Prédiction du prix de EpiK Protocol jusqu'à $0.0001012 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.000033 | $0.0001012 |
| 2027 | $0.000032 | $0.000085 |
| 2028 | $0.000058 | $0.000144 |
| 2029 | $0.000129 | $0.000425 |
| 2030 | $0.00011 | $0.000318 |
| 2031 | $0.00013 | $0.00029 |
| 2032 | $0.000198 | $0.000539 |
| 2033 | $0.000461 | $0.001436 |
| 2034 | $0.000371 | $0.000831 |
| 2035 | $0.000438 | $0.000979 |
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 $3,961.30, soit un rendement de 39.61% sur les 90 prochains jours.
$
≈ $3,961.30
(39.61% ROI)
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' => 9.82E-5
'ticker' => 'AIEPK'
'marketcap' => '$15.23K'
'low24h' => '$0.00009'
'high24h' => '$0.00009823'
'volume24h' => '$104.51'
'current_supply' => '155.11M'
'max_supply' => '400M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0000982'
'change_24h_pct' => '0.5643%'
'ath_price' => '$2.19'
'ath_days' => 1610
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 août 2021'
'ath_pct' => '-100.00%'
'fdv' => '$39.28K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.004841'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.000099'
'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' => '$0.0000867'
'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' => '$0.0001012'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00011'
'grand_prediction_max_price' => '$0.000318'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0001000608383468
107 => 0.0001004344291951
108 => 0.00010127614845235
109 => 9.4083749557341E-5
110 => 9.7312925503463E-5
111 => 9.9209763838941E-5
112 => 9.0639779231681E-5
113 => 9.9040362797857E-5
114 => 9.3958545894222E-5
115 => 9.22337009108E-5
116 => 9.4555977449931E-5
117 => 9.3650984024143E-5
118 => 9.2872923819649E-5
119 => 9.2438752856769E-5
120 => 9.4143976446798E-5
121 => 9.406442572814E-5
122 => 9.1274348965216E-5
123 => 8.763480756606E-5
124 => 8.8856357123491E-5
125 => 8.8412556717188E-5
126 => 8.6804166793355E-5
127 => 8.7888027404278E-5
128 => 8.3115253803073E-5
129 => 7.4903944889385E-5
130 => 8.0328587076962E-5
131 => 8.0119744253615E-5
201 => 8.0014436231816E-5
202 => 8.4090904909682E-5
203 => 8.3699046506439E-5
204 => 8.2987819667464E-5
205 => 8.6791104554706E-5
206 => 8.5402854409462E-5
207 => 8.9681114244233E-5
208 => 9.249905287191E-5
209 => 9.1784332485166E-5
210 => 9.4434617384776E-5
211 => 8.8884499158111E-5
212 => 9.0728025800915E-5
213 => 9.1107974086979E-5
214 => 8.6744172609566E-5
215 => 8.3763159387404E-5
216 => 8.3564359791525E-5
217 => 7.8395693673222E-5
218 => 8.1156753393604E-5
219 => 8.3586371687126E-5
220 => 8.2422773070525E-5
221 => 8.2054412510029E-5
222 => 8.3936286725945E-5
223 => 8.4082524469684E-5
224 => 8.0748288414846E-5
225 => 8.1441581672171E-5
226 => 8.4332729805629E-5
227 => 8.136873215713E-5
228 => 7.5610168892363E-5
301 => 7.4181965584335E-5
302 => 7.3991416936034E-5
303 => 7.0118016292429E-5
304 => 7.4277404958597E-5
305 => 7.2461720341129E-5
306 => 7.8197446292469E-5
307 => 7.4921230390379E-5
308 => 7.4779999270929E-5
309 => 7.4566507719781E-5
310 => 7.1232511777664E-5
311 => 7.1962445002492E-5
312 => 7.438885421379E-5
313 => 7.5254624355837E-5
314 => 7.5164317436975E-5
315 => 7.4376963484931E-5
316 => 7.4737410092273E-5
317 => 7.3576285982103E-5
318 => 7.3166268892094E-5
319 => 7.187214217194E-5
320 => 6.9970133404944E-5
321 => 7.0234619389692E-5
322 => 6.6466242334607E-5
323 => 6.4413030512088E-5
324 => 6.3844728540512E-5
325 => 6.3084771393146E-5
326 => 6.3930567722476E-5
327 => 6.6455566995881E-5
328 => 6.3409882163676E-5
329 => 5.8188269148809E-5
330 => 5.8502096988198E-5
331 => 5.9207174966984E-5
401 => 5.7893266818075E-5
402 => 5.6649763023084E-5
403 => 5.7730888684177E-5
404 => 5.551842241447E-5
405 => 5.9474540945495E-5
406 => 5.9367539026125E-5
407 => 6.0842135369763E-5
408 => 6.1764230725203E-5
409 => 5.963909946283E-5
410 => 5.910463469731E-5
411 => 5.9409090117819E-5
412 => 5.4377120199622E-5
413 => 6.0430916073598E-5
414 => 6.0483269551706E-5
415 => 6.0034987287431E-5
416 => 6.3258446700345E-5
417 => 7.0060951483797E-5
418 => 6.7501575554142E-5
419 => 6.6510507836632E-5
420 => 6.462648738118E-5
421 => 6.7136832776004E-5
422 => 6.694407741717E-5
423 => 6.6072364584225E-5
424 => 6.5545149942949E-5
425 => 6.6516559084782E-5
426 => 6.5424781600167E-5
427 => 6.5228668363891E-5
428 => 6.4040435525365E-5
429 => 6.3616290463161E-5
430 => 6.3302270344806E-5
501 => 6.2956565049477E-5
502 => 6.3719104786581E-5
503 => 6.1991089421848E-5
504 => 5.9907272291415E-5
505 => 5.9734025444233E-5
506 => 6.021237522132E-5
507 => 6.0000741053912E-5
508 => 5.9733012221261E-5
509 => 5.9221844968122E-5
510 => 5.9070192563476E-5
511 => 5.9562989307288E-5
512 => 5.9006650515359E-5
513 => 5.9827558708193E-5
514 => 5.9604317102664E-5
515 => 5.8357307641405E-5
516 => 5.680307215064E-5
517 => 5.6789236194653E-5
518 => 5.6454378707625E-5
519 => 5.6027887351735E-5
520 => 5.5909247213326E-5
521 => 5.7639839296504E-5
522 => 6.1222113116419E-5
523 => 6.0518827049023E-5
524 => 6.1027023308372E-5
525 => 6.3526845924047E-5
526 => 6.4321464361281E-5
527 => 6.3757463016101E-5
528 => 6.2985423188731E-5
529 => 6.3019389022967E-5
530 => 6.5657682825439E-5
531 => 6.5822229973702E-5
601 => 6.6237987532441E-5
602 => 6.6772353488493E-5
603 => 6.384846784908E-5
604 => 6.2881674272291E-5
605 => 6.2423553839943E-5
606 => 6.1012720223231E-5
607 => 6.2534183323122E-5
608 => 6.1647691930361E-5
609 => 6.1767309906103E-5
610 => 6.1689408542478E-5
611 => 6.1731947954684E-5
612 => 5.947343512974E-5
613 => 6.029631849921E-5
614 => 5.8928115296612E-5
615 => 5.7096244796349E-5
616 => 5.7090103724096E-5
617 => 5.7538451433826E-5
618 => 5.7271756672231E-5
619 => 5.6554087926128E-5
620 => 5.6656029384211E-5
621 => 5.5762914943561E-5
622 => 5.6764469647664E-5
623 => 5.6793190652843E-5
624 => 5.640753753671E-5
625 => 5.7950570746297E-5
626 => 5.8582752711261E-5
627 => 5.8328907568731E-5
628 => 5.8564942259361E-5
629 => 6.0548051760269E-5
630 => 6.0871385138051E-5
701 => 6.1014988466257E-5
702 => 6.0822579030256E-5
703 => 5.8601189860593E-5
704 => 5.8699717916343E-5
705 => 5.7976784417637E-5
706 => 5.7365981792085E-5
707 => 5.7390410693869E-5
708 => 5.7704442642186E-5
709 => 5.9075838578216E-5
710 => 6.1961860477385E-5
711 => 6.2071382898804E-5
712 => 6.2204127268558E-5
713 => 6.1664189204793E-5
714 => 6.150133871825E-5
715 => 6.1716180545278E-5
716 => 6.2800018630783E-5
717 => 6.5587944445872E-5
718 => 6.4602505263515E-5
719 => 6.3801327868984E-5
720 => 6.4504176439863E-5
721 => 6.4395978411485E-5
722 => 6.3482678165332E-5
723 => 6.3457044869263E-5
724 => 6.1704129697143E-5
725 => 6.1056116869958E-5
726 => 6.0514588848642E-5
727 => 5.9923254386312E-5
728 => 5.9572691495333E-5
729 => 6.0111315423862E-5
730 => 6.0234505089128E-5
731 => 5.9056794455863E-5
801 => 5.8896276848339E-5
802 => 5.9858020774113E-5
803 => 5.9434793129807E-5
804 => 5.9870093257516E-5
805 => 5.997108662108E-5
806 => 5.9954824363472E-5
807 => 5.9512926095431E-5
808 => 5.9794578873884E-5
809 => 5.9128386088109E-5
810 => 5.8404001492499E-5
811 => 5.7941889251255E-5
812 => 5.7538635030476E-5
813 => 5.7762383909437E-5
814 => 5.6964760010872E-5
815 => 5.6709584072723E-5
816 => 5.9699161249932E-5
817 => 6.1907594054108E-5
818 => 6.18754825665E-5
819 => 6.168001214409E-5
820 => 6.1389582746115E-5
821 => 6.2778771911348E-5
822 => 6.2294806183895E-5
823 => 6.2646931687307E-5
824 => 6.2736562406586E-5
825 => 6.3007847598798E-5
826 => 6.3104808737264E-5
827 => 6.281172483298E-5
828 => 6.1828099453019E-5
829 => 5.937699852645E-5
830 => 5.8236004428511E-5
831 => 5.7859457371432E-5
901 => 5.7873144141792E-5
902 => 5.7495601914825E-5
903 => 5.7606805020923E-5
904 => 5.7456930012692E-5
905 => 5.7173103005763E-5
906 => 5.7744858391563E-5
907 => 5.7810747873506E-5
908 => 5.7677293334493E-5
909 => 5.7708726709555E-5
910 => 5.6603780125701E-5
911 => 5.6687786814654E-5
912 => 5.6220026895512E-5
913 => 5.6132327549603E-5
914 => 5.4949871206527E-5
915 => 5.2854978394982E-5
916 => 5.4015752368744E-5
917 => 5.261370063796E-5
918 => 5.2082722402962E-5
919 => 5.4596290783386E-5
920 => 5.4343998233526E-5
921 => 5.3912183057101E-5
922 => 5.3273438413E-5
923 => 5.3036521811194E-5
924 => 5.1597091537305E-5
925 => 5.1512042317662E-5
926 => 5.2225462829288E-5
927 => 5.1896243810473E-5
928 => 5.1433895623065E-5
929 => 4.9759317355757E-5
930 => 4.7876536949493E-5
1001 => 4.7933366255222E-5
1002 => 4.853224367208E-5
1003 => 5.0273560531218E-5
1004 => 4.9593197909265E-5
1005 => 4.9099587020777E-5
1006 => 4.9007148539252E-5
1007 => 5.0164209668607E-5
1008 => 5.1801693578445E-5
1009 => 5.2569964392303E-5
1010 => 5.1808631348501E-5
1011 => 5.0934052940863E-5
1012 => 5.098728447613E-5
1013 => 5.1341410032112E-5
1014 => 5.137862362098E-5
1015 => 5.0809362985721E-5
1016 => 5.0969606520083E-5
1017 => 5.0726181938411E-5
1018 => 4.9232285730015E-5
1019 => 4.9205265884802E-5
1020 => 4.8838639662931E-5
1021 => 4.8827538366639E-5
1022 => 4.820381570404E-5
1023 => 4.8116552591951E-5
1024 => 4.6878113388101E-5
1025 => 4.7693257822415E-5
1026 => 4.7146501732881E-5
1027 => 4.632241133923E-5
1028 => 4.6180337844746E-5
1029 => 4.6176066943943E-5
1030 => 4.7022223514982E-5
1031 => 4.7683369990225E-5
1101 => 4.7156012789145E-5
1102 => 4.7035943776848E-5
1103 => 4.8317966702021E-5
1104 => 4.8154817598894E-5
1105 => 4.8013531527785E-5
1106 => 5.16550748544E-5
1107 => 4.8772509158215E-5
1108 => 4.7515545983581E-5
1109 => 4.5959815364138E-5
1110 => 4.6466369098503E-5
1111 => 4.6573107413157E-5
1112 => 4.2831855714919E-5
1113 => 4.1314030366887E-5
1114 => 4.0793169905484E-5
1115 => 4.0493407346061E-5
1116 => 4.0630012908571E-5
1117 => 3.9263792072186E-5
1118 => 4.0181915069444E-5
1119 => 3.8998883308906E-5
1120 => 3.8800544184334E-5
1121 => 4.0915951521687E-5
1122 => 4.121029809465E-5
1123 => 3.995452416808E-5
1124 => 4.0760934320269E-5
1125 => 4.0468518789146E-5
1126 => 3.9019162992934E-5
1127 => 3.8963808262258E-5
1128 => 3.8236572471038E-5
1129 => 3.7098589278377E-5
1130 => 3.6578500423166E-5
1201 => 3.6307633631753E-5
1202 => 3.6419398548978E-5
1203 => 3.6362886786766E-5
1204 => 3.5994109312304E-5
1205 => 3.6384024679927E-5
1206 => 3.5387952039803E-5
1207 => 3.4991307888603E-5
1208 => 3.481215292758E-5
1209 => 3.3928081127668E-5
1210 => 3.5335032509842E-5
1211 => 3.5612219656437E-5
1212 => 3.5889952947338E-5
1213 => 3.8307431628061E-5
1214 => 3.8186661224896E-5
1215 => 3.9278366851936E-5
1216 => 3.9235945178787E-5
1217 => 3.8924573049496E-5
1218 => 3.7610945254249E-5
1219 => 3.8134533880271E-5
1220 => 3.6523009473114E-5
1221 => 3.7730473131964E-5
1222 => 3.7179437142953E-5
1223 => 3.7544167309787E-5
1224 => 3.6888349583426E-5
1225 => 3.7251306191244E-5
1226 => 3.567795101186E-5
