0.00035217038179461
1112 => 0.00034570054927003
1113 => 0.00033522024917375
1114 => 0.0003217322646759
1115 => 0.00029679847784405
1116 => 0.00027471392751701
1117 => 0.00031802681647654
1118 => 0.00031615908594522
1119 => 0.00031345433535373
1120 => 0.00031947346511052
1121 => 0.00034870065064974
1122 => 0.00034802686942389
1123 => 0.00034374061703126
1124 => 0.00034699170169377
1125 => 0.00033465031831365
1126 => 0.00033783097381878
1127 => 0.00032164925391506
1128 => 0.00032896406711986
1129 => 0.00033519776315668
1130 => 0.00033644926992752
1201 => 0.00033926897858574
1202 => 0.00031517487682555
1203 => 0.00032599242115022
1204 => 0.00033234671497412
1205 => 0.00030363778430652
1206 => 0.00033177923172108
1207 => 0.00031475545211845
1208 => 0.00030897732563273
1209 => 0.00031675681173547
1210 => 0.00031372513843543
1211 => 0.00031111868375789
1212 => 0.00030966423726324
1213 => 0.00031537663326655
1214 => 0.00031511014316521
1215 => 0.00030576355457551
1216 => 0.00029357131077594
1217 => 0.00029766342799184
1218 => 0.0002961767234435
1219 => 0.00029078871437162
1220 => 0.00029441958193537
1221 => 0.00027843107872463
1222 => 0.00025092368996063
1223 => 0.00026909591355223
1224 => 0.00026839630271153
1225 => 0.00026804352720083
1226 => 0.00028169945098654
1227 => 0.00028038674901031
1228 => 0.00027800418206944
1229 => 0.00029074495666132
1230 => 0.00028609440254768
1231 => 0.00030042631451755
]
'min_raw' => 0.00012865405198914
'max_raw' => 0.000423213543216
'avg_raw' => 0.00027593379760257
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000128'
'max' => '$0.000423'
'avg' => '$0.000275'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 7.008741055015E-5
'max_diff' => 0.00027976554160883
'year' => 2029
]
4 => [
'items' => [
101 => 0.00030986623867086
102 => 0.00030747196855603
103 => 0.00031635026284933
104 => 0.00029775770210758
105 => 0.00030393340498192
106 => 0.00030520620878517
107 => 0.00029058773748055
108 => 0.00028060152328808
109 => 0.00027993555665262
110 => 0.00026262083742796
111 => 0.00027187022067825
112 => 0.00028000929517301
113 => 0.00027611131010771
114 => 0.00027487732448503
115 => 0.00028118148941248
116 => 0.00028167137701887
117 => 0.00027050188767735
118 => 0.00027282437820317
119 => 0.0002825095497778
120 => 0.00027258033672908
121 => 0.00025328949770317
122 => 0.00024850510290803
123 => 0.00024786677644847
124 => 0.0002348911183089
125 => 0.00024882481904571
126 => 0.00024274238527413
127 => 0.00026195672067981
128 => 0.00025098159534464
129 => 0.00025050847962714
130 => 0.00024979329582916
131 => 0.00023862461085075
201 => 0.00024106984305407
202 => 0.00024919816731726
203 => 0.00025209844498649
204 => 0.00025179592226432
205 => 0.00024915833409398
206 => 0.00025036580845172
207 => 0.00024647611283347
208 => 0.00024510258035365
209 => 0.00024076733402748
210 => 0.00023439571957036
211 => 0.00023528173164001
212 => 0.00022265789617685
213 => 0.00021577976061886
214 => 0.00021387598334878
215 => 0.0002113301728189
216 => 0.00021416353942228
217 => 0.00022262213443708
218 => 0.00021241927425819
219 => 0.0001949271861289
220 => 0.00019597849043053
221 => 0.00019834045906127
222 => 0.00019393894614388
223 => 0.00018977328355856
224 => 0.00019339498920561
225 => 0.0001859833608711
226 => 0.00019923611893602
227 => 0.00019887766897079
228 => 0.00020381747763233
301 => 0.00020690644136346
302 => 0.00019978738002707
303 => 0.00019799695535296
304 => 0.0001990168626176
305 => 0.00018216006740462
306 => 0.00020243991783452
307 => 0.00020261529882318
308 => 0.00020111358032141
309 => 0.0002119119746052
310 => 0.00023469995464763
311 => 0.00022612619991129
312 => 0.00022280618293428
313 => 0.00021649482823405
314 => 0.00022490433364094
315 => 0.00022425861483441
316 => 0.0002213384295097
317 => 0.00021957229231379
318 => 0.00022282645424999
319 => 0.00021916906563768
320 => 0.00021851209814459
321 => 0.00021453158992415
322 => 0.00021311072959104
323 => 0.00021205878116648
324 => 0.00021090068931336
325 => 0.00021345515136283
326 => 0.00020766640429126
327 => 0.00020068574280082
328 => 0.0002001053763297
329 => 0.00020170781918282
330 => 0.00020099885750815
331 => 0.00020010198209396
401 => 0.00019838960267877
402 => 0.00019788157628548
403 => 0.0001995324156043
404 => 0.00019766871426327
405 => 0.00020041870711303
406 => 0.00019967086122194
407 => 0.00019549345486641
408 => 0.0001902868598735
409 => 0.00019024051025686
410 => 0.00018911875790616
411 => 0.00018769003763096
412 => 0.00018729260033509
413 => 0.00019308997925777
414 => 0.00020509038012678
415 => 0.00020273441429094
416 => 0.00020443684105642
417 => 0.00021281109578891
418 => 0.00021547301954575
419 => 0.00021358364911426
420 => 0.00021099736233636
421 => 0.00021111114582896
422 => 0.00021994927067131
423 => 0.00022050049367666
424 => 0.0002218932563799
425 => 0.00022368335004827
426 => 0.00021388850980657
427 => 0.00021064980973441
428 => 0.00020911513396399
429 => 0.00020438892658534
430 => 0.00020948573604881
501 => 0.00020651604344159
502 => 0.00020691675643345
503 => 0.00020665579157182
504 => 0.00020679829603263
505 => 0.00019923241452005
506 => 0.00020198902409221
507 => 0.00019740562602527
508 => 0.00019126897052422
509 => 0.00019124839830319
510 => 0.00019275033604328
511 => 0.00019185692470464
512 => 0.00018945277776409
513 => 0.00018979427548974
514 => 0.00018680239607223
515 => 0.00019015754382075
516 => 0.00019025375745288
517 => 0.00018896184281357
518 => 0.00019413091084134
519 => 0.00019624868222987
520 => 0.00019539831633878
521 => 0.00019618901829205
522 => 0.00020283231530796
523 => 0.00020391546258893
524 => 0.00020439652506244
525 => 0.0002037519650765
526 => 0.00019631044556623
527 => 0.00019664050860029
528 => 0.00019421872505659
529 => 0.00019217257316342
530 => 0.0001922544085085
531 => 0.00019330639656271
601 => 0.00019790049009375
602 => 0.00020756848909322
603 => 0.00020793538258803
604 => 0.00020838006820679
605 => 0.00020657130831423
606 => 0.00020602576902314
607 => 0.00020674547616373
608 => 0.00021037626826869
609 => 0.00021971565131309
610 => 0.00021641448958878
611 => 0.00021373059372127
612 => 0.00021608509397021
613 => 0.00021572263711207
614 => 0.00021266313646567
615 => 0.00021257726647251
616 => 0.00020670510655055
617 => 0.00020453430273001
618 => 0.00020272021657572
619 => 0.00020073928185315
620 => 0.00019956491734808
621 => 0.00020136927496699
622 => 0.00020178195290297
623 => 0.00019783669343444
624 => 0.00019729896914712
625 => 0.00020052075319346
626 => 0.00019910296615488
627 => 0.00020056119528348
628 => 0.00020089951694978
629 => 0.00020084503936929
630 => 0.00019936470686921
701 => 0.00020030822666061
702 => 0.00019807652107717
703 => 0.00019564987644651
704 => 0.00019410182835745
705 => 0.00019275095108096
706 => 0.00019350049630741
707 => 0.00019082850443669
708 => 0.00018997368046068
709 => 0.00019998858338516
710 => 0.00020738669985382
711 => 0.00020727912831039
712 => 0.00020662431420491
713 => 0.00020565139326837
714 => 0.00021030509304223
715 => 0.00020868383709468
716 => 0.00020986343625699
717 => 0.00021016369375142
718 => 0.00021107248275529
719 => 0.00021139729671111
720 => 0.00021041548333881
721 => 0.00020712039774294
722 => 0.00019890935772537
723 => 0.00019508709643191
724 => 0.00019382568654027
725 => 0.00019387153639407
726 => 0.00019260679274344
727 => 0.00019297931643038
728 => 0.0001924772442077
729 => 0.00019152644088227
730 => 0.00019344178688135
731 => 0.00019366251266507
801 => 0.0001932154480222
802 => 0.00019332074792957
803 => 0.00018961924363044
804 => 0.00018990066096306
805 => 0.00018833369349425
806 => 0.00018803990598393
807 => 0.00018407874867426
808 => 0.00017706098432124
809 => 0.00018094950700368
810 => 0.00017625271841232
811 => 0.00017447397340482
812 => 0.00018289427561875
813 => 0.0001820491108193
814 => 0.00018060255606695
815 => 0.00017846280009979
816 => 0.00017766914379737
817 => 0.00017284713934488
818 => 0.00017256222959744
819 => 0.00017495214520916
820 => 0.00017384928138633
821 => 0.00017230044289187
822 => 0.00016669070686821
823 => 0.00016038350625784
824 => 0.00016057388099861
825 => 0.00016258008416313
826 => 0.00016841339043733
827 => 0.00016613421675878
828 => 0.00016448065010448
829 => 0.00016417098677617
830 => 0.00016804707165416
831 => 0.00017353254382141
901 => 0.00017610620463176
902 => 0.00017355578493194
903 => 0.00017062600010514
904 => 0.00017080432253223
905 => 0.00017199062174982
906 => 0.00017211528502422
907 => 0.00017020829628872
908 => 0.00017074510244751
909 => 0.00016992964480572
910 => 0.00016492518276327
911 => 0.00016483466791424
912 => 0.00016360649222117
913 => 0.00016356930354929
914 => 0.0001614798703126
915 => 0.00016118754415922
916 => 0.00015703884764823
917 => 0.00015976953225517
918 => 0.00015793793238821
919 => 0.00015517727935797
920 => 0.000154701341735
921 => 0.00015468703447534
922 => 0.00015752160786668
923 => 0.00015973640861472
924 => 0.00015796979385207
925 => 0.000157567569915
926 => 0.00016186226925925
927 => 0.00016131572962065
928 => 0.00016084242981841
929 => 0.00017304137995401
930 => 0.00016338495902573
1001 => 0.00015917420833177
1002 => 0.00015396260474811
1003 => 0.00015565952915414
1004 => 0.00015601709605949
1005 => 0.00014348412890296
1006 => 0.00013839950568844
1007 => 0.0001366546546112
1008 => 0.00013565046814767
1009 => 0.00013610808852888
1010 => 0.00013153133126899
1011 => 0.00013460698784021
1012 => 0.00013064390291681
1013 => 0.00012997947883241
1014 => 0.00013706596560747
1015 => 0.00013805200884356
1016 => 0.00013384524205876
1017 => 0.00013654666734828
1018 => 0.00013556709298568
1019 => 0.00013071183863308
1020 => 0.00013052640362964
1021 => 0.00012809020766595
1022 => 0.00012427803272326
1023 => 0.00012253576648014
1024 => 0.00012162837909368
1025 => 0.00012200278481396
1026 => 0.00012181347382478
1027 => 0.0001205780915655
1028 => 0.0001218842844898
1029 => 0.0001185475013244
1030 => 0.00011721876738165
1031 => 0.0001166186090861
1101 => 0.00011365702196874
1102 => 0.00011837022409624
1103 => 0.00011929878429071
1104 => 0.00012022917403561
1105 => 0.00012832758156093
1106 => 0.00012792300800682
1107 => 0.0001315801559006
1108 => 0.00013143804585851
1109 => 0.00013039496803734
1110 => 0.00012599439428778
1111 => 0.00012774838455167
1112 => 0.00012234987515003
1113 => 0.0001263948054567
1114 => 0.00012454886818506
1115 => 0.00012577069220831
1116 => 0.00012357374244708
1117 => 0.00012478962515478
1118 => 0.00011951898036013
1119 => 0.00011459732641086
1120 => 0.00011657794363208
1121 => 0.0001187311010626
1122 => 0.00012339969498628
1123 => 0.0001206191189604
1124 => 0.00012161911924453
1125 => 0.00011826928569073
1126 => 0.0001113576222366
1127 => 0.00011139674150114
1128 => 0.0001103335326575
1129 => 0.00010941476498555
1130 => 0.00012093850156565
1201 => 0.0001195053427586
1202 => 0.00011722179176675
1203 => 0.00012027841551405
1204 => 0.00012108663534798
1205 => 0.00012110964423042
1206 => 0.00012333967801358
1207 => 0.0001245298474434
1208 => 0.0001247396199639
1209 => 0.00012824862630475
1210 => 0.0001294247989453
1211 => 0.00013426928759351
1212 => 0.00012442886988253
1213 => 0.00012422621295544
1214 => 0.00012032142847853
1215 => 0.00011784495243107
1216 => 0.00012049099491221
1217 => 0.00012283502732969
1218 => 0.0001203942640997
1219 => 0.00012071297625021
1220 => 0.00011743645103164
1221 => 0.00011860765462244
1222 => 0.000119616452933
1223 => 0.00011905945380033
1224 => 0.00011822559913966
1225 => 0.00012264284340245
1226 => 0.00012239360516982
1227 => 0.00012650704457934
1228 => 0.00012971376475392
1229 => 0.00013546078057658
1230 => 0.00012946346996693
1231 => 0.00012924490413116
]
'min_raw' => 0.00010941476498555
'max_raw' => 0.00031635026284933
'avg_raw' => 0.00021288251391744
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0001094'
'max' => '$0.000316'
'avg' => '$0.000212'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -1.9239287003582E-5
'max_diff' => -0.00010686328036667
'year' => 2030
]
5 => [
'items' => [
101 => 0.00013138142023484
102 => 0.00012942447185581
103 => 0.0001306611956798
104 => 0.00013526152524887
105 => 0.00013535872296356
106 => 0.00013373053601032
107 => 0.00013363146068624
108 => 0.00013394417180102
109 => 0.00013577573056766
110 => 0.00013513572765648
111 => 0.00013587635522819
112 => 0.00013680252134751
113 => 0.00014063353710328
114 => 0.00014155718203216
115 => 0.00013931320370998
116 => 0.00013951580982771