1227 => 3.4208774083056E-5
1228 => 3.4800013767155E-5
1229 => 3.544275892023E-5
1230 => 3.6836394180515E-5
1231 => 3.600635651673E-5
]
'min_raw' => 3.3928081127668E-5
'max_raw' => 0.00010127614845235
'avg_raw' => 6.7602114790009E-5
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000033'
'max' => '$0.0001012'
'avg' => '$0.000067'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -6.4271918872332E-5
'max_diff' => 3.0761484523501E-6
'year' => 2026
]
1 => [
'items' => [
101 => 3.6304869447826E-5
102 => 3.5304901099116E-5
103 => 3.3241680768888E-5
104 => 3.3253358371892E-5
105 => 3.2935976873785E-5
106 => 3.2661712920963E-5
107 => 3.6101696327275E-5
108 => 3.567388001261E-5
109 => 3.4992210706407E-5
110 => 3.5904652161222E-5
111 => 3.6145916164268E-5
112 => 3.6152784611258E-5
113 => 3.6818478343168E-5
114 => 3.7173759207221E-5
115 => 3.7236378999386E-5
116 => 3.8283862469812E-5
117 => 3.8634965112458E-5
118 => 4.008110720761E-5
119 => 3.7143616108115E-5
120 => 3.7083120411991E-5
121 => 3.5917492083675E-5
122 => 3.5178232170002E-5
123 => 3.5968109842429E-5
124 => 3.6667833631144E-5
125 => 3.5939234452263E-5
126 => 3.6034374123456E-5
127 => 3.5056289254549E-5
128 => 3.5405908572013E-5
129 => 3.5707047827021E-5
130 => 3.5540776430553E-5
131 => 3.5291860102413E-5
201 => 3.6610464260014E-5
202 => 3.6536063445791E-5
203 => 3.7763977951927E-5
204 => 3.8721225118469E-5
205 => 4.0436783169311E-5
206 => 3.8646508909194E-5
207 => 3.8581264199459E-5
208 => 3.9219041702693E-5
209 => 3.8634867472045E-5
210 => 3.9004045420806E-5
211 => 4.0377302894297E-5
212 => 4.0406317660761E-5
213 => 3.9920282939073E-5
214 => 3.9890707682087E-5
215 => 3.9984055967025E-5
216 => 4.0530799787584E-5
217 => 4.033975069694E-5
218 => 4.0560837541405E-5
219 => 4.083731002581E-5
220 => 4.1980917443213E-5
221 => 4.2256637319884E-5
222 => 4.1586780963939E-5
223 => 4.1647261492817E-5
224 => 4.1396716827725E-5
225 => 4.1154693820562E-5
226 => 4.1698726196043E-5
227 => 4.2692956055218E-5
228 => 4.2686771002864E-5
301 => 4.2917413005126E-5
302 => 4.3061101061793E-5
303 => 4.244428673649E-5
304 => 4.2042763291609E-5
305 => 4.2196732929977E-5
306 => 4.244293373475E-5
307 => 4.2116893327201E-5
308 => 4.0104420895199E-5
309 => 4.0714876473832E-5
310 => 4.0613266815795E-5
311 => 4.0468562306593E-5
312 => 4.1082380111422E-5
313 => 4.1023175886728E-5
314 => 3.9249779502805E-5
315 => 3.9363306585533E-5
316 => 3.9256683460719E-5
317 => 3.9601204590033E-5
318 => 3.861626220044E-5
319 => 3.8919223845791E-5
320 => 3.9109238549665E-5
321 => 3.9221158670009E-5
322 => 3.9625490889037E-5
323 => 3.9578047169919E-5
324 => 3.9622541720842E-5
325 => 4.0222059661912E-5
326 => 4.3254215678127E-5
327 => 4.3419249240014E-5
328 => 4.2606563623091E-5
329 => 4.2931215497537E-5
330 => 4.2307954892161E-5
331 => 4.2726353912033E-5
401 => 4.3012611895246E-5
402 => 4.1719067113349E-5
403 => 4.1642471786401E-5
404 => 4.1016638762801E-5
405 => 4.135292598069E-5
406 => 4.0817868837122E-5
407 => 4.0949153144649E-5
408 => 4.0582070775644E-5
409 => 4.1242745954483E-5
410 => 4.198148346297E-5
411 => 4.2168117731242E-5
412 => 4.1677163322523E-5
413 => 4.1321679975138E-5
414 => 4.0697568320625E-5
415 => 4.1735479911316E-5
416 => 4.2038996890216E-5
417 => 4.1733885665837E-5
418 => 4.1663184728336E-5
419 => 4.1529206579526E-5
420 => 4.1691608825962E-5
421 => 4.2037343871566E-5
422 => 4.1874301608783E-5
423 => 4.1981993895786E-5
424 => 4.1571581949534E-5
425 => 4.2444490927698E-5
426 => 4.3830880462008E-5
427 => 4.3835337931058E-5
428 => 4.3672294789416E-5
429 => 4.360558104867E-5
430 => 4.377287320628E-5
501 => 4.3863622339099E-5
502 => 4.4404614500673E-5
503 => 4.498512064412E-5
504 => 4.7694089520915E-5
505 => 4.6933421900425E-5
506 => 4.9336980245197E-5
507 => 5.1237882832922E-5
508 => 5.1807880402585E-5
509 => 5.1283509458953E-5
510 => 4.9489664786751E-5
511 => 4.9401650209145E-5
512 => 5.20824114911E-5
513 => 5.1324973642303E-5
514 => 5.1234878820336E-5
515 => 5.0276422132208E-5
516 => 5.0842988742062E-5
517 => 5.0719072313456E-5
518 => 5.0523464168703E-5
519 => 5.1604433792931E-5
520 => 5.3627912430662E-5
521 => 5.3312534308909E-5
522 => 5.3077119170991E-5
523 => 5.2045598564948E-5
524 => 5.2666804368254E-5
525 => 5.244560488011E-5
526 => 5.339601825784E-5
527 => 5.2833014427107E-5
528 => 5.1319235305637E-5
529 => 5.1560309620213E-5
530 => 5.1523871722539E-5
531 => 5.2273761074649E-5
601 => 5.2048662904544E-5
602 => 5.1479917692129E-5
603 => 5.3620996400659E-5
604 => 5.3481966658632E-5
605 => 5.3679079046202E-5
606 => 5.3765854015113E-5
607 => 5.5069090894956E-5
608 => 5.5602985345699E-5
609 => 5.5724188733156E-5
610 => 5.6231347168483E-5
611 => 5.5711570169274E-5
612 => 5.7791048760829E-5
613 => 5.9173780683273E-5
614 => 6.0779894965926E-5
615 => 6.3126859615703E-5
616 => 6.4009340034656E-5
617 => 6.3849927845748E-5
618 => 6.5629369657672E-5
619 => 6.882698703893E-5
620 => 6.4496257741881E-5
621 => 6.9056526207506E-5
622 => 6.761279786212E-5
623 => 6.4189743926774E-5
624 => 6.3969339608493E-5
625 => 6.6287471475983E-5
626 => 7.1428864846151E-5
627 => 7.0141004120125E-5
628 => 7.1430971324935E-5
629 => 6.9926156059881E-5
630 => 6.9851429298393E-5
701 => 7.1357885806322E-5
702 => 7.4877803549769E-5
703 => 7.3205622572001E-5
704 => 7.0808141104773E-5
705 => 7.2578404111231E-5
706 => 7.104483846493E-5
707 => 6.7589285845817E-5
708 => 7.0140019317299E-5
709 => 6.8434416485626E-5
710 => 6.8932202066742E-5
711 => 7.2517125529644E-5
712 => 7.2085778054057E-5
713 => 7.2643981629168E-5
714 => 7.1658766929828E-5
715 => 7.0738421046547E-5
716 => 6.9020527109619E-5
717 => 6.8511943406043E-5
718 => 6.8652497644787E-5
719 => 6.8511873754342E-5
720 => 6.7550727884892E-5
721 => 6.7343168525895E-5
722 => 6.6997227167517E-5
723 => 6.7104448859904E-5
724 => 6.6453977897439E-5
725 => 6.7681550997769E-5
726 => 6.7909399382527E-5
727 => 6.8802724713846E-5
728 => 6.8895472713237E-5
729 => 7.138337104527E-5
730 => 7.0013078451419E-5
731 => 7.0932389028745E-5
801 => 7.0850157237822E-5
802 => 6.4263931885161E-5
803 => 6.5171455627999E-5
804 => 6.6583277775217E-5
805 => 6.5947253811575E-5
806 => 6.5048064733672E-5
807 => 6.4321921341798E-5
808 => 6.3221739851134E-5
809 => 6.4770224172129E-5
810 => 6.6806316391289E-5
811 => 6.8947111371978E-5
812 => 7.1519136270833E-5
813 => 7.0945090255079E-5
814 => 6.8899029155558E-5
815 => 6.8990813961833E-5
816 => 6.9558191518241E-5
817 => 6.8823386031006E-5
818 => 6.8606677547714E-5
819 => 6.9528419100422E-5
820 => 6.9534766627915E-5
821 => 6.8689284110642E-5
822 => 6.7749685014359E-5
823 => 6.7745748059838E-5
824 => 6.7578555476105E-5
825 => 6.9955899249107E-5
826 => 7.1263197947692E-5
827 => 7.1413077636667E-5
828 => 7.1253109850445E-5
829 => 7.1314675102468E-5
830 => 7.0553986794122E-5
831 => 7.2292694691889E-5
901 => 7.3888304999269E-5
902 => 7.3460647351649E-5
903 => 7.281952774275E-5
904 => 7.2308845093757E-5
905 => 7.3340346749275E-5
906 => 7.3294415604289E-5
907 => 7.3874368735214E-5
908 => 7.3848058711224E-5
909 => 7.3653042286434E-5
910 => 7.34606543163E-5
911 => 7.4223450871332E-5
912 => 7.4003777713621E-5
913 => 7.378376334282E-5
914 => 7.3342490839664E-5
915 => 7.3402467101603E-5
916 => 7.2761458191044E-5
917 => 7.2464898138447E-5
918 => 6.8005346494449E-5
919 => 6.6813608575118E-5
920 => 6.7188553584602E-5
921 => 6.7311995217167E-5
922 => 6.6793349347421E-5
923 => 6.7536954295444E-5
924 => 6.7421064251967E-5
925 => 6.7871924617728E-5
926 => 6.7590246635282E-5
927 => 6.7601806797935E-5
928 => 6.8430161684231E-5
929 => 6.8670636631796E-5
930 => 6.8548329132593E-5
1001 => 6.8633989112579E-5
1002 => 7.0607987196531E-5
1003 => 7.0327347793899E-5
1004 => 7.0178263704601E-5
1005 => 7.0219561016195E-5
1006 => 7.0723959849641E-5
1007 => 7.0865163983851E-5
1008 => 7.0266872144966E-5
1009 => 7.0549030034868E-5
1010 => 7.1750422518902E-5
1011 => 7.2170841895389E-5
1012 => 7.3512618732384E-5
1013 => 7.2942608083847E-5
1014 => 7.398888729872E-5
1015 => 7.720479290237E-5
1016 => 7.9773880822308E-5
1017 => 7.7411241399085E-5
1018 => 8.2129044192676E-5
1019 => 8.5802530396103E-5
1020 => 8.5661535877104E-5
1021 => 8.502097858827E-5
1022 => 8.0838812210352E-5
1023 => 7.6990320356804E-5
1024 => 8.0209747207892E-5
1025 => 8.0217954189017E-5
1026 => 7.994140256734E-5
1027 => 7.8223764196529E-5
1028 => 7.9881632475233E-5
1029 => 8.0013228038703E-5
1030 => 7.9939569517245E-5
1031 => 7.862266020556E-5
1101 => 7.6611983092141E-5
1102 => 7.7004864587222E-5
1103 => 7.7648412490731E-5
1104 => 7.6430042051233E-5
1105 => 7.6040698872145E-5
1106 => 7.676456191764E-5
1107 => 7.9096999473078E-5
1108 => 7.8656065664113E-5
1109 => 7.8644551100408E-5
1110 => 8.0531052920195E-5
1111 => 7.9180724749801E-5
1112 => 7.7009820081056E-5
1113 => 7.6461638021483E-5
1114 => 7.4515961009682E-5
1115 => 7.5859847051997E-5
1116 => 7.5908211118186E-5
1117 => 7.5172178466992E-5
1118 => 7.7069545074193E-5
1119 => 7.7052060506883E-5
1120 => 7.8853327714669E-5
1121 => 8.2296674090888E-5
1122 => 8.1278307130655E-5
1123 => 8.0094057153915E-5
1124 => 8.0222817962077E-5
1125 => 8.1635006218856E-5
1126 => 8.0781164961685E-5
1127 => 8.1088212230957E-5
1128 => 8.163454146604E-5
1129 => 8.1964155458157E-5
1130 => 8.0175391581082E-5
1201 => 7.9758345154869E-5
1202 => 7.8905214530243E-5
1203 => 7.8682648674715E-5
1204 => 7.9377505767319E-5
1205 => 7.9194435473081E-5
1206 => 7.5904146305697E-5
1207 => 7.556029278071E-5
1208 => 7.5570838277411E-5
1209 => 7.4706202239486E-5
1210 => 7.3387424745223E-5
1211 => 7.6853093260033E-5
1212 => 7.6574751576294E-5
1213 => 7.6267483899381E-5
1214 => 7.6305122436558E-5
1215 => 7.7809451676433E-5
1216 => 7.6936864746858E-5
1217 => 7.9256780113318E-5
1218 => 7.8779875257013E-5
1219 => 7.8290739590671E-5
1220 => 7.8223126142145E-5
1221 => 7.8034850641697E-5
1222 => 7.7389183896434E-5
1223 => 7.6609502502972E-5
1224 => 7.6094689312163E-5
1225 => 7.0193328540412E-5
1226 => 7.1288586773012E-5
1227 => 7.254858153369E-5
1228 => 7.2983526675964E-5
1229 => 7.2239522912817E-5
1230 => 7.7418561699759E-5
1231 => 7.8364821992593E-5
]
'min_raw' => 3.2661712920963E-5
'max_raw' => 8.5802530396103E-5
'avg_raw' => 5.9232121658533E-5
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000032'
'max' => '$0.000085'
'avg' => '$0.000059'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.2663682067053E-6
'max_diff' => -1.5473618056247E-5
'year' => 2027
]
2 => [
'items' => [
101 => 7.5498537842568E-5
102 => 7.4962373107709E-5
103 => 7.7453712570515E-5
104 => 7.595113032058E-5
105 => 7.6627743015721E-5
106 => 7.5165276456182E-5
107 => 7.8136895597785E-5
108 => 7.811425683875E-5
109 => 7.6958229875604E-5
110 => 7.7935295948724E-5
111 => 7.7765506674104E-5
112 => 7.6460355079881E-5
113 => 7.8178271231279E-5
114 => 7.8179123296257E-5
115 => 7.7066472478423E-5
116 => 7.5767139913776E-5
117 => 7.5534849940082E-5
118 => 7.5359850648672E-5
119 => 7.6584703917686E-5
120 => 7.7682903528667E-5
121 => 7.9726380737931E-5
122 => 8.0240159460161E-5
123 => 8.2245472017211E-5
124 => 8.1051406026384E-5
125 => 8.1580720014375E-5
126 => 8.2155365224373E-5
127 => 8.2430871269924E-5
128 => 8.1981948953168E-5
129 => 8.5097024773845E-5
130 => 8.5360032616567E-5
131 => 8.5448216871223E-5
201 => 8.4397830831267E-5
202 => 8.5330819480662E-5
203 => 8.4894304988946E-5
204 => 8.6029994429171E-5
205 => 8.6208085034609E-5
206 => 8.605724862756E-5
207 => 8.6113777396695E-5
208 => 8.3455609720779E-5
209 => 8.3317769703831E-5
210 => 8.1438311292066E-5
211 => 8.2204204487115E-5
212 => 8.0772403869186E-5
213 => 8.1226442594312E-5
214 => 8.1426578538108E-5
215 => 8.1322038878684E-5
216 => 8.2247506939226E-5
217 => 8.1460670027131E-5
218 => 7.9384078048148E-5
219 => 7.7306920303068E-5
220 => 7.7280843279595E-5
221 => 7.6733964310195E-5
222 => 7.6338670981198E-5
223 => 7.6414818500147E-5
224 => 7.6683172289001E-5
225 => 7.632307377115E-5
226 => 7.6399919047391E-5
227 => 7.7676062650402E-5
228 => 7.7931984148946E-5
229 => 7.7062262901909E-5
301 => 7.3570206594878E-5
302 => 7.2713247217973E-5
303 => 7.332921262385E-5
304 => 7.3034820833093E-5
305 => 5.8944800546361E-5
306 => 6.2255041812504E-5
307 => 6.0288208857333E-5
308 => 6.1194615972709E-5
309 => 5.9186988834405E-5
310 => 6.0145133733557E-5
311 => 5.9968199356533E-5
312 => 6.5290969355331E-5
313 => 6.520786162303E-5
314 => 6.5247640896519E-5
315 => 6.3348872528548E-5
316 => 6.6373662095905E-5
317 => 6.7863782204701E-5
318 => 6.7588000630825E-5
319 => 6.7657408911489E-5
320 => 6.6464744689051E-5
321 => 6.5259188493227E-5
322 => 6.392204113829E-5
323 => 6.6406295647355E-5
324 => 6.6130088953586E-5
325 => 6.6763607733061E-5
326 => 6.8374824360369E-5
327 => 6.8612082129157E-5
328 => 6.8930958976439E-5
329 => 6.8816664325888E-5
330 => 7.1539626598667E-5
331 => 7.120985790075E-5
401 => 7.2004505581801E-5
402 => 7.0369855011815E-5
403 => 6.8520092729419E-5
404 => 6.8871672066017E-5
405 => 6.883781214868E-5
406 => 6.8406736538378E-5
407 => 6.8017580752089E-5
408 => 6.7369746011882E-5
409 => 6.9419590991399E-5
410 => 6.9336371028688E-5
411 => 7.0683605492369E-5
412 => 7.0445468714576E-5
413 => 6.8855133030519E-5
414 => 6.8911932180597E-5
415 => 6.9293933761612E-5
416 => 7.0616045595121E-5
417 => 7.1008538403545E-5
418 => 7.0826720096549E-5
419 => 7.1257070543008E-5
420 => 7.1597201989088E-5
421 => 7.1299785815879E-5
422 => 7.5510571633305E-5
423 => 7.3761959786947E-5
424 => 7.4614221034099E-5
425 => 7.481748031973E-5
426 => 7.4296835933668E-5
427 => 7.4409745058127E-5
428 => 7.4580771615788E-5
429 => 7.5619211383469E-5
430 => 7.8344377808833E-5
501 => 7.9551335467792E-5
502 => 8.318252713501E-5
503 => 7.9451114435877E-5
504 => 7.9229707848431E-5
505 => 7.988379511918E-5
506 => 8.2015689028512E-5
507 => 8.3743388803413E-5
508 => 8.4316566492138E-5
509 => 8.4392321385836E-5
510 => 8.5467640834017E-5
511 => 8.6083993888195E-5
512 => 8.5337068769299E-5
513 => 8.4704127937354E-5
514 => 8.2437012440838E-5
515 => 8.269943723271E-5
516 => 8.4507283814566E-5
517 => 8.706097359307E-5
518 => 8.9252305089164E-5
519 => 8.8484977174845E-5
520 => 9.4339147512011E-5
521 => 9.49195645888E-5
522 => 9.4839369715918E-5
523 => 9.6161646194485E-5
524 => 9.3537196661452E-5
525 => 9.2415193639766E-5
526 => 8.4840976929405E-5
527 => 8.6969022876731E-5
528 => 9.0062262636927E-5
529 => 8.9652860755612E-5
530 => 8.7406467359221E-5
531 => 8.9250600998333E-5
601 => 8.8640872745852E-5
602 => 8.8159954775472E-5
603 => 9.036313322832E-5
604 => 8.7940648017831E-5
605 => 9.0038096493848E-5
606 => 8.734809712803E-5
607 => 8.8488482264122E-5
608 => 8.7841144506654E-5
609 => 8.8260051370467E-5
610 => 8.5811130404285E-5
611 => 8.7132508713441E-5
612 => 8.5756156722335E-5
613 => 8.5755504152285E-5
614 => 8.5725121105797E-5
615 => 8.7344393119654E-5
616 => 8.7397197521892E-5
617 => 8.6200553057068E-5
618 => 8.6028097894587E-5
619 => 8.6665755017689E-5
620 => 8.5919225529202E-5
621 => 8.6268521978264E-5
622 => 8.592980536281E-5
623 => 8.5853553118207E-5
624 => 8.5245962259967E-5
625 => 8.4984195412179E-5
626 => 8.5086840938097E-5
627 => 8.4736458840741E-5
628 => 8.452534095321E-5
629 => 8.5683124444207E-5
630 => 8.506456742982E-5
701 => 8.5588321710396E-5
702 => 8.499143760462E-5
703 => 8.2922377243975E-5
704 => 8.1732438750652E-5
705 => 7.782417553139E-5
706 => 7.8932554132187E-5
707 => 7.9667410291216E-5
708 => 7.9424540335041E-5
709 => 7.9946318979102E-5
710 => 7.9978351950137E-5
711 => 7.9808716394049E-5
712 => 7.961230015176E-5
713 => 7.9516695587513E-5
714 => 8.0229253682059E-5
715 => 8.0642917639546E-5
716 => 7.9741162937882E-5
717 => 7.9529894428171E-5
718 => 8.0441618218795E-5
719 => 8.099776920439E-5
720 => 8.5104075607778E-5
721 => 8.479986716622E-5
722 => 8.5563370656639E-5
723 => 8.5477411880533E-5
724 => 8.6277685174137E-5
725 => 8.758579378845E-5
726 => 8.492604322263E-5
727 => 8.5387683953602E-5
728 => 8.5274500307209E-5
729 => 8.6510209680181E-5
730 => 8.6514067429961E-5
731 => 8.5773197932603E-5
801 => 8.6174835306356E-5
802 => 8.5950652342672E-5
803 => 8.6355781258193E-5
804 => 8.4795804277016E-5
805 => 8.6695687850981E-5
806 => 8.7772799411626E-5
807 => 8.778775510669E-5
808 => 8.829829743795E-5
809 => 8.8817038015128E-5
810 => 8.9812715380238E-5
811 => 8.878926911382E-5
812 => 8.6948188911019E-5
813 => 8.7081108955009E-5
814 => 8.6001684305732E-5
815 => 8.60198296291E-5
816 => 8.5922968470885E-5
817 => 8.6213656098056E-5
818 => 8.4859593864396E-5
819 => 8.5177389564175E-5
820 => 8.4732473723476E-5
821 => 8.5386716793455E-5
822 => 8.4682859400411E-5
823 => 8.5274445726628E-5
824 => 8.5529754773625E-5
825 => 8.6471850653458E-5
826 => 8.4543711072965E-5
827 => 8.0612103944765E-5
828 => 8.1438575429242E-5
829 => 8.0216159185767E-5
830 => 8.0329298463167E-5
831 => 8.0557857809499E-5
901 => 7.9817022188074E-5
902 => 7.9958350278229E-5
903 => 7.9953301044338E-5
904 => 7.9909789474484E-5
905 => 7.9717069516922E-5
906 => 7.9437587449976E-5
907 => 8.0550957984645E-5
908 => 8.0740141333934E-5
909 => 8.1160672484545E-5
910 => 8.241188793976E-5
911 => 8.2286862010091E-5
912 => 8.2490784488656E-5
913 => 8.2045622862925E-5
914 => 8.0349948234231E-5
915 => 8.0442031524706E-5
916 => 7.9293751416949E-5
917 => 8.1131308380505E-5
918 => 8.0696150636968E-5
919 => 8.0415601608841E-5
920 => 8.0339051207248E-5
921 => 8.1593368183563E-5
922 => 8.1968679481887E-5
923 => 8.1734810666976E-5
924 => 8.1255138904551E-5
925 => 8.2176250490634E-5
926 => 8.2422701092491E-5
927 => 8.2477872293499E-5
928 => 8.4109905418409E-5
929 => 8.2569084815555E-5
930 => 8.2939975649102E-5
1001 => 8.5833560056975E-5
1002 => 8.3209478286387E-5
1003 => 8.4599512924274E-5
1004 => 8.4531477962141E-5
1005 => 8.5242572646676E-5
1006 => 8.447314744271E-5
1007 => 8.4482685390261E-5
1008 => 8.5114089296402E-5
1009 => 8.4227396384522E-5
1010 => 8.4007838749949E-5
1011 => 8.370452145029E-5
1012 => 8.4366803677456E-5
1013 => 8.4763811920193E-5
1014 => 8.796340678623E-5
1015 => 9.0030490988943E-5
1016 => 8.9940753412157E-5
1017 => 9.0760786882281E-5
1018 => 9.0391354293344E-5
1019 => 8.9198359012275E-5
1020 => 9.1234656486785E-5
1021 => 9.0590286763545E-5
1022 => 9.0643407820619E-5
1023 => 9.0641430652222E-5
1024 => 9.1069880186398E-5
1025 => 9.0766284424611E-5
1026 => 9.0167866014664E-5
1027 => 9.0565124082205E-5
1028 => 9.1744838520442E-5
1029 => 9.5406708334792E-5
1030 => 9.7455939196224E-5
1031 => 9.5283342063843E-5
1101 => 9.6781970473525E-5
1102 => 9.5883327443617E-5
1103 => 9.5720017272769E-5
1104 => 9.6661266661818E-5
1105 => 9.7604163583322E-5
1106 => 9.7544105125678E-5
1107 => 9.6859610378958E-5
1108 => 9.6472956664948E-5
1109 => 9.9400828125932E-5
1110 => 0.0001015580339434
1111 => 0.00010141092696874
1112 => 0.00010206020931313
1113 => 0.00010396652235783
1114 => 0.00010414081173195
1115 => 0.0001041188552768
1116 => 0.00010368686087784
1117 => 0.00010556387363638
1118 => 0.00010712971070245
1119 => 0.000103586866656
1120 => 0.00010493593528966
1121 => 0.00010554157566358
1122 => 0.0001064308354179
1123 => 0.00010793116568068
1124 => 0.000109560922289
1125 => 0.00010979138774279
1126 => 0.00010962786147454
1127 => 0.00010855299318114
1128 => 0.00011033629230901
1129 => 0.0001113809071146
1130 => 0.00011200295132575
1201 => 0.00011358035194693
1202 => 0.00010554531589234
1203 => 9.9857718005699E-5
1204 => 9.8969517465791E-5
1205 => 0.00010077570819046
1206 => 0.00010125198628045
1207 => 0.00010105999917957
1208 => 9.4658090664381E-5
1209 => 9.8935812742364E-5
1210 => 0.00010353828201719
1211 => 0.00010371508160618
1212 => 0.00010601917395825
1213 => 0.00010676948087602
1214 => 0.00010862457722372
1215 => 0.00010850854044209
1216 => 0.00010896022688172
1217 => 0.00010885639199137
1218 => 0.00011229256733887
1219 => 0.00011608317902414
1220 => 0.00011595192219488
1221 => 0.00011540697691664
1222 => 0.00011621631358181
1223 => 0.00012012863106764
1224 => 0.00011976844756715
1225 => 0.00012011833515752
1226 => 0.00012473117796187
1227 => 0.00013072852977676
1228 => 0.00012794215773446
1229 => 0.00013398778330928
1230 => 0.00013779318414379
1231 => 0.00014437423140128
]
'min_raw' => 5.8944800546361E-5
'max_raw' => 0.00014437423140128
'avg_raw' => 0.00010165951597382
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.000058'
'max' => '$0.000144'
'avg' => '$0.0001016'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 2.6283087625398E-5
'max_diff' => 5.8571701005182E-5
'year' => 2028
]
3 => [
'items' => [
101 => 0.00014355025187231
102 => 0.00014611220527569
103 => 0.00014207515654572
104 => 0.00013280527663953
105 => 0.0001313382826607
106 => 0.00013427524175652
107 => 0.00014149546910931
108 => 0.00013404785110257
109 => 0.00013555449452554
110 => 0.00013512058111837
111 => 0.00013509745971691
112 => 0.00013597990956891
113 => 0.0001346998700331
114 => 0.00012948475868949
115 => 0.00013187481348542
116 => 0.00013095189854885
117 => 0.00013197594147884
118 => 0.00013750227882456
119 => 0.00013505895335259
120 => 0.00013248510844751
121 => 0.00013571328114039
122 => 0.00013982385429891
123 => 0.00013956662201806
124 => 0.00013906748387845
125 => 0.00014188109943736
126 => 0.00014652836802867
127 => 0.00014778450605466
128 => 0.00014871176146484
129 => 0.0001488396143198
130 => 0.00015015657818594
131 => 0.00014307493156007
201 => 0.00015431368662491
202 => 0.00015625430916026
203 => 0.00015588955255418
204 => 0.00015804647282834
205 => 0.0001574118521679
206 => 0.00015649238639984
207 => 0.0001599115638245
208 => 0.00015599175282052
209 => 0.00015042807459086
210 => 0.00014737573067699
211 => 0.00015139530336834
212 => 0.00015384991614718