117 => 0.00013867650033664
118 => 0.00013786573788477
119 => 0.00013968821347421
120 => 0.00014301882343477
121 => 0.00014299810388306
122 => 0.0001437707406561
123 => 0.00014425208696484
124 => 0.00014218579624071
125 => 0.00014084071695892
126 => 0.00014135650594517
127 => 0.00014218126376662
128 => 0.00014108904809949
129 => 0.00013434738703841
130 => 0.00013639237634536
131 => 0.00013605199012982
201 => 0.0001355672387665
202 => 0.00013762349132808
203 => 0.00013742516075225
204 => 0.00013148439000815
205 => 0.00013186469887641
206 => 0.00013150751785005
207 => 0.00013266164281856
208 => 0.00012936214532
209 => 0.0001303770485281
210 => 0.0001310135863061
211 => 0.00013138851194745
212 => 0.00013274300045294
213 => 0.00013258406686027
214 => 0.00013273312091767
215 => 0.00013474146979959
216 => 0.00014489900926228
217 => 0.00014545186172389
218 => 0.00014272941400665
219 => 0.00014381697817178
220 => 0.00014172909279887
221 => 0.00014313070423732
222 => 0.00014408965118644
223 => 0.00013975635431827
224 => 0.0001394997646006
225 => 0.00013740326178205
226 => 0.00013852980364475
227 => 0.00013673739453997
228 => 0.00013717718903847
301 => 0.00013594748528006
302 => 0.00013816070721363
303 => 0.00014063543323527
304 => 0.00014126064675823
305 => 0.00013961597915067
306 => 0.00013842513141392
307 => 0.00013633439507781
308 => 0.00013981133619985
309 => 0.0001408280997418
310 => 0.00013980599557382
311 => 0.00013956915170468
312 => 0.00013912033300063
313 => 0.00013966437071445
314 => 0.00014082256222919
315 => 0.00014027638049928
316 => 0.00014063714315437
317 => 0.00013926228792999
318 => 0.00014218648026892
319 => 0.00014683080144834
320 => 0.00014684573370035
321 => 0.00014629954902631
322 => 0.00014607606202541
323 => 0.00014663648064623
324 => 0.00014694048475845
325 => 0.00014875277581498
326 => 0.0001506974363235
327 => 0.0001597723183949
328 => 0.00015722412782298
329 => 0.00016527590306387
330 => 0.00017164381188726
331 => 0.00017355326930849
401 => 0.00017179665832787
402 => 0.00016578738705344
403 => 0.00016549254353598
404 => 0.00017447293186887
405 => 0.00017193556083698
406 => 0.00017163374862659
407 => 0.00016842297662776
408 => 0.00017032094054092
409 => 0.00016990582799166
410 => 0.00016925055252466
411 => 0.00017287173545764
412 => 0.00017965026664296
413 => 0.00017859376898906
414 => 0.00017780514249995
415 => 0.00017434961079036
416 => 0.00017643061270048
417 => 0.00017568960777925
418 => 0.00017887343517419
419 => 0.00017698740635584
420 => 0.00017191633775584
421 => 0.00017272392214485
422 => 0.00017260185738909
423 => 0.00017511394141312
424 => 0.00017435987614287
425 => 0.00017245461404276
426 => 0.00017962709836029
427 => 0.00017916135712416
428 => 0.00017982167171372
429 => 0.00018011236261695
430 => 0.00018447812742768
501 => 0.00018626664158174
502 => 0.00018667266560706
503 => 0.00018837161572478
504 => 0.00018663039418043
505 => 0.00019359652182774
506 => 0.00019822859022839
507 => 0.00020360897603981
508 => 0.00021147116582165
509 => 0.00021442742190895
510 => 0.0002138934007072
511 => 0.00021985442326987
512 => 0.00023056624830889
513 => 0.00021605856681039
514 => 0.00023133519065571
515 => 0.00022649878792338
516 => 0.00021503176404821
517 => 0.00021429342289798
518 => 0.00022205902460113
519 => 0.00023928238176726
520 => 0.00023496812614284
521 => 0.00023928943834392
522 => 0.00023424839812135
523 => 0.00023399806798508
524 => 0.00023904460627212
525 => 0.00025083611805228
526 => 0.00024523441280374
527 => 0.00023720299473547
528 => 0.00024313326885437
529 => 0.00023799591659162
530 => 0.00022642002408928
531 => 0.00023496482711288
601 => 0.00022925116067297
602 => 0.00023091871229535
603 => 0.00024292798930828
604 => 0.00024148300132548
605 => 0.00024335294957751
606 => 0.00024005253985774
607 => 0.00023696943675264
608 => 0.00023121459585272
609 => 0.00022951087117248
610 => 0.00022998171938051
611 => 0.00022951063784349
612 => 0.00022629085724971
613 => 0.00022559554593704
614 => 0.00022443666328696
615 => 0.00022479584947852
616 => 0.00022261681105331
617 => 0.000226729106774
618 => 0.00022749238509718
619 => 0.00023048497098569
620 => 0.00023079567118016
621 => 0.00023912998028287
622 => 0.00023453958288147
623 => 0.00023761921777418
624 => 0.00023734374624273
625 => 0.00021528028922664
626 => 0.00021832043893593
627 => 0.00022304995783205
628 => 0.00022091931598006
629 => 0.00021790708689475
630 => 0.00021547455040287
701 => 0.00021178900887803
702 => 0.00021697633779968
703 => 0.00022379712372072
704 => 0.00023096865756713
705 => 0.00023958478558608
706 => 0.00023766176611504
707 => 0.00023080758504707
708 => 0.0002311150586028
709 => 0.00023301573913791
710 => 0.0002305541851499
711 => 0.00022982822482359
712 => 0.00023291600333696
713 => 0.00023293726717057
714 => 0.00023010495181862
715 => 0.00022695735161317
716 => 0.00022694416305338
717 => 0.00022638407799903
718 => 0.00023434803600829
719 => 0.0002387274076664
720 => 0.00023922949556929
721 => 0.00023869361315011
722 => 0.00023889985302484
723 => 0.00023635159314985
724 => 0.00024217615956108
725 => 0.00024752135768994
726 => 0.00024608873040791
727 => 0.00024394101845217
728 => 0.00024223026243159
729 => 0.00024568573065807
730 => 0.00024553186409736
731 => 0.00024747467204734
801 => 0.00024738653505652
802 => 0.00024673324181565
803 => 0.00024608875373907
804 => 0.00024864407611308
805 => 0.00024790818430659
806 => 0.00024717114945686
807 => 0.00024569291323134
808 => 0.00024589383008529
809 => 0.0002437464889623
810 => 0.00024275303070316
811 => 0.00022781380212535
812 => 0.00022382155209598
813 => 0.00022507759522496
814 => 0.00022549111723617
815 => 0.00022375368490718
816 => 0.00022624471655721
817 => 0.00022585649191321
818 => 0.00022736684689919
819 => 0.00022642324267594
820 => 0.0002264619685224
821 => 0.00022923690734536
822 => 0.0002300424838911
823 => 0.00022963276115814
824 => 0.00022991971691583
825 => 0.00023653249123542
826 => 0.00023559236619179
827 => 0.00023509294349975
828 => 0.00023523128699856
829 => 0.0002369209926167
830 => 0.00023739401793527
831 => 0.00023538977642158
901 => 0.00023633498830582
902 => 0.00024035958054365
903 => 0.0002417679600547
904 => 0.00024626283139345
905 => 0.00024435333015878
906 => 0.00024785830231629
907 => 0.00025863139179542
908 => 0.00026723768111244
909 => 0.00025932298178656
910 => 0.00027512733611293
911 => 0.00028743329295598
912 => 0.0002869609698357
913 => 0.00028481514161821
914 => 0.00027080513692318
915 => 0.00025791292172541
916 => 0.00026869780717072
917 => 0.00026872530006165
918 => 0.00026779886883726
919 => 0.00026204488406838
920 => 0.00026759864263978
921 => 0.00026803947982689
922 => 0.00026779272823018
923 => 0.00026338116159882
924 => 0.00025664551474653
925 => 0.0002579616440186
926 => 0.00026011749061458
927 => 0.00025603602325169
928 => 0.00025473174712442
929 => 0.0002571566445937
930 => 0.00026497016948718
1001 => 0.00026349306786674
1002 => 0.00026345449477399
1003 => 0.00026977416189483
1004 => 0.00026525064410583
1005 => 0.00025797824462355
1006 => 0.00025614186784311
1007 => 0.00024962396740418
1008 => 0.00025412590445332
1009 => 0.00025428792115307
1010 => 0.00025182225623994
1011 => 0.0002581783197422
1012 => 0.00025811974749806
1013 => 0.00026415388381826
1014 => 0.00027568888614436
1015 => 0.00027227741835354
1016 => 0.00026831025247946
1017 => 0.00026874159340755
1018 => 0.00027347233874858
1019 => 0.00027061202212298
1020 => 0.00027164061192438
1021 => 0.00027347078185472
1022 => 0.00027457496881426
1023 => 0.00026858271789654
1024 => 0.00026718563756513
1025 => 0.00026432770151562
1026 => 0.00026358211934621
1027 => 0.00026590984862574
1028 => 0.00026529657420047
1029 => 0.00025427430427682
1030 => 0.00025312241574246
1031 => 0.00025315774251929
1101 => 0.00025026126403035
1102 => 0.00024584343910022
1103 => 0.00025745321924198
1104 => 0.00025652079141783
1105 => 0.00025549146326415
1106 => 0.00025561755008971
1107 => 0.00026065696215729
1108 => 0.00025773384866168
1109 => 0.00026550542497863
1110 => 0.00026390782252284
1111 => 0.00026226924759235
1112 => 0.00026204274662475
1113 => 0.00026141203507315
1114 => 0.00025924909048531
1115 => 0.00025663720492268
1116 => 0.00025491261183657
1117 => 0.00023514340978956
1118 => 0.00023881245869733
1119 => 0.00024303336502138
1120 => 0.00024449040497023
1121 => 0.00024199803731363
1122 => 0.00025934750435156
1123 => 0.00026251741916301
1124 => 0.00025291554043069
1125 => 0.000251119420962
1126 => 0.0002594652576449
1127 => 0.00025443169788807
1128 => 0.00025669830953836
1129 => 0.00025179913492072
1130 => 0.00026175387951087
1201 => 0.00026167804103585
1202 => 0.00025780542055218
1203 => 0.00026107853286642
1204 => 0.00026050974905448
1205 => 0.00025613757006626
1206 => 0.00026189248538331
1207 => 0.00026189533974951
1208 => 0.00025816802673201
1209 => 0.0002538153411413
1210 => 0.00025303718376352
1211 => 0.00025245094671011
1212 => 0.00025655413116021
1213 => 0.00026023303350784
1214 => 0.00026707855869956
1215 => 0.00026879968637842
1216 => 0.00027551736229098
1217 => 0.00027151731336276
1218 => 0.00027329048324334
1219 => 0.0002752155099789
1220 => 0.00027613843858644
1221 => 0.00027463457594753
1222 => 0.00028506989174546
1223 => 0.00028595095212862
1224 => 0.00028624636405395
1225 => 0.00028272763428053
1226 => 0.00028585308988828
1227 => 0.00028439079271362
1228 => 0.00028819528372423
1229 => 0.00028879187649287
1230 => 0.00028828658364223
1231 => 0.00028847595160358
]
'min_raw' => 0.00012936214532
'max_raw' => 0.00028879187649287
'avg_raw' => 0.00020907701090643
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.000129'
'max' => '$0.000288'
'avg' => '$0.000209'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 1.9947380334445E-5
'max_diff' => -2.7558386356456E-5
'year' => 2031
]
6 => [
'items' => [
101 => 0.0002795712504859
102 => 0.00027910949475691
103 => 0.00027281342262741
104 => 0.00027537911855839
105 => 0.00027058267299242
106 => 0.00027210367529025
107 => 0.0002727741186105
108 => 0.00027242391706733
109 => 0.00027552417915679
110 => 0.00027288832303904
111 => 0.00026593186536944
112 => 0.0002589735124176
113 => 0.00025888615596444
114 => 0.00025705414445735
115 => 0.00025572993568737
116 => 0.0002559850252753
117 => 0.00025688399425502
118 => 0.00025567768597604
119 => 0.00025593511300874
120 => 0.00026021011697896
121 => 0.00026106743853725
122 => 0.00025815392490501
123 => 0.00024645574725356
124 => 0.00024358498511524
125 => 0.00024564843201058
126 => 0.00024466223729761
127 => 0.00019746152060387
128 => 0.00020855062885294
129 => 0.00020196185728188
130 => 0.00020499826635662
131 => 0.0001982728367367
201 => 0.00020148256426129
202 => 0.00020088984478798
203 => 0.00021872080270191
204 => 0.00021844239681977
205 => 0.00021857565498264
206 => 0.00021221489566648
207 => 0.00022234775797055
208 => 0.00022733957030748
209 => 0.0002264157186967
210 => 0.00022664823224353
211 => 0.00022265287915472
212 => 0.00021861433873395
213 => 0.0002141349758804
214 => 0.00022245707839631
215 => 0.00022153180265957
216 => 0.00022365405229596
217 => 0.0002290515306537
218 => 0.0002298463298449
219 => 0.00023091454801794
220 => 0.00023053166784385
221 => 0.00023965342694637
222 => 0.00023854872173175
223 => 0.00024121074345361
224 => 0.00023573476280368
225 => 0.00022953817091344
226 => 0.00023071594044992
227 => 0.00023060251177254
228 => 0.00022915843452201
229 => 0.0002278547861493
301 => 0.00022568457890938
302 => 0.00023255143574672
303 => 0.00023227265389948
304 => 0.0002367858079579
305 => 0.00023598806413963
306 => 0.00023066053568023
307 => 0.0002308508094014
308 => 0.00023213049161868
309 => 0.00023655948638384
310 => 0.00023787431357909
311 => 0.00023726523323545
312 => 0.0002387068812309
313 => 0.00023984630102579
314 => 0.00023884997481433
315 => 0.00025295585290262
316 => 0.00024709810886197
317 => 0.00024995313254947
318 => 0.00025063403887616
319 => 0.00024888991163826
320 => 0.00024926815038364
321 => 0.00024984107901901
322 => 0.00025331978950206
323 => 0.00026244893238258
324 => 0.00026649216762018
325 => 0.00027865644032221
326 => 0.00026615643321825
327 => 0.00026541473452687
328 => 0.00026760588736635
329 => 0.00027474760316148
330 => 0.00028053529302618
331 => 0.00028245540365414
401 => 0.00028270917797119
402 => 0.00028631143315578
403 => 0.00028837617864951
404 => 0.00028587402462766
405 => 0.00028375371108058
406 => 0.00027615901113797
407 => 0.00027703811833601
408 => 0.00028309429516184
409 => 0.00029164900163535
410 => 0.00029898982975513
411 => 0.00029641932760127
412 => 0.0003160304445435
413 => 0.00031797480668409
414 => 0.00031770615870502
415 => 0.00032213570502117
416 => 0.00031334395764503
417 => 0.00030958531530964
418 => 0.00028421214693604
419 => 0.00029134097229094
420 => 0.00030170313860551
421 => 0.00030033166703764
422 => 0.0002928063848785
423 => 0.00029898412115381
424 => 0.00029694156834552
425 => 0.00029533052220002
426 => 0.00030271103690919
427 => 0.00029459585781163
428 => 0.00030162218348622
429 => 0.00029261084813052
430 => 0.00029643106943859
501 => 0.00029426252706082
502 => 0.00029566583974579
503 => 0.00028746210246381
504 => 0.00029188863996671
505 => 0.00028727794395059
506 => 0.00028727575788035
507 => 0.00028717397651024
508 => 0.00029259843992625
509 => 0.0002927753314835
510 => 0.00028876664482316
511 => 0.00028818893044795
512 => 0.00029032504328546
513 => 0.00028782421460158
514 => 0.00028899433660274
515 => 0.00028785965640497
516 => 0.00028760421599243
517 => 0.00028556882332571
518 => 0.00028469192020061
519 => 0.00028503577651097
520 => 0.00028386201765362
521 => 0.00028315478548535
522 => 0.0002870332902312
523 => 0.00028496116160393
524 => 0.00028671570680056
525 => 0.00028471618110774
526 => 0.00027778495390454
527 => 0.00027379873184358
528 => 0.00026070628618184
529 => 0.00026441928753038
530 => 0.00026688101126584
531 => 0.00026606741158595
601 => 0.00026781533851963
602 => 0.00026792264703728
603 => 0.00026735437817314
604 => 0.00026669639562821
605 => 0.00026637612611406
606 => 0.00026876315268067
607 => 0.0002701489019462
608 => 0.00026712807817631
609 => 0.00026642034143284
610 => 0.00026947456104845
611 => 0.00027133763324961
612 => 0.00028509351161315
613 => 0.00028407443171307
614 => 0.00028663212227792
615 => 0.00028634416557128
616 => 0.00028902503275531
617 => 0.00029340711758218
618 => 0.00028449711387896
619 => 0.00028604358243709
620 => 0.00028566442405981
621 => 0.00028980397580229
622 => 0.00028981689903098
623 => 0.00028733503097542
624 => 0.00028868049191205
625 => 0.00028792949252801
626 => 0.00028928664991862
627 => 0.0002840608212797
628 => 0.00029042531646856
629 => 0.00029403357512163
630 => 0.00029408367579653
701 => 0.00029579396176117
702 => 0.00029753171135434
703 => 0.00030086717037232
704 => 0.00029743868721265
705 => 0.00029127117976451
706 => 0.00029171645388134
707 => 0.0002881004465211
708 => 0.00028816123225811
709 => 0.00028783675323008
710 => 0.00028881053921883
711 => 0.0002842745125435
712 => 0.00028533910893772
713 => 0.00028384866775154
714 => 0.00028604034250903
715 => 0.00028368246276679
716 => 0.00028566424121816
717 => 0.00028651951110078
718 => 0.00028967547538027
719 => 0.00028321632427667
720 => 0.00027004567793034
721 => 0.00027281430747099
722 => 0.00026871928690921
723 => 0.00026909829665304
724 => 0.00026986395665454
725 => 0.00026738220208132
726 => 0.00026785564264481
727 => 0.00026783872801634
728 => 0.00026769296688613
729 => 0.00026704736667173
730 => 0.00026611111863273
731 => 0.00026984084265815
801 => 0.00027047459544851
802 => 0.00027188334939612
803 => 0.00027607484557729
804 => 0.0002756560162665
805 => 0.00027633914424945
806 => 0.00027484787969827
807 => 0.00026916747213852
808 => 0.00026947594559828
809 => 0.00026562927661213
810 => 0.00027178498142166
811 => 0.00027032722927143
812 => 0.00026938740697693
813 => 0.00026913096775649
814 => 0.00027333285384596
815 => 0.00027459012402043
816 => 0.00027380667761996
817 => 0.00027219980619583
818 => 0.00027528547435906
819 => 0.00027611106898565
820 => 0.00027629588917578
821 => 0.00028176310154284
822 => 0.00027660144561395
823 => 0.00027784390749848
824 => 0.00028753724044521
825 => 0.00027874672505104
826 => 0.00028340325710722
827 => 0.00028317534409449
828 => 0.00028555746832598
829 => 0.00028297994037851
830 => 0.00028301189192656
831 => 0.00028512705686505
901 => 0.00028215668918095
902 => 0.00028142118436999
903 => 0.00028040508974144
904 => 0.0002826236951898
905 => 0.00028395364881721
906 => 0.00029467209831077
907 => 0.00030159670550429
908 => 0.00030129609004366
909 => 0.0003040431526252
910 => 0.00030280557577201
911 => 0.00029880911365678
912 => 0.00030563058717084
913 => 0.00030347198752841
914 => 0.00030364993986024
915 => 0.00030364331646556
916 => 0.00030507859651971
917 => 0.00030406156905986
918 => 0.00030205690354076
919 => 0.00030338769406616
920 => 0.00030733966616028
921 => 0.00031960670880175
922 => 0.00032647150838061
923 => 0.0003191934392474
924 => 0.00032421375387826
925 => 0.00032120335402075
926 => 0.000320656274815
927 => 0.00032380940340152
928 => 0.00032696805112222
929 => 0.00032676685891762
930 => 0.00032447384287075
1001 => 0.000323178576289
1002 => 0.00033298676879215
1003 => 0.00034021327795027
1004 => 0.00033972047847282
1005 => 0.00034189553509932
1006 => 0.00034828156862668
1007 => 0.00034886542750005
1008 => 0.00034879187470185
1009 => 0.00034734471956484
1010 => 0.00035363259890377
1011 => 0.00035887805847302
1012 => 0.00034700974496295
1013 => 0.00035152904337996
1014 => 0.00035355790204205
1015 => 0.00035653686849324
1016 => 0.00036156288422915
1017 => 0.00036702247040319
1018 => 0.00036779451574951
1019 => 0.00036724671263052
1020 => 0.0003636459687872
1021 => 0.00036961991312523
1022 => 0.00037311930961222
1023 => 0.00037520312013796
1024 => 0.00038048731691822
1025 => 0.00035357043158244
1026 => 0.00033451732228578
1027 => 0.00033154190413887
1028 => 0.00033759253394314
1029 => 0.00033918803676966
1030 => 0.00033854489158088
1031 => 0.00031709888483458
1101 => 0.0003314289953517
1102 => 0.00034684698935821
1103 => 0.00034743925729976
1104 => 0.00035515782747447
1105 => 0.00035767131031824
1106 => 0.000363885771005
1107 => 0.00036349705479703
1108 => 0.00036501017708059
1109 => 0.00036466233647123
1110 => 0.00037617331628437
1111 => 0.00038887163641531
1112 => 0.00038843193396736
1113 => 0.00038660640020883
1114 => 0.00038931762914
1115 => 0.00040242365634982
1116 => 0.00040121706338414
1117 => 0.00040238916567295
1118 => 0.00041784191037665
1119 => 0.00043793267661876
1120 => 0.00042859849861935
1121 => 0.0004488509790407
1122 => 0.00046159884192809
1123 => 0.0004836449526382
1124 => 0.00048088467099791
1125 => 0.00048946706011552
1126 => 0.00047594319077362
1127 => 0.0004448896531397
1128 => 0.00043997531194096
1129 => 0.00044981394747177
1130 => 0.00047400127288425
1201 => 0.00044905220251915
1202 => 0.00045409936696027
1203 => 0.00045264578326169
1204 => 0.00045256832796372
1205 => 0.00045552448165356
1206 => 0.00045123642654384
1207 => 0.00043376611862044
1208 => 0.00044177265778856
1209 => 0.00043868094851016
1210 => 0.00044211143045674
1211 => 0.00046062432668408
1212 => 0.00045243933396965
1213 => 0.00044381710903981
1214 => 0.00045463129252671
1215 => 0.00046840146426215
1216 => 0.00046753975166232
1217 => 0.00046586766905074
1218 => 0.00047529311118485
1219 => 0.00049086118019499
1220 => 0.00049506916669086
1221 => 0.00049817541629362
1222 => 0.00049860371563332
1223 => 0.00050301546501881
1224 => 0.000479292376669
1225 => 0.00051694152713227
1226 => 0.00052344249538049
1227 => 0.00052222058278735
1228 => 0.00052944613539268
1229 => 0.00052732019452161
1230 => 0.00052424003974934
1231 => 0.0005356940775479
]
'min_raw' => 0.00019746152060387
'max_raw' => 0.0005356940775479
'avg_raw' => 0.00036657779907589
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.000197'
'max' => '$0.000535'
'avg' => '$0.000366'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 6.8099375283871E-5
'max_diff' => 0.00024690220105503
'year' => 2032
]
7 => [
'items' => [
101 => 0.00052256294750504
102 => 0.00050392496157251
103 => 0.00049369979387236
104 => 0.00050716511954067
105 => 0.0005153879240512
106 => 0.00052082267476407
107 => 0.00052246722704602
108 => 0.00048113393248663
109 => 0.00045885757916873
110 => 0.00047313646624659
111 => 0.00049055769395773
112 => 0.00047919560086945
113 => 0.00047964097340722
114 => 0.00046344161456887
115 => 0.00049199097776401
116 => 0.00048783157568442
117 => 0.0005094105610312
118 => 0.00050426056299601
119 => 0.00052185738785492
120 => 0.00051722355413575
121 => 0.00053645833882988
122 => 0.00054413161520538
123 => 0.00055701624048994
124 => 0.00056649422329912
125 => 0.0005720598760896
126 => 0.0005717257351723
127 => 0.00059377962432536
128 => 0.000580775216396
129 => 0.0005644386151331
130 => 0.00056414313755757
131 => 0.00057260409484306
201 => 0.00059033594016316
202 => 0.00059493354966681
203 => 0.00059750298616192
204 => 0.00059356780472693
205 => 0.00057945245195392
206 => 0.00057335751419299
207 => 0.00057855057775265
208 => 0.00057219990726423
209 => 0.00058316294621066
210 => 0.00059821754026288
211 => 0.00059510882612341
212 => 0.00060550079140717
213 => 0.00061625538220924
214 => 0.00063163493007508
215 => 0.00063565571339022
216 => 0.00064230191531346
217 => 0.00064914304025606
218 => 0.00065134022521414
219 => 0.00065553533304556
220 => 0.00065551322275653
221 => 0.00066815546256985
222 => 0.00068210024458152
223 => 0.00068736407696848
224 => 0.00069946796929288
225 => 0.00067874047785832
226 => 0.00069446251821169
227 => 0.00070864419215863
228 => 0.0006917362158373
301 => 0.00071503992214303
302 => 0.00071594475225155
303 => 0.00072960661262638
304 => 0.00071575769984073
305 => 0.00070753425963591
306 => 0.00073127502337895
307 => 0.00074276243112715
308 => 0.00073930233042577
309 => 0.00071297079324199
310 => 0.00069764470918828
311 => 0.00065753339103888
312 => 0.00070504698006684
313 => 0.00072818946329196
314 => 0.00071291085980125
315 => 0.00072061649869868
316 => 0.00076265596596121
317 => 0.00077866187324085
318 => 0.00077533275641642
319 => 0.00077589532235782
320 => 0.00078453181939815
321 => 0.00082283080348076
322 => 0.00079988116445496
323 => 0.00081742530358361
324 => 0.00082673065171735
325 => 0.00083537397765665
326 => 0.00081414870090094
327 => 0.00078653492770301
328 => 0.00077778848658388
329 => 0.00071139170379246
330 => 0.00070793546290156
331 => 0.00070599537015468
401 => 0.00069376335981715
402 => 0.00068415235032147
403 => 0.00067650931873659
404 => 0.00065645172145546
405 => 0.0006632205717409
406 => 0.00063125294802066
407 => 0.00065170470081384
408 => 0.00060068360147108
409 => 0.00064317548910389
410 => 0.00062004908653441
411 => 0.00063557784387721
412 => 0.00063552366550574
413 => 0.00060693029984064
414 => 0.00059043824325333
415 => 0.00060094762359121
416 => 0.00061221451354907
417 => 0.00061404252853836
418 => 0.00062865034546464
419 => 0.00063272707317479
420 => 0.00062037439788882
421 => 0.00059962630259243
422 => 0.00060444561191611
423 => 0.00059034058010371
424 => 0.00056562205439468
425 => 0.00058337533110296
426 => 0.00058943708032764
427 => 0.00059211429411549
428 => 0.00056780646302252
429 => 0.00056016841474442
430 => 0.00055610198193059
501 => 0.000596488466843
502 => 0.00059870092965384
503 => 0.00058738165710288
504 => 0.00063854584237067
505 => 0.00062696581147593
506 => 0.00063990354316181
507 => 0.0006040083101086
508 => 0.00060537955635057
509 => 0.00058838617777656
510 => 0.00059790133428004
511 => 0.00059117632835119
512 => 0.00059713260366517
513 => 0.00060070277052972
514 => 0.00061769336065753
515 => 0.00064336949435079
516 => 0.00061515553307868
517 => 0.00060286230612106
518 => 0.00061048895498584
519 => 0.00063079972594077
520 => 0.00066157158362673
521 => 0.00064335402453529
522 => 0.00065143866790586
523 => 0.00065320480282158
524 => 0.00063977184919825
525 => 0.00066206687578739
526 => 0.00067401496166099
527 => 0.00068627122545929
528 => 0.00069691299590264
529 => 0.00068137580417723
530 => 0.00069800282649237
531 => 0.00068460438157091
601 => 0.00067258459137059
602 => 0.00067260282043077
603 => 0.00066506263045699
604 => 0.00065045256225772
605 => 0.00064775824152311
606 => 0.00066177443823974
607 => 0.0006730141006677
608 => 0.00067393985309962
609 => 0.00068016270773445
610 => 0.00068384532900684
611 => 0.00071994002375713
612 => 0.00073445760857667
613 => 0.00075220943649019
614 => 0.00075912477390071
615 => 0.00077993746022069
616 => 0.00076312952569357
617 => 0.00075949302333176
618 => 0.0007090082540973
619 => 0.00071727513223123
620 => 0.00073051120175875
621 => 0.00070922651200866
622 => 0.00072272674859485
623 => 0.00072539198127108
624 => 0.00070850326639564
625 => 0.0007175242587289
626 => 0.00069356717762958
627 => 0.00064389169325161