213 => 0.00015547225905131
214 => 0.00015596317903385
215 => 0.00014362465962877
216 => 0.00013697488199509
217 => 0.00014123731321843
218 => 0.00014643777348818
219 => 0.00014304604274069
220 => 0.0001431789921646
221 => 0.00013834327544984
222 => 0.00014686562711672
223 => 0.00014562399216312
224 => 0.00015206559649883
225 => 0.00015052825592701
226 => 0.00015578113420114
227 => 0.00015439787530844
228 => 0.00016013970563508
301 => 0.00016243027720623
302 => 0.00016627650337318
303 => 0.00016910580299855
304 => 0.00017076722185445
305 => 0.00017066747649816
306 => 0.0001772508457208
307 => 0.00017336886289561
308 => 0.00016849217755407
309 => 0.00016840397370199
310 => 0.00017092967814354
311 => 0.00017622286175985
312 => 0.00017759530725887
313 => 0.00017836231706037
314 => 0.00017718761484958
315 => 0.00017297400071705
316 => 0.00017115458349813
317 => 0.00017270477968224
318 => 0.00017080902295895
319 => 0.00017408163091874
320 => 0.00017857562063886
321 => 0.00017764762953282
322 => 0.00018074976466812
323 => 0.00018396014817903
324 => 0.00018855114078698
325 => 0.00018975139625866
326 => 0.00019173537291172
327 => 0.00019377753659009
328 => 0.00019443342452573
329 => 0.00019568571810495
330 => 0.00019567911789964
331 => 0.00019945298888967
401 => 0.00020361568545874
402 => 0.00020518700704691
403 => 0.00020880017439574
404 => 0.00020261275193136
405 => 0.00020730598294658
406 => 0.00021153939480151
407 => 0.00020649214666498
408 => 0.00021344860236319
409 => 0.00021371870577429
410 => 0.00021779694660026
411 => 0.00021366286822673
412 => 0.00021120806568497
413 => 0.00021829498864278
414 => 0.00022172412742608
415 => 0.00022069124291729
416 => 0.00021283094080562
417 => 0.00020825590783241
418 => 0.00019628216408357
419 => 0.00021046558078131
420 => 0.00021737390931884
421 => 0.00021281304990364
422 => 0.00021511328210332
423 => 0.00022766260313198
424 => 0.00023244057207133
425 => 0.00023144678793247
426 => 0.00023161472109286
427 => 0.00023419282640626
428 => 0.00024562556515441
429 => 0.00023877480308771
430 => 0.00024401195399455
501 => 0.00024678971995158
502 => 0.00024936986377905
503 => 0.00024303384600161
504 => 0.00023479077996775
505 => 0.00023217985493445
506 => 0.00021235956231951
507 => 0.00021132783001373
508 => 0.00021074868740581
509 => 0.00020709727518422
510 => 0.00020422826538404
511 => 0.00020194672227143
512 => 0.00019595927181748
513 => 0.00019797986058224
514 => 0.00018843711423668
515 => 0.0001945422251744
516 => 0.00017931177158923
517 => 0.00019199614591033
518 => 0.00018509261765509
519 => 0.00018972815120869
520 => 0.00018971197826881
521 => 0.00018117649129938
522 => 0.00017625340054648
523 => 0.00017939058558379
524 => 0.00018275389697384
525 => 0.00018329958293134
526 => 0.00018766020393995
527 => 0.00018887715953221
528 => 0.00018518972727342
529 => 0.00017899615429159
530 => 0.00018043478003491
531 => 0.00017622424684171
601 => 0.00016884544937645
602 => 0.00017414503053744
603 => 0.00017595454055194
604 => 0.00017675372325986
605 => 0.00016949752341339
606 => 0.00016721746788186
607 => 0.0001660035854484
608 => 0.00017805947001087
609 => 0.00017871991858182
610 => 0.00017534097031481
611 => 0.00019061413688673
612 => 0.00018715734890432
613 => 0.00019101942801429
614 => 0.00018030423982767
615 => 0.00018071357444631
616 => 0.00017564083264026
617 => 0.00017848122909092
618 => 0.00017647372842984
619 => 0.00017825175312705
620 => 0.00017931749379948
621 => 0.00018438940321852
622 => 0.00019205405896878
623 => 0.00018363182908459
624 => 0.0001799621429155
625 => 0.0001822387955757
626 => 0.00018830182162362
627 => 0.0001974876164468
628 => 0.00019204944103012
629 => 0.00019446281093384
630 => 0.00019499002489444
701 => 0.00019098011567439
702 => 0.00019763546751941
703 => 0.00020120212464115
704 => 0.00020486077683234
705 => 0.00020803748201685
706 => 0.00020339943069169
707 => 0.00020836281044816
708 => 0.00020436320251892
709 => 0.00020077514073452
710 => 0.00020078058234316
711 => 0.00019852973877259
712 => 0.00019416844573007
713 => 0.00019336415637879
714 => 0.0001975481711547
715 => 0.00020090335477731
716 => 0.00020117970377071
717 => 0.00020303730581975
718 => 0.00020413661557754
719 => 0.00021491134564308
720 => 0.00021924503120868
721 => 0.00022454417988583
722 => 0.00022660849693923
723 => 0.00023282135117136
724 => 0.00022780396679557
725 => 0.00022671842412504
726 => 0.00021164807196704
727 => 0.00021411584128865
728 => 0.00021806697807688
729 => 0.00021171322475738
730 => 0.00021574321880619
731 => 0.00021653882499837
801 => 0.00021149732665088
802 => 0.00021419020874856
803 => 0.00020703871228102
804 => 0.00019220994204899
805 => 0.00019765197617971
806 => 0.00020165914506881
807 => 0.00019594042098371
808 => 0.00020619101256106
809 => 0.00020020282857673
810 => 0.00019830486173722
811 => 0.00019090021642226
812 => 0.00019439492397999
813 => 0.0001991215659912
814 => 0.00019620105075938
815 => 0.00020226155838298
816 => 0.00021084485345633
817 => 0.00021696182066966
818 => 0.00021743140545761
819 => 0.00021349860534442
820 => 0.00021980094262461
821 => 0.00021984684827128
822 => 0.00021273778607342
823 => 0.00020838352506065
824 => 0.00020739422779711
825 => 0.00020986568632459
826 => 0.00021286649323337
827 => 0.0002175979293565
828 => 0.00022045703711267
829 => 0.00022791207378718
830 => 0.00022992919295866
831 => 0.00023214539537578
901 => 0.00023510692525658
902 => 0.00023866300119915
903 => 0.00023088250948432
904 => 0.0002311916429248
905 => 0.00022394655676819
906 => 0.0002162041431594
907 => 0.00022207966998299
908 => 0.00022976113971626
909 => 0.00022799900207218
910 => 0.00022780072559001
911 => 0.00022813417163571
912 => 0.0002268055773981
913 => 0.00022079639490143
914 => 0.00021777862107107
915 => 0.00022167231922845
916 => 0.00022374164651052
917 => 0.00022695099266072
918 => 0.00022655537300663
919 => 0.00023482230403092
920 => 0.00023803458344795
921 => 0.00023721274491189
922 => 0.00023736398298117
923 => 0.00024317966142723
924 => 0.00024964789194474
925 => 0.00025570624338258
926 => 0.00026186905867739
927 => 0.00025443954430072
928 => 0.00025066729508898
929 => 0.00025455929337954
930 => 0.00025249414430273
1001 => 0.00026436110346112
1002 => 0.00026518274596587
1003 => 0.00027704884700804
1004 => 0.00028831118988609
1005 => 0.00028123751411022
1006 => 0.00028790767176151
1007 => 0.00029512199108731
1008 => 0.00030903958354792
1009 => 0.00030435262803399
1010 => 0.00030076249356428
1011 => 0.00029736983383781
1012 => 0.00030442942015904
1013 => 0.00031351146518165
1014 => 0.00031546765069277
1015 => 0.00031863741854117
1016 => 0.00031530479522935
1017 => 0.00031931857293202
1018 => 0.00033348897196575
1019 => 0.00032966000506127
1020 => 0.00032422225651975
1021 => 0.00033540842561729
1022 => 0.00033945665672856
1023 => 0.00036786926274253
1024 => 0.00040374135150139
1025 => 0.00038889007120639
1026 => 0.00037967140227946
1027 => 0.00038183800814704
1028 => 0.00039493728061494
1029 => 0.0003991443511815
1030 => 0.00038770808311739
1031 => 0.00039174756633501
1101 => 0.00041400551601729
1102 => 0.00042594619190131
1103 => 0.00040972915020408
1104 => 0.00036498697533863
1105 => 0.00032373264675928
1106 => 0.00033467515240515
1107 => 0.0003334346118504
1108 => 0.00035734800204824
1109 => 0.00032956868546692
1110 => 0.00033003641791412
1111 => 0.00035444431169653
1112 => 0.00034793270409262
1113 => 0.00033738473371797
1114 => 0.0003238096586161
1115 => 0.00029871487674783
1116 => 0.00027648772862735
1117 => 0.00032008028469812
1118 => 0.00031820049441243
1119 => 0.00031547827950944
1120 => 0.00032153627420163
1121 => 0.00035095217683513
1122 => 0.00035027404506945
1123 => 0.00034596011676201
1124 => 0.00034923219336198
1125 => 0.00033681112286974
1126 => 0.00034001231555811
1127 => 0.00032372611186286
1128 => 0.00033108815610506
1129 => 0.00033736210251088
1130 => 0.00033862169013921
1201 => 0.00034145960538198
1202 => 0.0003172099303502
1203 => 0.00032809732250642
1204 => 0.00033449264538751
1205 => 0.00030559834394691
1206 => 0.00033392149795029
1207 => 0.00031678779745856
1208 => 0.00031097236217212
1209 => 0.00031880207965997
1210 => 0.0003157508311403
1211 => 0.00031312754683842
1212 => 0.00031166370912422
1213 => 0.00031741298951292
1214 => 0.00031714477871091
1215 => 0.00030773784010777
1216 => 0.00029546687217585
1217 => 0.00029958541179459
1218 => 0.00029808910773959
1219 => 0.00029266630881719
1220 => 0.00029632062053965
1221 => 0.00028022888111877
1222 => 0.00025254387982099
1223 => 0.00027083343969283
1224 => 0.00027012931153298
1225 => 0.00026977425818511
1226 => 0.00028351835694249
1227 => 0.00028219717897728
1228 => 0.0002797992280334
1229 => 0.00029262226856761
1230 => 0.00028794168627839
1231 => 0.00030236613800988
]
'min_raw' => 0.00012948475868949
'max_raw' => 0.00042594619190131
'avg_raw' => 0.0002777154752954
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.000129'
'max' => '$0.000425'
'avg' => '$0.000277'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 7.0539958143125E-5
'max_diff' => 0.00028157196050003
'year' => 2029
]
4 => [
'items' => [
101 => 0.00031186701483528
102 => 0.00030945728515119
103 => 0.00031839290572721
104 => 0.00029968029462913
105 => 0.00030589587341626
106 => 0.00030717689558987
107 => 0.00029246403423788
108 => 0.00028241334003167
109 => 0.00028174307331442
110 => 0.00026431655463181
111 => 0.00027362566025012
112 => 0.00028181728795726
113 => 0.00027789413398153
114 => 0.0002766521806337
115 => 0.00028299705094092
116 => 0.00028349010170393
117 => 0.00027224849205612
118 => 0.00027458597867738
119 => 0.00028433368646285
120 => 0.00027434036145123
121 => 0.00025492496335402
122 => 0.00025010967618703
123 => 0.0002494672281156
124 => 0.00023640778741349
125 => 0.00025043145670072
126 => 0.00024430974924587
127 => 0.00026364814974642
128 => 0.00025260215909443
129 => 0.00025212598851476
130 => 0.00025140618684456
131 => 0.00024016538675355
201 => 0.00024262640758337
202 => 0.00025080721564574
203 => 0.00025372622012579
204 => 0.00025342174404382
205 => 0.00025076712522321
206 => 0.00025198239612544
207 => 0.00024806758512091
208 => 0.00024668518387546
209 => 0.00024232194528542
210 => 0.00023590918993348
211 => 0.00023680092289688
212 => 0.00022409557655598
213 => 0.00021717302954568
214 => 0.00021525695977094
215 => 0.00021269471119008
216 => 0.00021554637256603
217 => 0.00022405958390614
218 => 0.00021379084485143
219 => 0.00019618581201043
220 => 0.00019724390448169
221 => 0.00019962112411414
222 => 0.00019519119105595
223 => 0.00019099863119248
224 => 0.00019464372184064
225 => 0.00018718423734286
226 => 0.00020052256717759
227 => 0.00020016180273579
228 => 0.0002051335072614
301 => 0.0002082424161309
302 => 0.00020107738770789