628 => 0.000662122178802
629 => 0.00067554595248217
630 => 0.0006563885723012
701 => 0.00069072743478258
702 => 0.00067066738021896
703 => 0.00066430930597473
704 => 0.00063950419153085
705 => 0.00065121125071195
706 => 0.00066704521588332
707 => 0.00065726166630344
708 => 0.00067756400068906
709 => 0.00070631752061391
710 => 0.00072680899121406
711 => 0.00072838207188314
712 => 0.00071520742910915
713 => 0.00073631987823392
714 => 0.00073647365937681
715 => 0.00071265873051718
716 => 0.00069807221919273
717 => 0.00069475813312953
718 => 0.00070303736988024
719 => 0.00071308989172702
720 => 0.00072893991688364
721 => 0.00073851775513012
722 => 0.00076349167758406
723 => 0.00077024890494162
724 => 0.00077767304914426
725 => 0.00078759399532026
726 => 0.00079950663488295
727 => 0.00077344245770675
728 => 0.00077447803605566
729 => 0.00075020743515228
730 => 0.00072427081733077
731 => 0.00074395347721225
801 => 0.00076968593673275
802 => 0.00076378288208691
803 => 0.00076311866785079
804 => 0.00076423569195828
805 => 0.00075978498153105
806 => 0.00073965458321973
807 => 0.00072954522321075
808 => 0.00074258887679514
809 => 0.00074952099816901
810 => 0.00076027211387536
811 => 0.00075894681193604
812 => 0.00078664053141008
813 => 0.00079740147338309
814 => 0.00079464836393972
815 => 0.00079515500233458
816 => 0.00081463717376713
817 => 0.00083630535521426
818 => 0.00085660046650788
819 => 0.00087724552541106
820 => 0.00085235710111291
821 => 0.00083972029415892
822 => 0.00085275825329219
823 => 0.00084584012865352
824 => 0.00088559372487642
825 => 0.00088834617762674
826 => 0.00092809689921215
827 => 0.00096582506742459
828 => 0.0009421286809407
829 => 0.00096447330608632
830 => 0.00098864083996532
831 => 0.001035263933859
901 => 0.0010195629160558
902 => 0.0010075361824849
903 => 0.00099617097737316
904 => 0.0010198201650352
905 => 0.0010502444671574
906 => 0.0010567975704342
907 => 0.0010674161012208
908 => 0.0010562520144709
909 => 0.0010696979272773
910 => 0.0011171679079173
911 => 0.0011043411001192
912 => 0.0010861249710338
913 => 0.0011235979616836
914 => 0.0011371592913273
915 => 0.0012323398048897
916 => 0.0013525091349732
917 => 0.0013027582432443
918 => 0.0012718762592969
919 => 0.001279134258055
920 => 0.0013230160294129
921 => 0.0013371094616353
922 => 0.0012987986545575
923 => 0.0013123306792859
924 => 0.0013868934659787
925 => 0.0014268940087787
926 => 0.0013725678988666
927 => 0.0012226843162238
928 => 0.0010844848079166
929 => 0.0011211415407246
930 => 0.0011169858048151
1001 => 0.0011970942172194
1002 => 0.0011040351849954
1003 => 0.0011056020604348
1004 => 0.0011873670299714
1005 => 0.0011655535379055
1006 => 0.0011302184744197
1007 => 0.0010847427929842
1008 => 0.0010006767898592
1009 => 0.00092621718653752
1010 => 0.0010722496156739
1011 => 0.0010659524317868
1012 => 0.0010568331763279
1013 => 0.0010771270925452
1014 => 0.0011756685891676
1015 => 0.0011733968887227
1016 => 0.0011589454895244
1017 => 0.0011699067484475
1018 => 0.0011282969127336
1019 => 0.0011390207148354
1020 => 0.0010844629164084
1021 => 0.0011091253198323
1022 => 0.0011301426612432
1023 => 0.0011343622036985
1024 => 0.0011438690483055
1025 => 0.0010626341020246
1026 => 0.001099106207972
1027 => 0.0011205301532419
1028 => 0.0010237359891026
1029 => 0.0011186168438338
1030 => 0.0010612199823412
1031 => 0.0010417386254787
1101 => 0.0010679677060205
1102 => 0.0010577462078248
1103 => 0.0010489583639026
1104 => 0.0010440545959997
1105 => 0.0010633143379516
1106 => 0.0010624158479691
1107 => 0.001030903171981
1108 => 0.00098979617077548
1109 => 0.0010035930296714
1110 => 0.00099858050148825
1111 => 0.00098041445272362
1112 => 0.00099265617621389
1113 => 0.00093874982135723
1114 => 0.00084600673963486
1115 => 0.00090727566021808
1116 => 0.00090491687342339
1117 => 0.00090372746615904
1118 => 0.00094976936662874
1119 => 0.00094534350026595
1120 => 0.00093731050947928
1121 => 0.00098026692054828
1122 => 0.00096458725266283
1123 => 0.0010129082944914
1124 => 0.0010447356578487
1125 => 0.001036663208994
1126 => 0.0010665969980665
1127 => 0.0010039108814346
1128 => 0.0010247326948493
1129 => 0.0010290240417362
1130 => 0.00097973684510364
1201 => 0.00094606762673852
1202 => 0.00094382227373075
1203 => 0.00088544448898973
1204 => 0.00091662943038937
1205 => 0.0009440708883005
1206 => 0.00093092855950422
1207 => 0.00092676809082323
1208 => 0.00094802302301887
1209 => 0.00094967471328665
1210 => 0.00091201600014287
1211 => 0.00091984643910181
1212 => 0.00095250067126275
1213 => 0.00091902363623349
1214 => 0.00085398322561425
1215 => 0.00083785230452665
1216 => 0.0008357001423017
1217 => 0.00079195180495264
1218 => 0.00083893024980672
1219 => 0.00081842289968387
1220 => 0.00088320537300619
1221 => 0.00084620197167985
1222 => 0.00084460682900644
1223 => 0.00084219553689901
1224 => 0.00080453953572162
1225 => 0.00081278380681575
1226 => 0.00084018901957058
1227 => 0.00084996750822332
1228 => 0.00084894753174404
1229 => 0.00084005471907722
1230 => 0.00084412580317752
1231 => 0.00083101142283072
]
'min_raw' => 0.00045885757916873
'max_raw' => 0.0014268940087787
'avg_raw' => 0.00094287579397373
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.000458'
'max' => '$0.001426'
'avg' => '$0.000942'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.00026139605856486
'max_diff' => 0.00089119993123084
'year' => 2033
]
8 => [
'items' => [
101 => 0.00082638046217804
102 => 0.0008117638765121
103 => 0.00079028153351802
104 => 0.00079326878507021
105 => 0.00075070664243813
106 => 0.00072751652818829
107 => 0.00072109781020473
108 => 0.00071251443226042
109 => 0.00072206732558304
110 => 0.00075058606923571
111 => 0.00071618641380161
112 => 0.00065721061741511
113 => 0.0006607551632678
114 => 0.0006687187054137
115 => 0.00065387869730892
116 => 0.00063983387506522
117 => 0.00065204470851367
118 => 0.00062705588612053
119 => 0.0006717384852144
120 => 0.00067052994613045
121 => 0.00068718485591925
122 => 0.00069759951280335
123 => 0.00067359710047072
124 => 0.00066756055867849
125 => 0.00067099924722887
126 => 0.00061416538526444
127 => 0.0006825403168828
128 => 0.00068313162613077
129 => 0.00067806847735543
130 => 0.00071447601760303
131 => 0.00079130728332205
201 => 0.00076240027062805
202 => 0.00075120660159385
203 => 0.00072992742857731
204 => 0.00075828066318957
205 => 0.00075610357715071
206 => 0.00074625796844763
207 => 0.00074030331358383
208 => 0.00075127494775006
209 => 0.00073894380669294
210 => 0.00073672879492198
211 => 0.00072330823354657
212 => 0.00071851770373219
213 => 0.0007149709861741
214 => 0.00071106639863592
215 => 0.00071967894578256
216 => 0.00070016178087334
217 => 0.0006766259932841
218 => 0.00067466924720681
219 => 0.00068007199516509
220 => 0.00067768168138083
221 => 0.00067465780330403
222 => 0.00066888439655122
223 => 0.00066717155009697
224 => 0.00067273747011829
225 => 0.00066645387092752
226 => 0.00067572566381887
227 => 0.00067320424918412
228 => 0.00065911983199926
301 => 0.00064156543346781
302 => 0.00064140916249928
303 => 0.00063762709613066
304 => 0.00063281006597274
305 => 0.00063147007838153
306 => 0.00065101634617943
307 => 0.00069147653555051
308 => 0.00068353323224669
309 => 0.00068927308294617
310 => 0.00071750746744855
311 => 0.0007264823292443
312 => 0.00072011218492293
313 => 0.00071139233848245
314 => 0.00071177596747186
315 => 0.000741574322436
316 => 0.00074343280928371
317 => 0.00074812860597728
318 => 0.00075416403176051
319 => 0.00072114004403173
320 => 0.00071022054061964
321 => 0.000705046274112
322 => 0.00068911153596163
323 => 0.0007062957849156
324 => 0.00069628325895303
325 => 0.00069763429078197
326 => 0.000696754429531
327 => 0.00069723489326999
328 => 0.00067172599551732
329 => 0.0006810200971502
330 => 0.00066556685056488
331 => 0.00064487668809548
401 => 0.00064480732741598
402 => 0.00064987121536863
403 => 0.00064685901666444
404 => 0.00063875326740216
405 => 0.00063990465082681
406 => 0.00062981732048432
407 => 0.0006411294353674
408 => 0.00064145382634556
409 => 0.00063709804594051
410 => 0.00065452591968894
411 => 0.00066166613378346
412 => 0.000658799065811
413 => 0.00066146497265149
414 => 0.00068386331236083
415 => 0.00068751521904153
416 => 0.00068913715475768
417 => 0.00068696397576334
418 => 0.00066187437318417
419 => 0.00066298720374778
420 => 0.00065482199144666
421 => 0.00064792324748109
422 => 0.00064819916106056
423 => 0.00065174601223281
424 => 0.00066723531932208
425 => 0.00069983165294691
426 => 0.00070106865998037
427 => 0.00070256794859095
428 => 0.00069646958832962
429 => 0.00069463026452135
430 => 0.00069705680739421
501 => 0.0007092982764699
502 => 0.000740786658459
503 => 0.00072965656122573
504 => 0.0007206076189248
505 => 0.00072854598090005
506 => 0.00072732393229689
507 => 0.00071700861226005
508 => 0.00071671909558286
509 => 0.00069692069842485
510 => 0.00068960168178322
511 => 0.00068348536365858
512 => 0.000676806503937
513 => 0.00067284705201664
514 => 0.00067893056970503
515 => 0.00068032194217843
516 => 0.00066702022443108
517 => 0.00066520724945365
518 => 0.00067606971930365
519 => 0.00067128955131636
520 => 0.00067620607263375
521 => 0.00067734674775253
522 => 0.00067716307278643
523 => 0.0006721720284089
524 => 0.00067535317126005
525 => 0.00066782882007275
526 => 0.00065964721827756
527 => 0.00065442786606404
528 => 0.00064987328901113
529 => 0.00065240043307365
530 => 0.00064339162592903
531 => 0.000640509527212
601 => 0.00067427547164006
602 => 0.00069921873783415
603 => 0.00069885605286507
604 => 0.0006966483013908
605 => 0.00069336803052606
606 => 0.0007090583042246
607 => 0.00070359212660495
608 => 0.00070756922753767
609 => 0.00070858156664345
610 => 0.0007116456122196
611 => 0.00071274074514946
612 => 0.0007094304928167
613 => 0.0006983208816747
614 => 0.00067063678697895
615 => 0.00065774976616629
616 => 0.00065349683464781
617 => 0.00065365142063104
618 => 0.00064938724911134
619 => 0.00065064323873065
620 => 0.00064895046717833
621 => 0.00064574476738365
622 => 0.00065220249014476
623 => 0.00065294668253513
624 => 0.00065143937287864
625 => 0.00065179439886815
626 => 0.00063931451869285
627 => 0.0006402633368777
628 => 0.00063498019665445
629 => 0.0006339896715518
630 => 0.00062063435312307
701 => 0.00059697347064222
702 => 0.00061008389635405
703 => 0.00059424834569899
704 => 0.00058825118271817
705 => 0.00061664081951917
706 => 0.0006137912873903
707 => 0.00060891412704752
708 => 0.00060169979041127
709 => 0.00059902392277633
710 => 0.00058276619810318
711 => 0.0005818056049979
712 => 0.0005898633723414
713 => 0.00058614498996322
714 => 0.00058092297284272
715 => 0.00056200935617967
716 => 0.00054074418896712
717 => 0.00054138605069719
718 => 0.000548150104735
719 => 0.0005678175041069
720 => 0.00056013311092283
721 => 0.00055455799549954
722 => 0.00055351394396811
723 => 0.00056658243475387
724 => 0.00058507708714918
725 => 0.00059375436425854
726 => 0.00058515544617599
727 => 0.00057527747208139
728 => 0.0005758786985944
729 => 0.00057987838923126
730 => 0.00058029870016461
731 => 0.00057386915450117
801 => 0.00057567903394415
802 => 0.00057292966157142
803 => 0.00055605676839491
804 => 0.00055575159126187
805 => 0.0005516107111642
806 => 0.00055148532696054
807 => 0.00054444065692345
808 => 0.00054345505888776
809 => 0.00052946743894821
810 => 0.00053867413275083
811 => 0.00053249876592115
812 => 0.00052319103148705
813 => 0.00052158637456232
814 => 0.00052153813663748
815 => 0.00053109509872996
816 => 0.00053856245408445
817 => 0.00053260618907106
818 => 0.00053125006298486
819 => 0.00054572994167034
820 => 0.00054388724512059
821 => 0.00054229148179262
822 => 0.0005834210938783
823 => 0.00055086379652883
824 => 0.0005366669565789
825 => 0.00051909567123407
826 => 0.00052481697034445
827 => 0.00052602253213038
828 => 0.00048376675833831
829 => 0.00046662359617349
830 => 0.00046074070894496
831 => 0.00045735502417312
901 => 0.0004588979232384
902 => 0.00044346706659769
903 => 0.00045383685746306
904 => 0.00044047503995005
905 => 0.00043823488776088
906 => 0.0004621274726857
907 => 0.00046545198629954
908 => 0.00045126857837751
909 => 0.00046037662234861
910 => 0.00045707391899341
911 => 0.00044070408996057
912 => 0.00044007888289983
913 => 0.00043186507811846
914 => 0.00041901206414164
915 => 0.00041313789186182
916 => 0.00041007857193659
917 => 0.0004113409069627
918 => 0.00041070263174541
919 => 0.00040653745420661
920 => 0.00041094137484635
921 => 0.00039969117743746
922 => 0.00039521125818023
923 => 0.00039318778258508
924 => 0.00038320258484748
925 => 0.00039909347488559
926 => 0.00040222418041126
927 => 0.00040536105439393
928 => 0.00043266540077829
929 => 0.00043130135279421
930 => 0.00044363168225199
1001 => 0.00044315254832328
1002 => 0.00043963573862383
1003 => 0.00042479889698896
1004 => 0.00043071259762334
1005 => 0.00041251114626382
1006 => 0.00042614891120076
1007 => 0.00041992520481022
1008 => 0.00042404466980964
1009 => 0.00041663750030351
1010 => 0.00042073693374273
1011 => 0.00040296658683291
1012 => 0.00038637288692405
1013 => 0.00039305067616767
1014 => 0.00040031019677332
1015 => 0.00041605068713782
1016 => 0.00040667578093295
1017 => 0.00041004735170868
1018 => 0.00039875315400414
1019 => 0.00037544999811159
1020 => 0.00037558189144322
1021 => 0.000371997208596
1022 => 0.00036889951924374
1023 => 0.00040775260168513
1024 => 0.0004029206067072
1025 => 0.00039522145510574
1026 => 0.00040552707547642
1027 => 0.00040825204507461
1028 => 0.00040832962112822
1029 => 0.0004158483357241
1030 => 0.00041986107505173
1031 => 0.00042056833775043
1101 => 0.00043239919761963
1102 => 0.00043636474579497
1103 => 0.00045269827750382
1104 => 0.00041952062215523
1105 => 0.00041883735017648
1106 => 0.00040567209668922
1107 => 0.00039732248479318
1108 => 0.00040624380175915
1109 => 0.00041414687070979
1110 => 0.00040591766707124
1111 => 0.00040699222733846
1112 => 0.00039594519380434
1113 => 0.00039989398848155
1114 => 0.00040329522241765
1115 => 0.00040141726095343
1116 => 0.00039860586174712
1117 => 0.00041349890918125
1118 => 0.00041265858507869
1119 => 0.00042652733323903
1120 => 0.00043733901419371
1121 => 0.00045671547928364
1122 => 0.00043649512784433
1123 => 0.00043575821786926
1124 => 0.00044296163107961
1125 => 0.00043636364298994
1126 => 0.0004405333437078
1127 => 0.00045604367603467
1128 => 0.00045637138491587
1129 => 0.00045088183892664
1130 => 0.00045054779955431
1201 => 0.00045160212691059
1202 => 0.00045777735516767
1203 => 0.00045561954066905
1204 => 0.00045811661823603
1205 => 0.00046123925197015
1206 => 0.00047415578906373
1207 => 0.00047726992242826
1208 => 0.00046970419284548
1209 => 0.00047038729351692
1210 => 0.00046755750296904
1211 => 0.00046482396075696
1212 => 0.00047096856444794
1213 => 0.0004821979484657
1214 => 0.00048212809105053
1215 => 0.00048473308987461
1216 => 0.00048635598256104
1217 => 0.00047938933912083
1218 => 0.00047485431041183
1219 => 0.00047659332899024
1220 => 0.000479374057568
1221 => 0.00047569157619019
1222 => 0.00045296159523502
1223 => 0.00045985641946001
1224 => 0.00045870878356929
1225 => 0.00045707441050362
1226 => 0.00046400720957795
1227 => 0.00046333852419455
1228 => 0.00044330880085945
1229 => 0.00044459103876108
1230 => 0.00044338677799315
1231 => 0.00044727799090291
]
'min_raw' => 0.00036889951924374
'max_raw' => 0.00082638046217804
'avg_raw' => 0.00059763999071089
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.000368'
'max' => '$0.000826'
'avg' => '$0.000597'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -8.9958059924987E-5
'max_diff' => -0.00060051354660071
'year' => 2034
]
9 => [
'items' => [
101 => 0.00043615350472294
102 => 0.00043957532174734
103 => 0.0004417214533075
104 => 0.0004429855412838
105 => 0.00044755229384742
106 => 0.00044701643814334
107 => 0.00044751898430448
108 => 0.00045429027277834
109 => 0.00048853712625356
110 => 0.00049040110692679
111 => 0.00048122218437289
112 => 0.00048488898288693
113 => 0.00047784953158065
114 => 0.00048257516240278
115 => 0.00048580831899327
116 => 0.0004711983060611
117 => 0.00047033319591346
118 => 0.00046326469028757
119 => 0.0004670629048303
120 => 0.00046101967239153
121 => 0.0004625024702487
122 => 0.00045835643817204
123 => 0.00046581847044328
124 => 0.00047416218200512
125 => 0.00047627013304879
126 => 0.00047072502138287
127 => 0.00046670999509608
128 => 0.00045966093156835
129 => 0.00047138368131359
130 => 0.00047481177058342
131 => 0.00047136567502004
201 => 0.00047056713937932
202 => 0.0004690539157831
203 => 0.00047088817691873
204 => 0.00047479310047304
205 => 0.00047295161063744
206 => 0.00047416794711673
207 => 0.00046953252673842
208 => 0.00047939164536969
209 => 0.00049505029848226
210 => 0.00049510064361246
211 => 0.00049325914385055
212 => 0.00049250564182364
213 => 0.00049439513233091
214 => 0.00049542010342015
215 => 0.00050153036924736
216 => 0.00050808692792369
217 => 0.00053868352641545
218 => 0.00053009212399323
219 => 0.00055723924637491
220 => 0.00057870909556616
221 => 0.00058514696457589
222 => 0.00057922442801208
223 => 0.00055896375035642
224 => 0.00055796966485197
225 => 0.00058824767110699
226 => 0.0005796927475194
227 => 0.0005786751665802
228 => 0.00056784982461722
301 => 0.00057424894246203
302 => 0.00057284936151997
303 => 0.0005706400545331
304 => 0.00058284912561458
305 => 0.00060570341676781
306 => 0.00060214136116539
307 => 0.00059948245189719
308 => 0.00058783188548079
309 => 0.00059484812871168
310 => 0.00059234977888445
311 => 0.00060308427523422
312 => 0.00059672539739482
313 => 0.00057962793555923
314 => 0.00058235076271052
315 => 0.00058193921286417
316 => 0.00059040887953931
317 => 0.00058786649583348
318 => 0.00058144277164181
319 => 0.00060562530328523
320 => 0.00060405502419061
321 => 0.000606281320931
322 => 0.00060726140560663
323 => 0.00062198088647398
324 => 0.00062801098681447
325 => 0.00062937992516353
326 => 0.00063510805410231
327 => 0.00062923740409733
328 => 0.00065272418981976
329 => 0.00066834153183324
330 => 0.00068648187824296
331 => 0.00071298980001302
401 => 0.00072295702381054
402 => 0.00072115653404468
403 => 0.00074125453780001
404 => 0.00077737020379481
405 => 0.00072845654272864
406 => 0.00077996274660296
407 => 0.00076365647712407
408 => 0.00072499460552688
409 => 0.00072250523678955
410 => 0.00074868750510872
411 => 0.00080675725629072
412 => 0.00079221144224129
413 => 0.0008067810480316
414 => 0.00078978482896703
415 => 0.00078894082343509
416 => 0.00080595557960791
417 => 0.00084571148483178
418 => 0.00082682494448774
419 => 0.00079974645773488
420 => 0.00081974079096528
421 => 0.00080241984913292
422 => 0.00076339091935826
423 => 0.00079220031933142
424 => 0.00077293629401384
425 => 0.00077855856073342
426 => 0.00081904867664347
427 => 0.00081417679877361
428 => 0.00082048145986095
429 => 0.00080935389806351
430 => 0.00079895900068927
501 => 0.00077955615280502
502 => 0.00077381192609534
503 => 0.00077539942370227
504 => 0.00077381113941037
505 => 0.00076295542434051
506 => 0.00076061113370476
507 => 0.00075670387993944
508 => 0.00075791490126185
509 => 0.00075056812107565
510 => 0.00076443301320926
511 => 0.00076700645936627
512 => 0.00077709617162506
513 => 0.00077814371902311
514 => 0.00080624342404578
515 => 0.00079076657871565
516 => 0.00080114978276964
517 => 0.00080022101126854
518 => 0.00072583252551744
519 => 0.00073608260251878
520 => 0.0007520285056815
521 => 0.00074484489792085
522 => 0.00073468895725264
523 => 0.00072648749063597
524 => 0.00071406143006869
525 => 0.00073155087169577
526 => 0.00075454762764062
527 => 0.00077872695470429
528 => 0.00080777683187903
529 => 0.00080129323747147
530 => 0.00077818388745718
531 => 0.00077922055601744
601 => 0.00078562883314286
602 => 0.00077732953201206
603 => 0.00077488190608699
604 => 0.00078529256692661
605 => 0.00078536425942621
606 => 0.00077581491047118
607 => 0.00076520255662008
608 => 0.00076515809046995
609 => 0.00076326972460533
610 => 0.00079012076505932
611 => 0.00080488612236262
612 => 0.00080657894678188
613 => 0.00080477218179148
614 => 0.00080546753392835
615 => 0.000796875897846
616 => 0.00081651383015971
617 => 0.00083453553884098
618 => 0.00082970533593675
619 => 0.00082246417512951
620 => 0.00081669624176498
621 => 0.00082834659414363
622 => 0.00082782782229156
623 => 0.00083437813493744
624 => 0.00083408097491939
625 => 0.0008318783511463
626 => 0.00082970541459938
627 => 0.00083832086239029
628 => 0.00083583975178637
629 => 0.00083335478733237
630 => 0.00082837081069087
701 => 0.00082904821589153
702 => 0.0008218083053728
703 => 0.00081845879149107
704 => 0.00076809013931736
705 => 0.00075462998961335
706 => 0.00075886482671684
707 => 0.00076025904504881
708 => 0.00075440117064798
709 => 0.00076279985777431
710 => 0.00076149093128208
711 => 0.00076658319856695
712 => 0.00076340177104791
713 => 0.00076353233794301
714 => 0.00077288823792465
715 => 0.00077560429549217
716 => 0.00077422288669206
717 => 0.00077519037806373
718 => 0.00079748580837139
719 => 0.00079431611114937
720 => 0.00079263227267458
721 => 0.00079309870743965
722 => 0.00079879566790268
723 => 0.00080039050578981
724 => 0.00079363306559474
725 => 0.00079681991345503
726 => 0.00081038910717294
727 => 0.00081513755702436
728 => 0.00083029232956485
729 => 0.00082385431283505
730 => 0.00083567157117344
731 => 0.00087199379450541
801 => 0.00090101049980967
802 => 0.00087432553844581
803 => 0.00092761102248194
804 => 0.00096910141515277
805 => 0.0009675089447762
806 => 0.00096027413512397
807 => 0.00091303842614738
808 => 0.00086957142250239
809 => 0.00090593341675789
810 => 0.00090602611095916
811 => 0.00090290258340476
812 => 0.00088350262202612
813 => 0.00090222750680063
814 => 0.00090371382015524
815 => 0.00090288187991928
816 => 0.0008880079750159
817 => 0.00086529827138555
818 => 0.00086973569311557
819 => 0.0008770042804303
820 => 0.00086324332825736
821 => 0.00085884587023261
822 => 0.00086702158135124
823 => 0.00089336542605251
824 => 0.00088838527481124
825 => 0.00088825522293596
826 => 0.00090956242185892
827 => 0.0008943110658114
828 => 0.00086979166321418
829 => 0.00086360019068719
830 => 0.00084162463429204
831 => 0.00085680322936842
901 => 0.00085734947998328
902 => 0.00084903631858143
903 => 0.00087046623044549
904 => 0.000870268750035
905 => 0.00089061326192848
906 => 0.00092950432761908
907 => 0.00091800232578125
908 => 0.0009046267490581
909 => 0.00090608104511242
910 => 0.0009220310833198
911 => 0.00091238732611566
912 => 0.00091585528844493
913 => 0.00092202583414346
914 => 0.00092574867756941
915 => 0.00090554538523474
916 => 0.00090083503135634
917 => 0.0008911993004307
918 => 0.00088868551809164
919 => 0.00089653361987445
920 => 0.00089446592233221
921 => 0.00085730356973429
922 => 0.00085341989711843
923 => 0.00085353900381295
924 => 0.00084377332436181
925 => 0.00082887831916718
926 => 0.0008680215034841
927 => 0.00086487775797494
928 => 0.0008614073062394
929 => 0.00086183241677488
930 => 0.00087882314640125
1001 => 0.00086896766516554
1002 => 0.00089517007731227
1003 => 0.00088978364909151
1004 => 0.00088425907931174
1005 => 0.00088349541548567
1006 => 0.0008813689274546
1007 => 0.00087407640876472
1008 => 0.00086527025423427
1009 => 0.00085945566823722
1010 => 0.0007928024232941
1011 => 0.00080517287785146
1012 => 0.00081940395821728
1013 => 0.00082431647013209
1014 => 0.00081591327856633
1015 => 0.0008744082179858
1016 => 0.00088509580708899
1017 => 0.00085272240256122
1018 => 0.00084666666037147
1019 => 0.00087480523143559
1020 => 0.00085783423328351
1021 => 0.00086547627271224
1022 => 0.00084895836343941
1023 => 0.00088252147984318
1024 => 0.00088226578512978
1025 => 0.00086920897479135
1026 => 0.00088024450148021
1027 => 0.00087832680714705
1028 => 0.00086358570043246
1029 => 0.00088298879921926
1030 => 0.00088299842291419
1031 => 0.00087043152684298
1101 => 0.00085575614347911
1102 => 0.00085313253155073
1103 => 0.00085115599239537
1104 => 0.00086499016524408
1105 => 0.00087739384136189
1106 => 0.00090047400748506
1107 => 0.00090627690961965
1108 => 0.00092892602297201
1109 => 0.00091543957873599
1110 => 0.00092141794478713
1111 => 0.00092790830682715
1112 => 0.00093102002506429
1113 => 0.00092594964718087
1114 => 0.00096113304296407
1115 => 0.00096410359955956
1116 => 0.00096509960149082
1117 => 0.00095323595838987
1118 => 0.00096377365018375
1119 => 0.00095884341316506
1120 => 0.0009716705202284
1121 => 0.00097368197440065
1122 => 0.00097197834427631
1123 => 0.00097261681157923
1124 => 0.0009425939900546
1125 => 0.00094103714837554
1126 => 0.00091980950161322
1127 => 0.00092845992457571
1128 => 0.00091228837347289
1129 => 0.00091741653891303
1130 => 0.00091967698537609
1201 => 0.000918496256423
1202 => 0.00092894900651102
1203 => 0.00092006203358044
1204 => 0.00089660785086301
1205 => 0.00087314727806918
1206 => 0.00087285274968833
1207 => 0.00086667599498522