303 => 0.0001992754024358
304 => 0.00020030189514244
305 => 0.00018333625724232
306 => 0.00020374705269396
307 => 0.00020392356610061
308 => 0.00020241215114854
309 => 0.00021328026961392
310 => 0.00023621538942705
311 => 0.0002275862747903
312 => 0.00022424482078657
313 => 0.00021789271428291
314 => 0.00022635651904828
315 => 0.00022570663089822
316 => 0.0002227675902209
317 => 0.00022099004924889
318 => 0.0002242652229922
319 => 0.00022058421897735
320 => 0.00021992300950905
321 => 0.0002159167995342
322 => 0.00021448676484411
323 => 0.00021342802409089
324 => 0.00021226245455132
325 => 0.00021483341051379
326 => 0.00020900728606541
327 => 0.00020198155112269
328 => 0.00020139743728171
329 => 0.00020301022695247
330 => 0.00020229668758123
331 => 0.00020139402112972
401 => 0.0001996705850472
402 => 0.0001991592783769
403 => 0.00020082077700464
404 => 0.00019894504192531
405 => 0.00020171279121143
406 => 0.00020096011655216
407 => 0.0001967557370901
408 => 0.00019151552361974
409 => 0.00019146887472813
410 => 0.00019033987933161
411 => 0.00018890193394855
412 => 0.00018850193043872
413 => 0.00019433674247323
414 => 0.00020641462876345
415 => 0.00020404345068535
416 => 0.00020575686985488
417 => 0.00021418519633567
418 => 0.00021686430787529
419 => 0.0002149627379627
420 => 0.00021235975178263
421 => 0.00021247426996417
422 => 0.00022136946171899
423 => 0.00022192424391768
424 => 0.00022332599955423
425 => 0.0002251276516833
426 => 0.00021526956711085
427 => 0.00021200995506733
428 => 0.00021046537004472
429 => 0.00020570864600472
430 => 0.00021083836507116
501 => 0.00020784949744762
502 => 0.00020825279780429
503 => 0.00020799014791793
504 => 0.00020813357251619
505 => 0.00020051883884256
506 => 0.00020329324757461
507 => 0.00019868025495215
508 => 0.0001925039756634
509 => 0.00019248327060955
510 => 0.00019399490621554
511 => 0.00019309572620679
512 => 0.00019067605592327
513 => 0.00019101975866652
514 => 0.00018800856097461
515 => 0.00019138537258581
516 => 0.00019148220746001
517 => 0.00019018195105352
518 => 0.00019538439525079
519 => 0.0001975158408832
520 => 0.00019665998426226
521 => 0.00019745579170113
522 => 0.00020414198383973
523 => 0.00020523212489733
524 => 0.00020571629354445
525 => 0.00020506757169737
526 => 0.00019757800301941
527 => 0.00019791019723838
528 => 0.00019547277647389
529 => 0.00019341341277696
530 => 0.0001934957765249
531 => 0.00019455455716366
601 => 0.00019917831430979
602 => 0.00020890873863846
603 => 0.00020927800112888
604 => 0.00020972555803942
605 => 0.00020790511916017
606 => 0.00020735605737493
607 => 0.00020808041159453
608 => 0.00021173464737097
609 => 0.00022113433390331
610 => 0.00021781185689883
611 => 0.00021511063137674
612 => 0.00021748033440478
613 => 0.00021711553719796
614 => 0.00021403628165347
615 => 0.00021394985720611
616 => 0.00020803978131868
617 => 0.00020585496082901
618 => 0.00020402916129687
619 => 0.00020203543587147
620 => 0.00020085348860901
621 => 0.00020266949678957
622 => 0.00020308483934684
623 => 0.00019911410572166
624 => 0.00019857290940091
625 => 0.00020181549619348
626 => 0.00020038855464189
627 => 0.00020185619941414
628 => 0.00020219670559053
629 => 0.00020214187625361
630 => 0.00020065198539056
701 => 0.00020160159739748
702 => 0.00019935548190815
703 => 0.00019691316866913
704 => 0.00019535512498413
705 => 0.00019399552522446
706 => 0.00019474991019153
707 => 0.00019206066552919
708 => 0.00019120032203791
709 => 0.00020127989021648
710 => 0.00020872577560362
711 => 0.00020861750948119
712 => 0.00020795846730473
713 => 0.00020697926431232
714 => 0.000211663012573
715 => 0.00021003128833348
716 => 0.00021121850405285
717 => 0.00021152070028072
718 => 0.00021243535724679
719 => 0.00021276226849474
720 => 0.00021177411564898
721 => 0.00020845775400591
722 => 0.00020019369610158
723 => 0.00019634675483871
724 => 0.0001950772001461
725 => 0.00019512334604794
726 => 0.00019385043607057
727 => 0.00019422536510673
728 => 0.00019372005105254
729 => 0.00019276310848251
730 => 0.00019469082168442
731 => 0.00019491297267305
801 => 0.00019446302137727
802 => 0.0001945690011959
803 => 0.00019084359664353
804 => 0.00019112683106049
805 => 0.00018954974583515
806 => 0.00018925406136745
807 => 0.0001852673272503
808 => 0.00017820424987543
809 => 0.00018211788037062
810 => 0.00017739076507216
811 => 0.00017560053488114
812 => 0.00018407520616748
813 => 0.00018322458422113
814 => 0.00018176868920544
815 => 0.00017961511704212
816 => 0.00017881633617815
817 => 0.00017396319651192
818 => 0.00017367644712994
819 => 0.00017608179419432
820 => 0.00017497180928705
821 => 0.00017341297009308
822 => 0.00016776701254953
823 => 0.00016141908695828
824 => 0.00016161069093024
825 => 0.00016362984795347
826 => 0.00016950081931891
827 => 0.00016720692923759
828 => 0.00016554268566425
829 => 0.00016523102286993
830 => 0.00016913213525098
831 => 0.00017465302657848
901 => 0.00017724330526636
902 => 0.0001746764177546
903 => 0.00017172771559214
904 => 0.0001719071894298
905 => 0.00017310114846605
906 => 0.00017322661667908
907 => 0.0001713073147028
908 => 0.00017184758696675
909 => 0.00017102686399428
910 => 0.00016599008862717
911 => 0.00016589898933257
912 => 0.0001646628834285
913 => 0.00016462545463299
914 => 0.00016252253012911
915 => 0.00016222831645419
916 => 0.00015805283221334
917 => 0.0001608011485852
918 => 0.00015895772225604
919 => 0.0001561792439577
920 => 0.00015570023325179
921 => 0.00015568583361155
922 => 0.00015853870956757
923 => 0.00016076781106863
924 => 0.00015898978944628
925 => 0.00015858496838837
926 => 0.00016290739818857
927 => 0.00016235732959667
928 => 0.00016188097374365
929 => 0.00017415869131377
930 => 0.00016443991981477
1001 => 0.00016020198071313
1002 => 0.00015495672631203
1003 => 0.0001566646075939
1004 => 0.00015702448327398
1005 => 0.00014441059196752
1006 => 0.00013929313783545
1007 => 0.00013753702042451
1008 => 0.00013652635002666
1009 => 0.00013698692521816
1010 => 0.0001323806162818
1011 => 0.00013547613206835
1012 => 0.00013148745789106
1013 => 0.00013081874368497
1014 => 0.00013795098721588
1015 => 0.00013894339723724
1016 => 0.00013470946776848
1017 => 0.00013742833589834
1018 => 0.00013644243651936
1019 => 0.00013155583226164
1020 => 0.00013136919992242
1021 => 0.00012891727367835
1022 => 0.00012508048389284
1023 => 0.00012332696800605
1024 => 0.00012241372170749
1025 => 0.00012279054492909
1026 => 0.00012260001157727
1027 => 0.00012135665257489
1028 => 0.00012267127945986
1029 => 0.00011931295101011
1030 => 0.00011797563756153
1031 => 0.00011737160410224
1101 => 0.00011439089430491
1102 => 0.00011913452912012
1103 => 0.00012006908493746
1104 => 0.00012100548211845
1105 => 0.00012915618027347
1106 => 0.00012874899442728
1107 => 0.0001324297561693
1108 => 0.00013228672853649
1109 => 0.00013123691566328
1110 => 0.00012680792783704
1111 => 0.00012857324344547
1112 => 0.0001231398763937
1113 => 0.00012721092442193
1114 => 0.00012535306811287
1115 => 0.000126582781335
1116 => 0.00012437164608284
1117 => 0.00012559537962693
1118 => 0.00012029070279148
1119 => 0.00011533727020136
1120 => 0.00011733067607533
1121 => 0.00011949773623396
1122 => 0.00012419647481452
1123 => 0.00012139794487969
1124 => 0.00012240440206839
1125 => 0.00011903293896515
1126 => 0.00011207664757234
1127 => 0.00011211601942618
1128 => 0.00011104594554644
1129 => 0.000110121245481
1130 => 0.00012171938970736
1201 => 0.00012027697713328
1202 => 0.00011797868147478
1203 => 0.00012105504154432
1204 => 0.00012186847997511
1205 => 0.00012189163742367
1206 => 0.00012413607031806
1207 => 0.00012533392455613
1208 => 0.00012554505155739
1209 => 0.00012907671521089
1210 => 0.00013026048228378
1211 => 0.000135136251324
1212 => 0.00012523229499297
1213 => 0.00012502832952982
1214 => 0.00012109833223933
1215 => 0.0001186058658269
1216 => 0.00012126899354698
1217 => 0.00012362816115379
1218 => 0.00012117163815303
1219 => 0.00012149240819689
1220 => 0.00011819472677367
1221 => 0.00011937349271214
1222 => 0.00012038880473527
1223 => 0.00011982820911338
1224 => 0.00011898897033427
1225 => 0.00012343473631363
1226 => 0.00012318388877397
1227 => 0.00012732388826167
1228 => 0.00013055131391653
1229 => 0.00013633543766138
1230 => 0.00013029940300043
1231 => 0.00013007942590632
]
'min_raw' => 0.000110121245481
'max_raw' => 0.00031839290572721
'avg_raw' => 0.00021425707560411
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00011'
'max' => '$0.000318'
'avg' => '$0.000214'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -1.9363513208484E-5
'max_diff' => -0.0001075532861741
'year' => 2030
]
5 => [
'items' => [
101 => 0.00013222973728668
102 => 0.00013026015308231
103 => 0.00013150486231174
104 => 0.00013613489576139
105 => 0.00013623272107227
106 => 0.00013459402107423
107 => 0.00013449430603043
108 => 0.00013480903629046
109 => 0.00013665242125392
110 => 0.00013600828590619
111 => 0.00013675369563809
112 => 0.00013768584192195
113 => 0.00014154159417385
114 => 0.00014247120298819
115 => 0.00014021273551625
116 => 0.00014041664984198
117 => 0.00013957192101115
118 => 0.00013875592354499
119 => 0.00014059016668205
120 => 0.00014394228206717
121 => 0.00014392142873134
122 => 0.00014469905434487
123 => 0.00014518350865991
124 => 0.00014310387609755
125 => 0.00014175011176966
126 => 0.00014226923115523
127 => 0.00014309931435772
128 => 0.00014200004636025
129 => 0.00013521485504942
130 => 0.00013727304865342
131 => 0.00013693046459719
201 => 0.00013644258324147
202 => 0.00013851211282584
203 => 0.00013831250164878
204 => 0.0001323333719258
205 => 0.00013271613641143
206 => 0.00013235664910193
207 => 0.00013351822614311
208 => 0.00013019742411011
209 => 0.00013121888044952
210 => 0.00013185952829004
211 => 0.00013223687478979
212 => 0.00013360010909581
213 => 0.00013344014928439
214 => 0.00013359016576934
215 => 0.00013561148236466
216 => 0.00014583460807171
217 => 0.00014639103024788
218 => 0.00014365100395053
219 => 0.00014474559041169
220 => 0.000142644223766
221 => 0.00014405488527319
222 => 0.00014502002404949
223 => 0.00014065874750491
224 => 0.00014040050101239
225 => 0.00013829046127905
226 => 0.00013942427711299
227 => 0.00013762029459695
228 => 0.00013806292880576
301 => 0.00013682528496978
302 => 0.00013905279746211
303 => 0.00014154350254898
304 => 0.00014217275301485
305 => 0.00014051746594851
306 => 0.00013931892902375
307 => 0.00013721469300647
308 => 0.00014071408439916
309 => 0.0001417374130844
310 => 0.00014070870928922
311 => 0.00014047033614225
312 => 0.00014001861945948
313 => 0.0001405661699719
314 => 0.00014173183981661
315 => 0.00014118213144439
316 => 0.00014154522350885
317 => 0.00014016149097802
318 => 0.00014310456454246
319 => 0.00014777887365201
320 => 0.00014779390232012
321 => 0.00014724419098477
322 => 0.00014701926095004
323 => 0.00014758329813939
324 => 0.00014788926517659
325 => 0.0001497132580202
326 => 0.00015167047501248
327 => 0.00016080395271476
328 => 0.00015823930872416
329 => 0.00016634307349464
330 => 0.00017275209928594
331 => 0.00017467388588802
401 => 0.00017290593264115
402 => 0.00016685786008659
403 => 0.00016656111279321
404 => 0.0001755994866201
405 => 0.00017304573203025
406 => 0.00017274197104777
407 => 0.00016951046740644
408 => 0.00017142068628798
409 => 0.00017100289339737
410 => 0.00017034338688041
411 => 0.00017398795143938
412 => 0.00018081025094126
413 => 0.00017974693158477
414 => 0.00017895321301112
415 => 0.00017547536926938
416 => 0.00017756980800643
417 => 0.0001768240184885
418 => 0.00018002840354725
419 => 0.00017813019682427
420 => 0.00017302638482755
421 => 0.00017383918371041
422 => 0.00017371633079439
423 => 0.00017624463510063
424 => 0.00017548570090427
425 => 0.00017356813671209
426 => 0.00018078693306324
427 => 0.00018031818458125
428 => 0.00018098276275789
429 => 0.00018127533062401
430 => 0.00018566928475349
501 => 0.00018746934716949
502 => 0.00018787799285245
503 => 0.00018958791292583
504 => 0.00018783544848332
505 => 0.00019484655573931
506 => 0.00019950853295509
507 => 0.00020492365939437
508 => 0.00021283661457094
509 => 0.00021581195891625
510 => 0.00021527448959155
511 => 0.00022127400189711
512 => 0.00023205499214854
513 => 0.00021745363596167
514 => 0.0002328288994813
515 => 0.00022796126856694
516 => 0.00021642020323393
517 => 0.0002156770946867
518 => 0.00022349283812474
519 => 0.00024082740483289
520 => 0.00023648529247953
521 => 0.00024083450697318
522 => 0.0002357609172442
523 => 0.00023550897075059
524 => 0.00024058809404451
525 => 0.00025245574246935
526 => 0.00024681786755485
527 => 0.00023873459140128
528 => 0.00024470315672337
529 => 0.00023953263307674
530 => 0.00022788199616242
531 => 0.00023648197214804
601 => 0.00023073141311967
602 => 0.00023240973196068
603 => 0.00024449655170722
604 => 0.00024304223357756
605 => 0.00024492425590357
606 => 0.00024160253575926
607 => 0.00023849952535728
608 => 0.0002327075260094
609 => 0.00023099280054461
610 => 0.00023146668897372
611 => 0.00023099256570904
612 => 0.00022775199530513
613 => 0.00022705219443494
614 => 0.00022588582899231
615 => 0.00022624733441417
616 => 0.00022405422614979
617 => 0.00022819307456397
618 => 0.00022896128130105
619 => 0.00023197319002557
620 => 0.00023228589638098
621 => 0.00024067401930694
622 => 0.000236053982156
623 => 0.00023915350195167
624 => 0.00023887625172733
625 => 0.00021667033311526
626 => 0.00021973011277553
627 => 0.00022449016971515
628 => 0.00022234577051595
629 => 0.00021931409176043
630 => 0.00021686584861701
701 => 0.00021315650990902
702 => 0.00021837733290898
703 => 0.00022524215998129
704 => 0.00023245999972422
705 => 0.00024113176124375
706 => 0.00023919632502303
707 => 0.00023229788717456
708 => 0.00023260734605713
709 => 0.0002345202991016
710 => 0.00023204285109891
711 => 0.00023131220331738
712 => 0.00023441991931628
713 => 0.00023444132044839
714 => 0.0002315907171117
715 => 0.00022842279315787
716 => 0.00022840951944083
717 => 0.00022784581797176
718 => 0.00023586119848328
719 => 0.00024026884731824
720 => 0.00024077417715389
721 => 0.00024023483459404
722 => 0.00024044240613959
723 => 0.00023787769239844
724 => 0.00024373986746847
725 => 0.00024911957902175
726 => 0.0002476777014047
727 => 0.00024551612188175
728 => 0.00024379431967595
729 => 0.00024727209952467
730 => 0.00024711723946254
731 => 0.00024907259193449
801 => 0.0002489838858517
802 => 0.00024832637435991
803 => 0.00024767772488651
804 => 0.00025024954672855
805 => 0.00024950890334024
806 => 0.00024876710952817
807 => 0.00024727932847512
808 => 0.00024748154262965
809 => 0.00024532033633389
810 => 0.0002443204634114
811 => 0.0002292847736877
812 => 0.0002252667460882
813 => 0.0002265308993655
814 => 0.00022694709144811
815 => 0.00022519844068756
816 => 0.00022770555668666
817 => 0.0002273148253139
818 => 0.00022883493251512
819 => 0.00022788523553118
820 => 0.00022792421142667
821 => 0.0002307170677597
822 => 0.00023152784583485
823 => 0.00023111547756205
824 => 0.00023140428616516
825 => 0.00023805975852535
826 => 0.00023711356318575
827 => 0.00023661091576997
828 => 0.00023675015253929
829 => 0.00023845076842226
830 => 0.00023892684801931
831 => 0.0002369096653131
901 => 0.00023786098033854
902 => 0.00024191155897701
903 => 0.00024332903225758
904 => 0.00024785292654337
905 => 0.00024593109584496
906 => 0.00024945869926678
907 => 0.00026030134953685
908 => 0.00026896320882691
909 => 0.0002609974050573
910 => 0.00027690380656236
911 => 0.00028928922177183
912 => 0.00028881384890711
913 => 0.00028665416528552
914 => 0.00027255369935284
915 => 0.00025957824037548
916 => 0.00027043276277713
917 => 0.00027046043318698
918 => 0.00026952802008628
919 => 0.00026373688239741
920 => 0.00026932650104773
921 => 0.00026977018467768
922 => 0.00026952183982991
923 => 0.00026508178814189
924 => 0.000258302649873
925 => 0.00025962727726378
926 => 0.00026179704395154
927 => 0.00025768922295086
928 => 0.0002563765252395
929 => 0.00025881708003589
930 => 0.00026668105609964
1001 => 0.0002651944169777
1002 => 0.00026515559482224
1003 => 0.000271516067419
1004 => 0.00026696334171562
1005 => 0.00025964398505722
1006 => 0.00025779575097052
1007 => 0.00025123576508241
1008 => 0.0002557667707012
1009 => 0.00025592983352702
1010 => 0.00025344824805537
1011 => 0.00025984535204145
1012 => 0.00025978640160203
1013 => 0.00026585949975354
1014 => 0.00027746898246773
1015 => 0.00027403548716119
1016 => 0.00027004270568292
1017 => 0.00027047683173743
1018 => 0.000275238123041
1019 => 0.00027235933762915
1020 => 0.00027339456893486
1021 => 0.00027523655609443
1022 => 0.00027634787268177
1023 => 0.00027031693038271
1024 => 0.00026891082923948
1025 => 0.00026603443977487
1026 => 0.00026528404345391
1027 => 0.00026762680265499
1028 => 0.00026700956837641
1029 => 0.00025591612872792
1030 => 0.00025475680256134
1031 => 0.00025479235743973
1101 => 0.00025187717667091
1102 => 0.0002474308262749
1103 => 0.00025911556963783
1104 => 0.0002581771212179
1105 => 0.00025714114679245
1106 => 0.00025726804774838
1107 => 0.00026233999880953
1108 => 0.00025939801105439
1109 => 0.00026721976768373
1110 => 0.00026561184966427
1111 => 0.00026396269461483
1112 => 0.00026373473115251
1113 => 0.00026309994715777
1114 => 0.0002609230366471
1115 => 0.00025829428639343
1116 => 0.00025655855777751
1117 => 0.0002366617079157
1118 => 0.0002403544475154
1119 => 0.00024460260782105
1120 => 0.00024606905573513
1121 => 0.00024356059510299
1122 => 0.00026102208596211
1123 => 0.00026421246860518
1124 => 0.0002545485914758
1125 => 0.0002527408746384
1126 => 0.00026114059957702
1127 => 0.00025607453861442
1128 => 0.00025835578555568
1129 => 0.00025342497744404
1130 => 0.00026344399885177
1201 => 0.0002633676706951
1202 => 0.00025947004507763
1203 => 0.00026276429155973
1204 => 0.00026219183516604
1205 => 0.00025779142544334
1206 => 0.00026358349968885
1207 => 0.00026358637248542
1208 => 0.00025983499257029
1209 => 0.00025545420211208
1210 => 0.0002546710202478
1211 => 0.00025408099791875
1212 => 0.00025821067623176
1213 => 0.00026191333289403
1214 => 0.00026880305897609
1215 => 0.00027053529980897
1216 => 0.00027729635110151
1217 => 0.00027327047424642
1218 => 0.00027505509331245
1219 => 0.00027699254975841
1220 => 0.0002779214376262
1221 => 0.0002764078646925
1222 => 0.00028691056030956
1223 => 0.00028779730961392
1224 => 0.00028809462898532
1225 => 0.000284553179116
1226 => 0.00028769881548662
1227 => 0.00028622707640133
1228 => 0.00029005613264035
1229 => 0.00029065657755048
1230 => 0.00029014802207305
1231 => 0.0002903386127649
]
'min_raw' => 0.00013019742411011
'max_raw' => 0.00029065657755048
'avg_raw' => 0.0002104270008303
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.00013'
'max' => '$0.00029'
'avg' => '$0.00021'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 2.0076178629113E-5
'max_diff' => -2.7736328176734E-5
'year' => 2031
]
6 => [
'items' => [
101 => 0.00028137641485821
102 => 0.00028091167761739
103 => 0.00027457495236252
104 => 0.00027715721474259
105 => 0.00027232979899411
106 => 0.00027386062225585
107 => 0.0002745353945634
108 => 0.00027418293180293
109 => 0.00027730321198316
110 => 0.00027465033639883
111 => 0.00026764896155867
112 => 0.00026064567919861
113 => 0.00026055775869333
114 => 0.00025871391806613
115 => 0.00025738115900892
116 => 0.0002576378956855
117 => 0.00025854266922049
118 => 0.00025732857192628
119 => 0.00025758766114029
120 => 0.00026189026839534
121 => 0.00026275312559555
122 => 0.00025982079968917
123 => 0.00024804708804243
124 => 0.0002451577896722
125 => 0.00024723456004344
126 => 0.00024624199756713
127 => 0.00019873651043661
128 => 0.00020989721997908
129 => 0.00020326590535083
130 => 0.00020632192022364
131 => 0.0001995530651588
201 => 0.00020278351758183
202 => 0.00020218697097653
203 => 0.00022013306165141
204 => 0.00021985285812956
205 => 0.00021998697672743
206 => 0.00021358514660704
207 => 0.00022378343581745
208 => 0.00022880747980112
209 => 0.00022787766297034
210 => 0.00022811167783453
211 => 0.00022409052713942
212 => 0.00022002591025596
213 => 0.00021551762459214
214 => 0.00022389346211456
215 => 0.00022296221196238
216 => 0.00022509816475825
217 => 0.00023053049410878
218 => 0.00023133042524105
219 => 0.00023240554079494
220 => 0.0002320201884008
221 => 0.00024120084581463
222 => 0.00024008900762589
223 => 0.00024276821776308
224 => 0.00023725687923872
225 => 0.00023102027655734
226 => 0.00023220565083717
227 => 0.00023209148976184
228 => 0.00023063808824497
229 => 0.00022932602234151
301 => 0.00022714180228452
302 => 0.00023405299774857
303 => 0.00023377241583406
304 => 0.00023831471088927
305 => 0.00023751181611676
306 => 0.00023214988832427
307 => 0.00023234139062435
308 => 0.00023362933562524
309 => 0.00023808692797881
310 => 0.00023941024488539
311 => 0.0002387972317692
312 => 0.00024024818834554
313 => 0.00024139496526322
314 => 0.00024039220587032
315 => 0.00025458916424144
316 => 0.00024869359731727
317 => 0.00025156705561502
318 => 0.00025225235848764
319 => 0.0002504969695898
320 => 0.00025087765058598
321 => 0.00025145427856582
322 => 0.00025495545074411
323 => 0.00026414353961227
324 => 0.00026821288162654
325 => 0.00028045569785427
326 => 0.00026787497942023
327 => 0.00026712849165254
328 => 0.00026933379255279
329 => 0.00027652162171218
330 => 0.0002823466821274
331 => 0.00028427919072293
401 => 0.00028453460363607
402 => 0.00028816011823202
403 => 0.00029023819558657
404 => 0.00028771988539957
405 => 0.00028558588119415
406 => 0.0002779421430127
407 => 0.00027882692652041