1208 => 0.00086221133266392
1209 => 0.00086307138501941
1210 => 0.00086610232169854
1211 => 0.00086203516911419
1212 => 0.00086290310232793
1213 => 0.00087731657668477
1214 => 0.00088020709617483
1215 => 0.00087038398154872
1216 => 0.00083094275885617
1217 => 0.0008212637838766
1218 => 0.0008282208391495
1219 => 0.0008248958148208
1220 => 0.00066575530303906
1221 => 0.00070314300571761
1222 => 0.00068092850235243
1223 => 0.00069116596754326
1224 => 0.00066849071202518
1225 => 0.00067931253247037
1226 => 0.00067731413738375
1227 => 0.00073743245690829
1228 => 0.00073649379203896
1229 => 0.00073694308123887
1230 => 0.00071549733711042
1231 => 0.00074966098982245
]
'min_raw' => 0.00043615350472294
'max_raw' => 0.00097368197440065
'avg_raw' => 0.0007049177395618
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.000436'
'max' => '$0.000973'
'avg' => '$0.0007049'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 6.7253985479203E-5
'max_diff' => 0.00014730151222262
'year' => 2035
]
10 => [
'items' => [
101 => 0.00076649123363361
102 => 0.0007633764034266
103 => 0.00076416033908332
104 => 0.00075068972719774
105 => 0.00073707350620722
106 => 0.00072197102160735
107 => 0.0007500295712704
108 => 0.00074690993952329
109 => 0.0007540652523431
110 => 0.00077226322746614
111 => 0.00077494294843039
112 => 0.00077854452058139
113 => 0.00077725361334262
114 => 0.00080800826101765
115 => 0.0008042836702585
116 => 0.00081325886235015
117 => 0.00079479621126817
118 => 0.00077390396907799
119 => 0.00077787490129949
120 => 0.00077749246859434
121 => 0.00077262366132195
122 => 0.00076822831981551
123 => 0.00076091131458709
124 => 0.00078406340184283
125 => 0.00078312346938093
126 => 0.00079833988338724
127 => 0.00079565023440726
128 => 0.00077768810025024
129 => 0.00077832962138564
130 => 0.00078264415932575
131 => 0.00079757682439902
201 => 0.00080200985608613
202 => 0.00079995629918289
203 => 0.00080481691605223
204 => 0.00080865854944244
205 => 0.00080529936605921
206 => 0.00085285831887487
207 => 0.00083310852586718
208 => 0.00084273443756095
209 => 0.00084503016078075
210 => 0.0008391497140271
211 => 0.00084042497236495
212 => 0.00084235664125971
213 => 0.00085408535652912
214 => 0.00088486489912717
215 => 0.00089849694902041
216 => 0.00093950964371773
217 => 0.00089736499704407
218 => 0.00089486430812234
219 => 0.00090225193290206
220 => 0.00092633072632401
221 => 0.00094584432678645
222 => 0.00095231811382645
223 => 0.00095317373165436
224 => 0.00096531898651064
225 => 0.00097228042009867
226 => 0.00096384423311918
227 => 0.00095669544795965
228 => 0.00093108938685811
229 => 0.00093405335815361
301 => 0.00095447218115064
302 => 0.00098331497129663
303 => 0.0010080650858227
304 => 0.00099939845834426
305 => 0.0010655187083194
306 => 0.0010720742610275
307 => 0.0010711684956096
308 => 0.0010861030202756
309 => 0.0010564610301767
310 => 0.0010437885051229
311 => 0.0009582410964533
312 => 0.00098227642885602
313 => 0.0010172131960489
314 => 0.0010125891839048
315 => 0.00098721716970684
316 => 0.0010080458388748
317 => 0.0010011592294752
318 => 0.00099572747491599
319 => 0.001020611395549
320 => 0.00099325050263788
321 => 0.0010169402502122
322 => 0.00098655790390909
323 => 0.00099943804676856
324 => 0.00099212665473911
325 => 0.00099685802143267
326 => 0.00096919854841983
327 => 0.00098412292866181
328 => 0.00096857764513495
329 => 0.00096857027464651
330 => 0.00096822711165105
331 => 0.00098651606878206
401 => 0.0009871124710175
402 => 0.00097359690406461
403 => 0.00097164909971386
404 => 0.00097885115328417
405 => 0.00097041943477416
406 => 0.00097436458279639
407 => 0.00097053892928877
408 => 0.00096967769410361
409 => 0.0009628152256212
410 => 0.00095985868551147
411 => 0.00096101802106915
412 => 0.00095706061113235
413 => 0.00095467612849966
414 => 0.00096775277803886
415 => 0.0009607664517006
416 => 0.00096668202332949
417 => 0.00095994048285371
418 => 0.00093657136641529
419 => 0.00092313154042764
420 => 0.0008789894457937
421 => 0.00089150808907379
422 => 0.00089980796251996
423 => 0.00089706485439551
424 => 0.00090295811208875
425 => 0.00090331991024806
426 => 0.00090140395209733
427 => 0.00089918551800824
428 => 0.00089810570698076
429 => 0.00090615373370696
430 => 0.00091082588410565
501 => 0.00090064096585826
502 => 0.00089825478201505
503 => 0.0009085522966879
504 => 0.00091483377468966
505 => 0.00096121267899707
506 => 0.00095777677996409
507 => 0.00096640021227574
508 => 0.0009654293461348
509 => 0.00097446807701791
510 => 0.0009892425819591
511 => 0.0009592018823971
512 => 0.00096441590911183
513 => 0.00096313755017084
514 => 0.00097709433788486
515 => 0.00097713790945267
516 => 0.00096877011802486
517 => 0.00097330643350979
518 => 0.00097077438665341
519 => 0.00097535013754954
520 => 0.00095773089143774
521 => 0.00097918923132183
522 => 0.00099135472729123
523 => 0.00099152364521457
524 => 0.00099728999375272
525 => 0.0010031489378319
526 => 0.0010143946707853
527 => 0.0010028353004434
528 => 0.00098204111848042
529 => 0.00098354239125335
530 => 0.00097135076997673
531 => 0.00097155571333298
601 => 0.00097046170963559
602 => 0.00097374489708423
603 => 0.00095845136645306
604 => 0.00096204072752393
605 => 0.00095701560100545
606 => 0.00096440498546817
607 => 0.00095645522929529
608 => 0.00096313693370745
609 => 0.00096602053582972
610 => 0.00097666108974044
611 => 0.00095488361083111
612 => 0.00091047785712928
613 => 0.00091981248492513
614 => 0.00090600583719588
615 => 0.00090728369500884
616 => 0.00090986517116057
617 => 0.00090149776234636
618 => 0.00090309400026076
619 => 0.0009030369714099
620 => 0.00090254552758271
621 => 0.00090036884138547
622 => 0.00089721221575524
623 => 0.00090978724070796
624 => 0.00091192398248787
625 => 0.0009166736947783
626 => 0.00093080561679402
627 => 0.00092939350453098
628 => 0.00093169671821997
629 => 0.00092666881566889
630 => 0.00090751692498781
701 => 0.00090855696479432
702 => 0.00089558765174165
703 => 0.00091634204028455
704 => 0.00091142712713305
705 => 0.00090825845065088
706 => 0.00090739384791513
707 => 0.00092156080023211
708 => 0.00092579977440511
709 => 0.00092315833016747
710 => 0.00091774065097282
711 => 0.00092814419661962
712 => 0.00093092774654435
713 => 0.00093155088071912
714 => 0.00094998396892323
715 => 0.00093258108558366
716 => 0.00093677013257328
717 => 0.00096945188137007
718 => 0.00093981404498444
719 => 0.00095551386792053
720 => 0.00095474544328574
721 => 0.0009627769414468
722 => 0.00095408662601467
723 => 0.0009541943528897
724 => 0.00096132577915591
725 => 0.00095131097712452
726 => 0.00094883117130307
727 => 0.00094540533732144
728 => 0.0009528855204887
729 => 0.00095736955199788
730 => 0.00099350755280367
731 => 0.0010168543494173
801 => 0.0010158408034035
802 => 0.0010251027166909
803 => 0.0010209301399255
804 => 0.0010074557888799
805 => 0.0010304548630927
806 => 0.0010231769936896
807 => 0.0010237769724006
808 => 0.001023754641163
809 => 0.0010285937880736
810 => 0.0010251648089862
811 => 0.0010184059392272
812 => 0.0010228927923964
813 => 0.0010362171422297
814 => 0.0010775763329529
815 => 0.0011007214840181
816 => 0.0010761829657969
817 => 0.001093109307082
818 => 0.001082959533783
819 => 0.001081115018045
820 => 0.0010917460112188
821 => 0.0011023956125389
822 => 0.0011017172789743
823 => 0.001093986215279
824 => 0.001089619133566
825 => 0.0011226881393765
826 => 0.0011470528195419
827 => 0.0011453913116975
828 => 0.0011527246669713
829 => 0.0011742556248675
830 => 0.0011762241458227
831 => 0.0011759761574283
901 => 0.0011710969728468
902 => 0.0011922969970437
903 => 0.0012099824302077
904 => 0.0011699675825893
905 => 0.0011852047127296
906 => 0.0011920451513592
907 => 0.0012020889447342
908 => 0.001219034507693
909 => 0.0012374418836549
910 => 0.0012400448884426
911 => 0.0012381979319805
912 => 0.0012260577727168
913 => 0.00124619934314
914 => 0.0012579978027159
915 => 0.0012650235153904
916 => 0.0012828395537659
917 => 0.0011920873955794
918 => 0.0011278485073401
919 => 0.0011178166773207
920 => 0.0011382167981474
921 => 0.0011435961473214
922 => 0.0011414277384145
923 => 0.0010691210293569
924 => 0.0011174359974618
925 => 0.0011694188407047
926 => 0.0011714157134205
927 => 0.0011974394116579
928 => 0.0012059137945514
929 => 0.0012268662826366
930 => 0.0012255556988021
1001 => 0.001230657296224
1002 => 0.001229484527324
1003 => 0.001268294599435
1004 => 0.0013111078723248
1005 => 0.0013096253848225
1006 => 0.001303470470301
1007 => 0.0013126115679344
1008 => 0.0013567994537059
1009 => 0.0013527313412805
1010 => 0.0013566831659808
1011 => 0.0014087831736254
1012 => 0.0014765205947032
1013 => 0.0014450497618867
1014 => 0.0015133324136103
1015 => 0.0015563127233625
1016 => 0.001630642724832
1017 => 0.001621336242565
1018 => 0.0016502723666783
1019 => 0.0016046756969857
1020 => 0.0014999765267642
1021 => 0.0014834074823043
1022 => 0.001516579128908
1023 => 0.0015981283852413
1024 => 0.0015140108526169
1025 => 0.0015310277199119
1026 => 0.0015261268609862
1027 => 0.0015258657150413
1028 => 0.0015358325935987
1029 => 0.0015213751164138
1030 => 0.0014624727535121
1031 => 0.0014894673593162
1101 => 0.0014790434456278
1102 => 0.0014906095550193
1103 => 0.0015530270771789
1104 => 0.0015254308027842
1105 => 0.0014963603694488
1106 => 0.001532821144097
1107 => 0.0015792482395057
1108 => 0.0015763429153126
1109 => 0.0015707053720465
1110 => 0.0016024839082651
1111 => 0.0016549727398606
1112 => 0.0016691602601237
1113 => 0.0016796331975308
1114 => 0.0016810772386575
1115 => 0.0016959517597292
1116 => 0.0016159677110647
1117 => 0.0017429044504313
1118 => 0.0017648229187633
1119 => 0.0017607031551443
1120 => 0.0017850646102252
1121 => 0.0017778968521499
1122 => 0.0017675118952857
1123 => 0.0018061299834189
1124 => 0.0017618574616932
1125 => 0.001699018190859
1126 => 0.0016645433240595
1127 => 0.0017099426096692
1128 => 0.0017376663691744
1129 => 0.001755990010645
1130 => 0.0017615347334826
1201 => 0.0016221766450771
1202 => 0.0015470703645805
1203 => 0.0015952126292836
1204 => 0.0016539495148229
1205 => 0.0016156414246998
1206 => 0.0016171430293058
1207 => 0.0015625257599792
1208 => 0.0016587819312445
1209 => 0.001644758216733
1210 => 0.0017175132724263
1211 => 0.0017001496944893
1212 => 0.0017594786180722
1213 => 0.0017438553241641
1214 => 0.0018087067436901
1215 => 0.0018345777307211
1216 => 0.0018780191444438
1217 => 0.0019099748252166
1218 => 0.0019287398121812
1219 => 0.0019276132327495
1220 => 0.0020019694597825
1221 => 0.0019581241905098
1222 => 0.0019030441987669
1223 => 0.0019020479754914
1224 => 0.0019305746837046
1225 => 0.0019903588381993
1226 => 0.0020058599996356
1227 => 0.0020145230341713
1228 => 0.0020012552952176
1229 => 0.0019536643978409
1230 => 0.001933114889645
1231 => 0.0019506236660045
]
'min_raw' => 0.00072197102160735
'max_raw' => 0.0020145230341713
'avg_raw' => 0.0013682470278893
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.000721'
'max' => '$0.002014'
'avg' => '$0.001368'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.00028581751688441
'max_diff' => 0.0010408410597706
'year' => 2036
]
11 => [
'items' => [
101 => 0.0019292119370631
102 => 0.001966174588286
103 => 0.0020169322032112
104 => 0.0020064509564465
105 => 0.0020414881929445
106 => 0.0020777480466953
107 => 0.0021296012660907
108 => 0.0021431576177598
109 => 0.002165565751567
110 => 0.0021886310819431
111 => 0.0021960390444318
112 => 0.0022101831433785
113 => 0.0022101085969953
114 => 0.002252732791179
115 => 0.0022997485973249
116 => 0.0023174959757266
117 => 0.0023583050937651
118 => 0.0022884209092462
119 => 0.0023414288659754
120 => 0.0023892433698204
121 => 0.0023322369471758
122 => 0.0024108070199984
123 => 0.0024138577178825
124 => 0.0024599196339768
125 => 0.0024132270576198
126 => 0.002385501154827
127 => 0.0024655447973138
128 => 0.0025042753945621
129 => 0.0024926094234709
130 => 0.0024038308074466
131 => 0.0023521578450264
201 => 0.0022169197354029
202 => 0.0023771151181035
203 => 0.0024551416160536
204 => 0.0024036287376667
205 => 0.0024296088371999
206 => 0.0025713478361774
207 => 0.0026253128700674
208 => 0.0026140885202624
209 => 0.0026159852506109
210 => 0.0026451038033633
211 => 0.0027742315021475
212 => 0.0026968551918794
213 => 0.0027560064818443
214 => 0.0027873801127559
215 => 0.002816521689618
216 => 0.0027449591871346
217 => 0.0026518574228657
218 => 0.0026223681859756
219 => 0.002398506797119
220 => 0.0023868538396482