408 => 0.00028492220749095
409 => 0.00029353215087211
410 => 0.00030092037800506
411 => 0.00029833327836881
412 => 0.00031807102238569
413 => 0.00032002793908351
414 => 0.00031975755647056
415 => 0.00032421570393645
416 => 0.00031536718910261
417 => 0.00031158427757925
418 => 0.00028604727712534
419 => 0.00029322213261218
420 => 0.00030365120642678
421 => 0.0003022708794004
422 => 0.00029469700722629
423 => 0.00030091463254385
424 => 0.00029885889117075
425 => 0.00029723744265699
426 => 0.00030466561263177
427 => 0.00029649803461209
428 => 0.00030356972858816
429 => 0.00029450020791655
430 => 0.00029834509602203
501 => 0.00029616255157705
502 => 0.00029757492531554
503 => 0.00028931821729985
504 => 0.00029377333652486
505 => 0.00028913286969302
506 => 0.00028913066950753
507 => 0.00028902823094502
508 => 0.0002944877195937
509 => 0.00029466575332253
510 => 0.00029063118296233
511 => 0.00029004973834159
512 => 0.00029219964385193
513 => 0.00028968266756047
514 => 0.00029086034492558
515 => 0.00028971833820814
516 => 0.0002894612484417
517 => 0.0002874127134425
518 => 0.00028653014823921
519 => 0.00028687622479632
520 => 0.00028569488709219
521 => 0.0002849830883946
522 => 0.00028888663626836
523 => 0.00028680112810808
524 => 0.0002885670022324
525 => 0.00028655456579666
526 => 0.00027957858433356
527 => 0.00027556662362447
528 => 0.00026238964131451
529 => 0.00026612661715162
530 => 0.0002686042359978
531 => 0.00026778538298392
601 => 0.00026954459611179
602 => 0.0002696525975101
603 => 0.00026908065938918
604 => 0.00026841842831496
605 => 0.0002680960908517
606 => 0.00027049853021668
607 => 0.00027189322713044
608 => 0.00026885289819528
609 => 0.00026814059166449
610 => 0.0002712145320791
611 => 0.00027308963395626
612 => 0.00028693433268844
613 => 0.00028590867268857
614 => 0.00028848287801263
615 => 0.00028819306199754
616 => 0.00029089123928022
617 => 0.0002953016188026
618 => 0.00028633408407209
619 => 0.00028789053802729
620 => 0.00028750893146124
621 => 0.00029167521188669
622 => 0.00029168821855941
623 => 0.00028919032532322
624 => 0.00029054447377025
625 => 0.00028978862525623
626 => 0.00029115454568011
627 => 0.00028589497437396
628 => 0.00029230056448922
629 => 0.00029593212131746
630 => 0.00029598254548754
701 => 0.00029770387460231
702 => 0.00029945284467558
703 => 0.00030280984042802
704 => 0.00029935921988605
705 => 0.0002931518894422
706 => 0.00029360003865069
707 => 0.00028996068308263
708 => 0.00029002186130723
709 => 0.00028969528714968
710 => 0.00029067536077985
711 => 0.00028611004542146
712 => 0.00028718151581105
713 => 0.0002856814509911
714 => 0.00028788727717933
715 => 0.00028551417283692
716 => 0.000287508747439
717 => 0.00028836953971606
718 => 0.00029154588174995
719 => 0.00028504502453591
720 => 0.00027178933660714
721 => 0.00027457584291945
722 => 0.0002704543812082
723 => 0.00027083583818109
724 => 0.00027160644197475
725 => 0.00026910866295363
726 => 0.00026958516047679
727 => 0.0002695681366322
728 => 0.00026942143433656
729 => 0.00026877166554436
730 => 0.00026782937224284
731 => 0.00027158317873353
801 => 0.00027222102360401
802 => 0.00027363887373885
803 => 0.00027785743400317
804 => 0.00027743590035227
805 => 0.00027812343922616
806 => 0.00027662254572482
807 => 0.00027090546032595
808 => 0.00027121592556884
809 => 0.00026734441901518
810 => 0.00027353987061194
811 => 0.00027207270589786
812 => 0.00027112681526222
813 => 0.00027086872023867
814 => 0.00027509773749793
815 => 0.00027636312574363
816 => 0.00027557462070596
817 => 0.00027395737386933
818 => 0.00027706296589176
819 => 0.00027789389130256
820 => 0.00027807990485869
821 => 0.00028358241848424
822 => 0.00027838743424505
823 => 0.00027963791858513
824 => 0.00028939384043988
825 => 0.00028054656554281
826 => 0.00028523316437356
827 => 0.00028500377974868
828 => 0.00028740128512464
829 => 0.00028480711432992
830 => 0.000284839272186
831 => 0.00028696809453877
901 => 0.00028397854747944
902 => 0.00028323829358546
903 => 0.00028221563813272
904 => 0.00028444856890067
905 => 0.00028578710990929
906 => 0.00029657476738872
907 => 0.00030354408609738
908 => 0.00030324152959196
909 => 0.0003060063296894
910 => 0.00030476076192284
911 => 0.00030073849504044
912 => 0.0003076040141455
913 => 0.00030543147663514
914 => 0.00030561057798786
915 => 0.00030560391182657
916 => 0.00030704845934443
917 => 0.00030602486503719
918 => 0.00030400725558781
919 => 0.0003053466388982
920 => 0.00030932412849175
921 => 0.00032167037823441
922 => 0.00032857950315646
923 => 0.00032125444023875
924 => 0.00032630717055289
925 => 0.0003232773328363
926 => 0.00032272672119333
927 => 0.00032590020922445
928 => 0.00032907925202626
929 => 0.00032887676074316
930 => 0.0003265689389147
1001 => 0.00032526530892262
1002 => 0.00033513683197078
1003 => 0.00034241000199566
1004 => 0.00034191402055992
1005 => 0.0003441031213155
1006 => 0.00035053038884022
1007 => 0.00035111801763354
1008 => 0.00035104398991208
1009 => 0.00034958749063511
1010 => 0.00035591597019935
1011 => 0.00036119529919085
1012 => 0.0003492503531348
1013 => 0.00035379883222212
1014 => 0.00035584079102726
1015 => 0.00035883899237508
1016 => 0.00036389746060575
1017 => 0.00036939229879669
1018 => 0.00037016932916472
1019 => 0.00036961798893428
1020 => 0.00036599399543817
1021 => 0.00037200651295376
1022 => 0.0003755285047035
1023 => 0.00037762577019112
1024 => 0.00038294408651603
1025 => 0.00035585340146967
1026 => 0.00033667726809945
1027 => 0.00033368263796697
1028 => 0.00033977233609938
1029 => 0.00034137814093247
1030 => 0.00034073084301776
1031 => 0.0003191463614918
1101 => 0.00033356900013874
1102 => 0.00034908654663295
1103 => 0.00034968263879099
1104 => 0.00035745104702258
1105 => 0.0003599807591806
1106 => 0.00036623534603558
1107 => 0.00036584411992486
1108 => 0.00036736701229183
1109 => 0.00036701692570948
1110 => 0.00037860223079968
1111 => 0.00039138254274862
1112 => 0.00039094000118473
1113 => 0.00038910268013229
1114 => 0.00039183141520496
1115 => 0.00040502206675773
1116 => 0.00040380768293864
1117 => 0.00040498735337792
1118 => 0.00042053987495118
1119 => 0.00044076036531682
1120 => 0.00043136591743794
1121 => 0.00045174916615555
1122 => 0.0004645793407537
1123 => 0.00048676780105638
1124 => 0.00048398969654601
1125 => 0.0004926275013154
1126 => 0.00047901630966455
1127 => 0.0004477622623585
1128 => 0.00044281618973663
1129 => 0.00045271835238012
1130 => 0.00047706185300024
1201 => 0.00045195168891442
1202 => 0.00045703144240544
1203 => 0.00045556847305829
1204 => 0.000455490517639
1205 => 0.00045846575892569
1206 => 0.0004541500162612
1207 => 0.00043656690425876
1208 => 0.00044462514087155
1209 => 0.00044151346872705
1210 => 0.0004449661009619
1211 => 0.00046359853315954
1212 => 0.00045536069074326
1213 => 0.00044668279294567
1214 => 0.00045756680256352
1215 => 0.00047142588695852
1216 => 0.00047055861036425
1217 => 0.00046887573127788
1218 => 0.0004783620325751
1219 => 0.00049403062309263
1220 => 0.00049826578014802
1221 => 0.00050139208650234
1222 => 0.00050182315132922
1223 => 0.00050626338695139
1224 => 0.0004823871209275
1225 => 0.00052027936829342
1226 => 0.00052682231266131
1227 => 0.00052559251029741
1228 => 0.00053286471759312
1229 => 0.00053072504972863
1230 => 0.00052762500669658
1231 => 0.00053915300210314
]
'min_raw' => 0.00019873651043661
'max_raw' => 0.00053915300210314
'avg_raw' => 0.00036894475626988
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.000198'
'max' => '$0.000539'
'avg' => '$0.000368'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 6.8539086326495E-5
'max_diff' => 0.00024849642455267
'year' => 2032
]
7 => [
'items' => [
101 => 0.00052593708563078
102 => 0.00050717875603588
103 => 0.00049688756542242
104 => 0.00051043983538888
105 => 0.00051871573374836
106 => 0.00052418557611798
107 => 0.00052584074711406
108 => 0.00048424056749192
109 => 0.00046182037792732
110 => 0.00047619146239023
111 => 0.00049372517727425
112 => 0.00048228972025602
113 => 0.00048273796852095
114 => 0.00046643401199819
115 => 0.00049516771565466
116 => 0.0004909814567204
117 => 0.00051269977547672
118 => 0.00050751652440513
119 => 0.00052522697025063
120 => 0.00052056321631783
121 => 0.00053992219814589
122 => 0.00054764502012061
123 => 0.00056061284017743
124 => 0.00057015202139975
125 => 0.00057575361106896
126 => 0.00057541731263626
127 => 0.00059761360160655
128 => 0.00058452522548004
129 => 0.00056808314037174
130 => 0.00056778575492624
131 => 0.00057630134378998
201 => 0.00059414768191065
202 => 0.00059877497773169
203 => 0.00060136100482834
204 => 0.00059740041430957
205 => 0.00058319392007661
206 => 0.00057705962789538
207 => 0.00058228622256134
208 => 0.00057589454641127
209 => 0.00058692837263387
210 => 0.00060208017273562
211 => 0.00059895138593132
212 => 0.00060941045112416
213 => 0.000620234483273
214 => 0.00063571333538355
215 => 0.00063976008050548
216 => 0.0006464491963081
217 => 0.00065333449372907
218 => 0.00065554586569672
219 => 0.00065976806093138
220 => 0.00065974580787836
221 => 0.00067246967740452
222 => 0.00068650449951732
223 => 0.00069180231995803
224 => 0.0007039843659379
225 => 0.00068312303910717
226 => 0.00069894659514593
227 => 0.00071321983878219
228 => 0.00069620268930228
301 => 0.00071965686537302
302 => 0.00072056753788154
303 => 0.00073431761156001
304 => 0.0007203792776915
305 => 0.00071210273953312
306 => 0.00073599679507853
307 => 0.00074755837590126
308 => 0.00074407593366619
309 => 0.00071757437630792
310 => 0.00070214933322014
311 => 0.00066177902019082
312 => 0.00070959939984179
313 => 0.00073289131183018
314 => 0.00071751405588278
315 => 0.00072526944934109
316 => 0.00076758036135483
317 => 0.00078368961722099
318 => 0.00078033900461302
319 => 0.00078090520298799
320 => 0.00078959746504969
321 => 0.00082814374194743
322 => 0.0008050459193346
323 => 0.0008227033392632
324 => 0.00083206877112477
325 => 0.00084076790617898
326 => 0.00081940557987571
327 => 0.00079161350723004
328 => 0.00078281059119132
329 => 0.0007159850908314
330 => 0.00071250653332923
331 => 0.00071055391359218
401 => 0.00069824292235363
402 => 0.00068856985550444
403 => 0.00068087747360801
404 => 0.0006606903663721
405 => 0.00066750292246547
406 => 0.00063532888690816
407 => 0.00065591269467992
408 => 0.00060456215706119
409 => 0.00064732841067953
410 => 0.00062405268317802
411 => 0.0006396817081966
412 => 0.00063962718000065
413 => 0.00061084918975454
414 => 0.00059425064556192
415 => 0.00060482788394647
416 => 0.00061616752311692
417 => 0.0006180073414212
418 => 0.00063270947960057
419 => 0.00063681253034503
420 => 0.0006243800950362
421 => 0.00060349803130652
422 => 0.00060834845844176
423 => 0.00059415235181084
424 => 0.00056927422098552
425 => 0.00058714212887476
426 => 0.0005932430182246