221 => 0.0023803126814992
222 => 0.0023390716046345
223 => 0.0023066674151006
224 => 0.0022808984004927
225 => 0.0022132728108827
226 => 0.0022360944622061
227 => 0.0021283133869251
228 => 0.0021972678993631
301 => 0.0020252467007496
302 => 0.0021685110665924
303 => 0.0020905387856955
304 => 0.00214289507526
305 => 0.002142712409098
306 => 0.0020463078804331
307 => 0.0019907037602103
308 => 0.002026136869761
309 => 0.002064123975883
310 => 0.0020702872560474
311 => 0.0021195385306995
312 => 0.0021332835028023
313 => 0.0020916355956394
314 => 0.0020216819437619
315 => 0.0020379305816201
316 => 0.0019903744820827
317 => 0.0019070342468624
318 => 0.0019668906587786
319 => 0.0019873282695074
320 => 0.0019963546827102
321 => 0.0019143991330617
322 => 0.0018886469200206
323 => 0.0018749366578795
324 => 0.002011102511456
325 => 0.002018561984292
326 => 0.0019803982666001
327 => 0.0021529018893998
328 => 0.0021138590067462
329 => 0.0021574794724087
330 => 0.0020364561880447
331 => 0.0020410794404869
401 => 0.0019837850781848
402 => 0.0020158660926633
403 => 0.0019931922656492
404 => 0.0020132742637242
405 => 0.0020253113305691
406 => 0.0020825962914301
407 => 0.0021691651688273
408 => 0.0020740398285626
409 => 0.0020325923555892
410 => 0.0020583061347125
411 => 0.0021267853170398
412 => 0.0022305347836505
413 => 0.0021691130112643
414 => 0.00219637095084
415 => 0.0022023255980159
416 => 0.002157035457016
417 => 0.0022322046957503
418 => 0.0022724885014619
419 => 0.0023138113505629
420 => 0.0023496908225973
421 => 0.002297306095923
422 => 0.0023533652625201
423 => 0.0023081914700179
424 => 0.0022676659081625
425 => 0.0022677273687117
426 => 0.0022423050917758
427 => 0.0021930462267996
428 => 0.0021839621363314
429 => 0.0022312187221411
430 => 0.0022691140287451
501 => 0.0022722352677033
502 => 0.0022932160565705
503 => 0.0023056322713028
504 => 0.0024273280547045
505 => 0.002476275105509
506 => 0.0025361266327124
507 => 0.0025594421756054
508 => 0.0026296136006286
509 => 0.0025729444758779
510 => 0.0025606837542726
511 => 0.0023904708300646
512 => 0.0024183431868681
513 => 0.002462969519393
514 => 0.002391206701851
515 => 0.0024367236920578
516 => 0.0024457097101063
517 => 0.0023887682287713
518 => 0.0024191831342485
519 => 0.0023384101626921
520 => 0.0021709257988802
521 => 0.0022323911537252
522 => 0.0022776503439059
523 => 0.0022130598991002
524 => 0.0023288357714189
525 => 0.0022612018969094
526 => 0.0022397652056884
527 => 0.0021561330305031
528 => 0.0021956041978929
529 => 0.0022489895169604
530 => 0.0022160035964862
531 => 0.002284454334331
601 => 0.0023813988342643
602 => 0.0024504872580615
603 => 0.0024557910093663
604 => 0.0024113717814296
605 => 0.0024825538776779
606 => 0.0024830723615378
607 => 0.0024027786661823
608 => 0.0023535992248542
609 => 0.0023424255523101
610 => 0.0023703395770529
611 => 0.002404232356304
612 => 0.002457671822733
613 => 0.0024899641730843
614 => 0.0025741654962613
615 => 0.0025969479600719
616 => 0.0026219789805883
617 => 0.002655428143279
618 => 0.0026955924392786
619 => 0.0026077152461863
620 => 0.0026112067708914
621 => 0.0025293767454264
622 => 0.0024419296276044
623 => 0.0025082910895942
624 => 0.0025950498734505
625 => 0.0025751473125739
626 => 0.0025729078679029
627 => 0.0025766739926694
628 => 0.0025616681117254
629 => 0.0024937970683592
630 => 0.002459712655276
701 => 0.0025036902440145
702 => 0.0025270623752118
703 => 0.0025633105124347
704 => 0.0025588421644166
705 => 0.0026522134731371
706 => 0.0026884947403041
707 => 0.0026792124395998
708 => 0.0026809206063205
709 => 0.0027466061075071
710 => 0.0028196618940802
711 => 0.002888088278766
712 => 0.0029576945362501
713 => 0.0028737814760746
714 => 0.0028311755991555
715 => 0.0028751339886546
716 => 0.0028518090484273
717 => 0.0029858410736002
718 => 0.002995121160218
719 => 0.00312914349335
720 => 0.0032563466465748
721 => 0.0031764526251155
722 => 0.0032517890888459
723 => 0.0033332716166423
724 => 0.0034904646328252
725 => 0.0034375275550918
726 => 0.0033969785831778
727 => 0.0033586600006502
728 => 0.0034383948879864
729 => 0.0035409725467484
730 => 0.0035630667919692
731 => 0.0035988679098781
801 => 0.0035612274119493
802 => 0.0036065612457397
803 => 0.0037666095997156
804 => 0.0037233631216854
805 => 0.0036619461706643
806 => 0.003788288974921
807 => 0.0038340119446363
808 => 0.0041549196914033
809 => 0.0045600789777344
810 => 0.004392340372774
811 => 0.0042882196077841
812 => 0.0043126904573343
813 => 0.0044606409131951
814 => 0.0045081579039048
815 => 0.0043789903430668
816 => 0.0044246145092144
817 => 0.0046760081503567
818 => 0.0048108727731559
819 => 0.0046277085006592
820 => 0.0041223655372414
821 => 0.0036564162462022
822 => 0.0037800069801558
823 => 0.0037659956263925
824 => 0.0040360867318045
825 => 0.003722331707487
826 => 0.0037276145374269
827 => 0.0040032908408673
828 => 0.0039297451293977
829 => 0.00381061049584
830 => 0.0036572860608695
831 => 0.0033738516620328
901 => 0.0031228059108302
902 => 0.0036151644413221
903 => 0.0035939330461914
904 => 0.0035631868397257
905 => 0.0036316091951282
906 => 0.0039638487309381
907 => 0.0039561895342833
908 => 0.0039074656329216
909 => 0.0039444222826717
910 => 0.0038041318164561
911 => 0.0038402878639544
912 => 0.0036563424374539
913 => 0.0037394934524717
914 => 0.0038103548864225
915 => 0.0038245813684096
916 => 0.0038566343587486
917 => 0.0035827450657196
918 => 0.0037057133173225
919 => 0.0037779456445721
920 => 0.0034515973622235
921 => 0.0037714947883198
922 => 0.0035779772624766
923 => 0.0035122945076698
924 => 0.0036007276839723
925 => 0.0035662651891631
926 => 0.0035366363598318
927 => 0.003520102963977
928 => 0.00358503852864
929 => 0.0035820092069337
930 => 0.003475762019695
1001 => 0.0033371668951314
1002 => 0.0033836839681648
1003 => 0.0033667838794319
1004 => 0.0033055357777089
1005 => 0.0033468096031462
1006 => 0.0031650605641254
1007 => 0.0028523707889833
1008 => 0.003058943232389
1009 => 0.0030509904180255
1010 => 0.003046980248392
1011 => 0.0032022137303684
1012 => 0.0031872916129221
1013 => 0.0031602078236394
1014 => 0.0033050383626793
1015 => 0.0032521732676841
1016 => 0.0034150910338765
1017 => 0.0035223992115513
1018 => 0.0034951823866371
1019 => 0.0035961062464057
1020 => 0.0033847556275762
1021 => 0.0034549578252363
1022 => 0.003469426400878
1023 => 0.003303251176309
1024 => 0.0031897330558813
1025 => 0.0031821626914501
1026 => 0.0029853379143889
1027 => 0.0030904801215809
1028 => 0.0031830009128297
1029 => 0.003138690633725
1030 => 0.0031246633230923
1031 => 0.0031963258109619
1101 => 0.0032018946000171
1102 => 0.0030749256194054
1103 => 0.0031013264910593
1104 => 0.0032114225146356
1105 => 0.0030985523537425
1106 => 0.0028792640683632
1107 => 0.0028248775416915
1108 => 0.0028176213764909
1109 => 0.0026701208027072
1110 => 0.002828511909463
1111 => 0.0027593699467463
1112 => 0.0029777885785203
1113 => 0.0028530290274536
1114 => 0.0028476508925609
1115 => 0.0028395210528697
1116 => 0.0027125612158421
1117 => 0.0027403573514325
1118 => 0.0028327559396063
1119 => 0.0028657247968113
1120 => 0.0028622858748989
1121 => 0.0028323031361164
1122 => 0.0028460290803946
1123 => 0.0028018130314385
1124 => 0.0027861994242747
1125 => 0.0027369185852045
1126 => 0.0026644893659507
1127 => 0.0026745610931222
1128 => 0.0025310598576442
1129 => 0.0024528727683688
1130 => 0.0024312316125466
1201 => 0.0024022921545351
1202 => 0.002434500401334
1203 => 0.0025306533366741
1204 => 0.0024146724966707
1205 => 0.002215831481595
1206 => 0.0022277821654097
1207 => 0.0022546318037514
1208 => 0.0022045976803298
1209 => 0.002157244581557
1210 => 0.0021984142590616
1211 => 0.0021141626996993
1212 => 0.0022648132021837
1213 => 0.0022607385282847
1214 => 0.0023168917194463
1215 => 0.0023520054622591
1216 => 0.0022710796532848
1217 => 0.0022507270311744
1218 => 0.0022623208097035
1219 => 0.0020707014760769
1220 => 0.0023012323318135
1221 => 0.0023032259722269
1222 => 0.0022861552126331
1223 => 0.0024089057764712
1224 => 0.0026679477530305
1225 => 0.0025704857415095
1226 => 0.0025327455048437
1227 => 0.0024610012873541
1228 => 0.0025565961974089
1229 => 0.0025492559998296
1230 => 0.0025160608426887
1231 => 0.0024959843080747
]
'min_raw' => 0.0018749366578795
'max_raw' => 0.0048108727731559
'avg_raw' => 0.0033429047155177
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.001874'
'max' => '$0.00481'
'avg' => '$0.003342'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0011529656362722
'max_diff' => 0.0027963497389846
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 5.8852119248707E-5
]
1 => [
'year' => 2028
'avg' => 0.00010100732152307
]
2 => [
'year' => 2029
'avg' => 0.00027593379760257
]
3 => [
'year' => 2030
'avg' => 0.00021288251391744
]
4 => [
'year' => 2031
'avg' => 0.00020907701090643
]
5 => [
'year' => 2032
'avg' => 0.00036657779907589
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 5.8852119248707E-5
'min' => '$0.000058'
'max_raw' => 0.00036657779907589
'max' => '$0.000366'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.00036657779907589
]
1 => [
'year' => 2033
'avg' => 0.00094287579397373
]
2 => [
'year' => 2034
'avg' => 0.00059763999071089
]
3 => [
'year' => 2035
'avg' => 0.0007049177395618
]
4 => [
'year' => 2036
'avg' => 0.0013682470278893
]
5 => [
'year' => 2037
'avg' => 0.0033429047155177
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.00036657779907589
'min' => '$0.000366'
'max_raw' => 0.0033429047155177
'max' => '$0.003342'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.0033429047155177
]
]
]
]
'prediction_2025_max_price' => '$0.00010062'
'last_price' => 9.757E-5
'sma_50day_nextmonth' => '$0.000098'
'sma_200day_nextmonth' => '$0.000269'
'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' => '$0.000092'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.000089'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.000114'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.00011'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.000197'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.00026'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.00031'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.000094'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.000097'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.0001041'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.000118'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.000172'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.000253'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.000575'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.000271'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.000975'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.004378'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.009367'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.0001073'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.000126'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.000179'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.000336'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0015024'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.015649'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.078188'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '39.87'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 27.12
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.000121'
'vwma_10_action' => 'SELL'
'hma_9' => '0.000078'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 24.47
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -60.55
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.96
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000017'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -75.53
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 34.41
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.000010'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 23
'buy_signals' => 11
'sell_pct' => 67.65
'buy_pct' => 32.35
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767709779
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de EpiK Protocol pour 2026
La prévision du prix de EpiK Protocol pour 2026 suggère que le prix moyen pourrait varier entre $0.000033 à la baisse et $0.00010062 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, EpiK Protocol pourrait potentiellement gagner 3.13% d'ici 2026 si AIEPK atteint l'objectif de prix prévu.
Prévision du prix de EpiK Protocol de 2027 à 2032
La prévision du prix de AIEPK pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.000058 à la baisse et $0.000366 à la hausse. Compte tenu de la volatilité des prix sur le marché, si EpiK Protocol atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de EpiK Protocol | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.000032 | $0.000058 | $0.000085 |
| 2028 | $0.000058 | $0.000101 | $0.000143 |
| 2029 | $0.000128 | $0.000275 | $0.000423 |
| 2030 | $0.0001094 | $0.000212 | $0.000316 |
| 2031 | $0.000129 | $0.000209 | $0.000288 |
| 2032 | $0.000197 | $0.000366 | $0.000535 |
Prévision du prix de EpiK Protocol de 2032 à 2037
La prévision du prix de EpiK Protocol pour 2032-2037 est actuellement estimée entre $0.000366 à la baisse et $0.003342 à la hausse. Par rapport au prix actuel, EpiK Protocol pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de EpiK Protocol | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.000197 | $0.000366 | $0.000535 |
| 2033 | $0.000458 | $0.000942 | $0.001426 |
| 2034 | $0.000368 | $0.000597 | $0.000826 |
| 2035 | $0.000436 | $0.0007049 | $0.000973 |
| 2036 | $0.000721 | $0.001368 | $0.002014 |
| 2037 | $0.001874 | $0.003342 | $0.00481 |
EpiK Protocol Histogramme des prix potentiels
Prévision du prix de EpiK Protocol basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour EpiK Protocol est Baissier, avec 11 indicateurs techniques montrant des signaux haussiers et 23 indiquant des signaux baissiers. La prévision du prix de AIEPK a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de EpiK Protocol et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de EpiK Protocol devrait augmenter au cours du prochain mois, atteignant $0.000269 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour EpiK Protocol devrait atteindre $0.000098 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 39.87, ce qui suggère que le marché de AIEPK est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de AIEPK 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 | $0.000092 | BUY |
| SMA 5 | $0.000089 | BUY |
| SMA 10 | $0.000114 | SELL |
| SMA 21 | $0.00011 | SELL |
| SMA 50 | $0.000197 | SELL |
| SMA 100 | $0.00026 | SELL |
| SMA 200 | $0.00031 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.000094 | BUY |
| EMA 5 | $0.000097 | BUY |
| EMA 10 | $0.0001041 | SELL |
| EMA 21 | $0.000118 | SELL |
| EMA 50 | $0.000172 | SELL |
| EMA 100 | $0.000253 | SELL |
| EMA 200 | $0.000575 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.000271 | SELL |
| SMA 50 | $0.000975 | SELL |
| SMA 100 | $0.004378 | SELL |
| SMA 200 | $0.009367 | SELL |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.000336 | SELL |
| EMA 50 | $0.0015024 | SELL |
| EMA 100 | $0.015649 | SELL |
| EMA 200 | $0.078188 | SELL |
Oscillateurs de EpiK Protocol
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) | 39.87 | NEUTRAL |
| Stoch RSI (14) | 27.12 | NEUTRAL |
| Stochastique Rapide (14) | 24.47 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -60.55 | NEUTRAL |
| Indice Directionnel Moyen (14) | 23.96 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.000017 | SELL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -75.53 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 34.41 | NEUTRAL |
| VWMA (10) | 0.000121 | SELL |
| Moyenne Mobile de Hull (9) | 0.000078 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000010 | SELL |
Prévision du cours de EpiK Protocol basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de EpiK Protocol
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 EpiK Protocol par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.000137 | $0.000192 | $0.00027 | $0.00038 | $0.000534 | $0.000751 |
| Action Amazon.com | $0.0002035 | $0.000424 | $0.000886 | $0.001849 | $0.003858 | $0.008051 |
| Action Apple | $0.000138 | $0.000196 | $0.000278 | $0.000394 | $0.00056 | $0.000794 |
| Action Netflix | $0.000153 | $0.000242 | $0.000383 | $0.0006047 | $0.000954 | $0.0015055 |
| Action Google | $0.000126 | $0.000163 | $0.000211 | $0.000274 | $0.000355 | $0.00046 |
| Action Tesla | $0.000221 | $0.0005014 | $0.001136 | $0.002576 | $0.005841 | $0.013241 |
| Action Kodak | $0.000073 | $0.000054 | $0.000041 | $0.00003 | $0.000023 | $0.000017 |
| Action Nokia | $0.000064 | $0.000042 | $0.000028 | $0.000018 | $0.000012 | $0.0000082 |
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 EpiK Protocol
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans EpiK Protocol maintenant ?", "Devrais-je acheter AIEPK aujourd'hui ?", " EpiK Protocol sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de EpiK Protocol avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme EpiK Protocol 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 EpiK Protocol afin de prendre une décision responsable concernant cet investissement.
Le cours de EpiK Protocol est de $0.00009757 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision à court terme de EpiK Protocol
basée sur l'historique des cours sur 4 heures
Prévision à long terme de EpiK Protocol
basée sur l'historique des cours sur 1 mois
Prévision du cours de EpiK Protocol basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si EpiK Protocol présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0001001 | $0.0001027 | $0.0001053 | $0.0001081 |
| Si EpiK Protocol présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0001026 | $0.0001079 | $0.000113 | $0.000119 |
| Si EpiK Protocol présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.00011 | $0.000124 | $0.00014 | $0.000159 |
| Si EpiK Protocol présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000122 | $0.000154 | $0.000195 | $0.000245 |
| Si EpiK Protocol présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000148 | $0.000225 | $0.000342 | $0.00052 |
| Si EpiK Protocol présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000224 | $0.000515 | $0.001186 | $0.002728 |
| Si EpiK Protocol présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000351 | $0.001264 | $0.004549 | $0.016375 |
Boîte à questions
Est-ce que AIEPK est un bon investissement ?
La décision d'acquérir EpiK Protocol dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de EpiK Protocol a connu une hausse de 8.4074% au cours des 24 heures précédentes, et EpiK Protocol a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans EpiK Protocol dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que EpiK Protocol peut monter ?
Il semble que la valeur moyenne de EpiK Protocol pourrait potentiellement s'envoler jusqu'à $0.00010062 pour la fin de cette année. En regardant les perspectives de EpiK Protocol sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.000316. 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 EpiK Protocol la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de EpiK Protocol, le prix de EpiK Protocol va augmenter de 0.86% durant la prochaine semaine et atteindre $0.0000984 d'ici 13 janvier 2026.
Quel sera le prix de EpiK Protocol le mois prochain ?
Basé sur notre nouveau pronostic expérimental de EpiK Protocol, le prix de EpiK Protocol va diminuer de -11.62% durant le prochain mois et atteindre $0.0000862 d'ici 5 février 2026.
Jusqu'où le prix de EpiK Protocol peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de EpiK Protocol en 2026, AIEPK devrait fluctuer dans la fourchette de $0.000033 et $0.00010062. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de EpiK Protocol ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera EpiK Protocol dans 5 ans ?
L'avenir de EpiK Protocol semble suivre une tendance haussière, avec un prix maximum de $0.000316 prévue après une période de cinq ans. Selon la prévision de EpiK Protocol pour 2030, la valeur de EpiK Protocol pourrait potentiellement atteindre son point le plus élevé d'environ $0.000316, tandis que son point le plus bas devrait être autour de $0.0001094.
Combien vaudra EpiK Protocol en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de EpiK Protocol, il est attendu que la valeur de AIEPK en 2026 augmente de 3.13% jusqu'à $0.00010062 si le meilleur scénario se produit. Le prix sera entre $0.00010062 et $0.000033 durant 2026.
Combien vaudra EpiK Protocol en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de EpiK Protocol, le valeur de AIEPK pourrait diminuer de -12.62% jusqu'à $0.000085 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.000085 et $0.000032 tout au long de l'année.
Combien vaudra EpiK Protocol en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de EpiK Protocol suggère que la valeur de AIEPK en 2028 pourrait augmenter de 47.02%, atteignant $0.000143 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.000143 et $0.000058 durant l'année.
Combien vaudra EpiK Protocol en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de EpiK Protocol pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.000423 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.000423 et $0.000128.
Combien vaudra EpiK Protocol en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de EpiK Protocol, il est prévu que la valeur de AIEPK en 2030 augmente de 224.23%, atteignant $0.000316 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.000316 et $0.0001094 au cours de 2030.
Combien vaudra EpiK Protocol en 2031 ?
Notre simulation expérimentale indique que le prix de EpiK Protocol pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.000288 dans des conditions idéales. Il est probable que le prix fluctue entre $0.000288 et $0.000129 durant l'année.
Combien vaudra EpiK Protocol en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de EpiK Protocol, AIEPK pourrait connaître une 449.04% hausse en valeur, atteignant $0.000535 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.000535 et $0.000197 tout au long de l'année.
Combien vaudra EpiK Protocol en 2033 ?
Selon notre prédiction expérimentale de prix de EpiK Protocol, la valeur de AIEPK est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.001426. Tout au long de l'année, le prix de AIEPK pourrait osciller entre $0.001426 et $0.000458.
Combien vaudra EpiK Protocol en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de EpiK Protocol suggèrent que AIEPK pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.000826 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.000826 et $0.000368.
Combien vaudra EpiK Protocol en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de EpiK Protocol, AIEPK pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.000973 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.000973 et $0.000436.
Combien vaudra EpiK Protocol en 2036 ?
Notre récente simulation de prédiction de prix de EpiK Protocol suggère que la valeur de AIEPK pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.002014 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.002014 et $0.000721.
Combien vaudra EpiK Protocol en 2037 ?
Selon la simulation expérimentale, la valeur de EpiK Protocol pourrait augmenter de 4830.69% en 2037, avec un maximum de $0.00481 sous des conditions favorables. Il est prévu que le prix chute entre $0.00481 et $0.001874 au cours de l'année.
Prévisions liées
Prévision du cours de LITPrévision du cours de ZeroSwap
Prévision du cours de PolyPad
Prévision du cours de Aurigami
Prévision du cours de Paladin
Prévision du cours de GHOST by McAfee
Prévision du cours de Dafi Protocol
Prévision du cours de Ethos Reserve NotePrévision du cours de TruBadger
Prévision du cours de AS Monaco Fan Token
Prévision du cours de Elk Finance
Prévision du cours de AICHAIN
Prévision du cours de EDUM
Prévision du cours de 1ART
Prévision du cours de Sacabam
Prévision du cours de Graviton
Prévision du cours de Para
Prévision du cours de Cyber Arena
Prévision du cours de Eggdog
Prévision du cours de LATOKEN
Prévision du cours de K21 Kanon
Prévision du cours de Elmo
Prévision du cours de KEK
Prévision du cours de Generaitiv
Prévision du cours de Zaibot
Comment lire et prédire les mouvements de prix de EpiK Protocol ?
Les traders de EpiK Protocol 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 EpiK Protocol
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de EpiK Protocol. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de AIEPK 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 AIEPK 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 AIEPK.
Comment lire les graphiques de EpiK Protocol 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 EpiK Protocol 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 AIEPK 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 EpiK Protocol ?
L'action du prix de EpiK Protocol 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 AIEPK. La capitalisation boursière de EpiK Protocol peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de AIEPK, de grands détenteurs de EpiK Protocol, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de EpiK Protocol.
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