427 => 0.00059593751852149
428 => 0.00057147273412741
429 => 0.00056378536771448
430 => 0.00055969267833949
501 => 0.00060033993485685
502 => 0.00060256668332486
503 => 0.000591174323332
504 => 0.00064266887076765
505 => 0.00063101406873974
506 => 0.00064403533810074
507 => 0.00060790833301901
508 => 0.00060928843326459
509 => 0.00059218533009796
510 => 0.00060176192504151
511 => 0.00059499349640347
512 => 0.00060098823080782
513 => 0.00060458144989258
514 => 0.00062168174660827
515 => 0.00064752366859944
516 => 0.00061912753252359
517 => 0.00060675492939518
518 => 0.00061443082278989
519 => 0.00063487273841738
520 => 0.00066584328699544
521 => 0.00064750809889685
522 => 0.00065564494402332
523 => 0.00065742248270041
524 => 0.00064390279380207
525 => 0.00066634177720941
526 => 0.00067836701071137
527 => 0.00069070241201294
528 => 0.00070141289533299
529 => 0.00068577538147181
530 => 0.00070250976285283
531 => 0.0006890248054757
601 => 0.00067692740465914
602 => 0.00067694575142258
603 => 0.00066935687517553
604 => 0.00065465247118692
605 => 0.00065194075348539
606 => 0.00066604745142095
607 => 0.000677359687256
608 => 0.00067829141718133
609 => 0.00068455445218328
610 => 0.00068826085178305
611 => 0.00072458860646664
612 => 0.00073919992991933
613 => 0.00075706637965909
614 => 0.00076402636873065
615 => 0.00078497344054189
616 => 0.00076805697881632
617 => 0.00076439699591246
618 => 0.00071358625143338
619 => 0.00072190650799536
620 => 0.00073522804153643
621 => 0.00071380591861484
622 => 0.00072739332491559
623 => 0.00073007576673998
624 => 0.00071307800307524
625 => 0.00072215724307859
626 => 0.00069804547343676
627 => 0.00064804923928777
628 => 0.0006663974373102
629 => 0.00067990788699138
630 => 0.0006606268094699
701 => 0.0006951873946464
702 => 0.00067499781426158
703 => 0.00066859868655036
704 => 0.00064363340789514
705 => 0.00065541605841871
706 => 0.00067135226196313
707 => 0.00066150554095519
708 => 0.00068193896553926
709 => 0.00071087814414559
710 => 0.00073150192617835
711 => 0.0007330851640763
712 => 0.00071982545391532
713 => 0.00074107422407063
714 => 0.0007412289981634
715 => 0.00071726029862444
716 => 0.00070257960361511
717 => 0.00069924411882054
718 => 0.00070757681379768
719 => 0.00071769424380028
720 => 0.00073364661102771
721 => 0.00074328629244417
722 => 0.00076842146908634
723 => 0.00077522232720372
724 => 0.00078269440838338
725 => 0.0007926794131439
726 => 0.00080466897146157
727 => 0.00077843650042844
728 => 0.00077947876540603
729 => 0.00075505145159326
730 => 0.00072894736355316
731 => 0.00074875711245508
801 => 0.00077465572396388
802 => 0.00076871455386834
803 => 0.0007680460508655
804 => 0.00076917028748901
805 => 0.00076469083925745
806 => 0.00074443046092219
807 => 0.0007342558257589
808 => 0.00074738370094581
809 => 0.00075436058235314
810 => 0.00076518111696793
811 => 0.00076384725768288
812 => 0.00079171979280998
813 => 0.00080255021713866
814 => 0.0007997793311354
815 => 0.00080028924084509
816 => 0.00081989720676367
817 => 0.00084170529755089
818 => 0.00086213145240416
819 => 0.00088290981444466
820 => 0.00085786068801156
821 => 0.00084514228642417
822 => 0.00085826443039145
823 => 0.00085130163609486
824 => 0.000891311917422
825 => 0.00089408214249201
826 => 0.00093408953062041
827 => 0.00097206130594542
828 => 0.0009482119141988
829 => 0.00097070081641566
830 => 0.00099502439771031
831 => 0.0010419485323865
901 => 0.0010261461346385
902 => 0.0010140417456187
903 => 0.001002603156483
904 => 0.0010264050446496
905 => 0.0010570257935314
906 => 0.0010636212095587
907 => 0.0010743083031657
908 => 0.0010630721309936
909 => 0.0010766048627511
910 => 0.001124381352439
911 => 0.0011114717231906
912 => 0.0010931379743314
913 => 0.0011308529244372
914 => 0.0011445018182673
915 => 0.0012402969031482
916 => 0.0013612421549079
917 => 0.0013111700265101
918 => 0.001280088640596
919 => 0.0012873935035461
920 => 0.0013315586152337
921 => 0.0013457430473771
922 => 0.0013071848711442
923 => 0.0013208042708401
924 => 0.0013958485021944
925 => 0.0014361073246087
926 => 0.0013814304362888
927 => 0.0012305790699311
928 => 0.0010914872208405
929 => 0.0011283806426069
930 => 0.0011241980735148
1001 => 0.0012048237381464
1002 => 0.0011111638328025
1003 => 0.0011127408254043
1004 => 0.0011950337433964
1005 => 0.0011730794037339
1006 => 0.00113751618518
1007 => 0.0010917468716926
1008 => 0.001007138062562
1009 => 0.00093219768082386
1010 => 0.0010791730271516
1011 => 0.0010728351829606
1012 => 0.0010636570453562
1013 => 0.0010840819974166
1014 => 0.0011832597668982
1015 => 0.0011809733983045
1016 => 0.0011664286878271
1017 => 0.001177460722533
1018 => 0.001135582216157
1019 => 0.001146375260806
1020 => 0.001091465187981
1021 => 0.0011162868341451
1022 => 0.0011374398824853
1023 => 0.0011416866701158
1024 => 0.0011512548994937
1025 => 0.0010694954270658
1026 => 0.0011062030298539
1027 => 0.0011277653074547
1028 => 0.001030346152812
1029 => 0.0011258396439939
1030 => 0.0010680721765493
1031 => 0.0010484650304603
1101 => 0.001074863469624
1102 => 0.0010645759722086
1103 => 0.0010557313860329
1104 => 0.0010507959549776
1105 => 0.00107018005521
1106 => 0.0010692757637652
1107 => 0.0010375596134932
1108 => 0.00099618718837913
1109 => 0.001010073132251
1110 => 0.0010050282386609
1111 => 0.00098674489348631
1112 => 0.00099906566059448
1113 => 0.00094481123764764
1114 => 0.0008514693228671
1115 => 0.0009131338509113
1116 => 0.00091075983365969
1117 => 0.00090956274650833
1118 => 0.00095590193505116
1119 => 0.00095144749129975
1120 => 0.00094336263227288
1121 => 0.00098659640871006
1122 => 0.00097081549873414
1123 => 0.0010194485448299
1124 => 0.0010514814143768
1125 => 0.0010433568425049
1126 => 0.0010734839111421
1127 => 0.0010103930363521
1128 => 0.0010313492941908
1129 => 0.0010356683498872
1130 => 0.00098606291061983
1201 => 0.00095217629338651
1202 => 0.00094991644235277
1203 => 0.0008911617179337
1204 => 0.0009225480174668
1205 => 0.00095016666220261
1206 => 0.00093693947466757
1207 => 0.00093275214224496
1208 => 0.00095414431547046
1209 => 0.00095580667054166
1210 => 0.00091790479874992
1211 => 0.00092578579809161
1212 => 0.00095865087545354
1213 => 0.00092495768246519
1214 => 0.00085949731224064
1215 => 0.00084326223536453
1216 => 0.00084109617683742
1217 => 0.00079706536072922
1218 => 0.00084434714083243
1219 => 0.00082370737674445
1220 => 0.00088890814419604
1221 => 0.00085166581550642
1222 => 0.00085006037315191
1223 => 0.00084763351156588
1224 => 0.00080973436925144
1225 => 0.00081803187280216
1226 => 0.00084561403835022
1227 => 0.0008554556657531
1228 => 0.0008544291033849
1229 => 0.00084547887069163
1230 => 0.00084957624138601
1231 => 0.00083637718276085
]
'min_raw' => 0.00046182037792732
'max_raw' => 0.0014361073246087
'avg_raw' => 0.00094896385126802
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.000461'
'max' => '$0.001436'
'avg' => '$0.000948'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.00026308386749071
'max_diff' => 0.00089695432250557
'year' => 2033
]
8 => [
'items' => [
101 => 0.00083171632044566
102 => 0.00081700535690774
103 => 0.0007953843045144
104 => 0.00079839084445931
105 => 0.000755553882212
106 => 0.00073221403165
107 => 0.00072575386862872
108 => 0.00071711506864788
109 => 0.00072672964407353
110 => 0.00075543253048013
111 => 0.00072081075981672
112 => 0.00066145416244915
113 => 0.00066502159508966
114 => 0.00067303655705263
115 => 0.00065810072845891
116 => 0.00064396522016403
117 => 0.00065625489777639
118 => 0.00063110472498755
119 => 0.00067607583527779
120 => 0.00067485949277452
121 => 0.00069162194169592
122 => 0.00070210384500655
123 => 0.00067794645143204
124 => 0.00067187093227659
125 => 0.00067533182410449
126 => 0.00061813099142121
127 => 0.00068694741332265
128 => 0.00068754254059692
129 => 0.00068244669956239
130 => 0.00071908931975625
131 => 0.00079641667748514
201 => 0.00076732301502177
202 => 0.00075605706955535
203 => 0.00073464049898834
204 => 0.00076317680767875
205 => 0.00076098566440709
206 => 0.00075107648356623
207 => 0.00074508338007515
208 => 0.00075612585701605
209 => 0.00074371509498049
210 => 0.00074148578109397
211 => 0.00072797856445909
212 => 0.00072315710265963
213 => 0.00071958748429124
214 => 0.0007156576852111
215 => 0.00072432584273698
216 => 0.00070468265739225
217 => 0.00068099490151172
218 => 0.00067902552091533
219 => 0.00068446315389169
220 => 0.00068205740608381
221 => 0.00067901400312038
222 => 0.00067320331804171
223 => 0.00067147941190451
224 => 0.00067708127053005
225 => 0.00067075709875046
226 => 0.0006800887587067
227 => 0.0006775510635429
228 => 0.00066337570464617
301 => 0.00064570795907081
302 => 0.00064555067907583
303 => 0.00064174419227253
304 => 0.0006368960590194
305 => 0.00063554741925865
306 => 0.00065521989540658
307 => 0.00069594133228513
308 => 0.00068794673984447
309 => 0.00069372365220164
310 => 0.00072214034337858
311 => 0.00073117315498401
312 => 0.00072476187926034
313 => 0.00071598572961952
314 => 0.00071637183566401
315 => 0.00074636259570785
316 => 0.00074823308262437
317 => 0.00075295919962047
318 => 0.00075903359556096
319 => 0.00072579637515544
320 => 0.00071480636557188
321 => 0.00070959868932867
322 => 0.00069356106212393
323 => 0.000710856268102
324 => 0.00070077909223314
325 => 0.0007021388475432
326 => 0.0007012533051137
327 => 0.00070173687116032
328 => 0.00067606326493595
329 => 0.0006854173776791
330 => 0.00066986435098362
331 => 0.00064904059414755
401 => 0.00064897078561288
402 => 0.00065406737059752
403 => 0.00065103572241927
404 => 0.0006428776351224
405 => 0.00064403645291783
406 => 0.00063388398966445
407 => 0.00064526914577308
408 => 0.00064559563131222
409 => 0.00064121172605676
410 => 0.00065875212989088
411 => 0.00066593844765333
412 => 0.00066305286730184
413 => 0.0006657359876435
414 => 0.0006882789512538
415 => 0.00069195443794074
416 => 0.00069358684633806
417 => 0.00069139963533832
418 => 0.0006661480316356
419 => 0.00066726804763793
420 => 0.00065905011335515
421 => 0.00065210682487079
422 => 0.00065238451999741
423 => 0.0006559542728427
424 => 0.00067154359288129
425 => 0.00070435039786191
426 => 0.00070559539212947
427 => 0.00070710436150078
428 => 0.00070096662472039
429 => 0.00069911542457719
430 => 0.00070155763540137
501 => 0.00071387814645223
502 => 0.00074556984586117
503 => 0.00073436788267261
504 => 0.00072526051223138
505 => 0.00073325013143778
506 => 0.00073202019218566
507 => 0.00072163826713065
508 => 0.00072134688107243
509 => 0.00070142064758963
510 => 0.00069405437276942
511 => 0.00068789856217354
512 => 0.00068117657770435
513 => 0.00067719155998805
514 => 0.00068331435835845
515 => 0.00068471471478858
516 => 0.0006713271091435
517 => 0.00066950242796298
518 => 0.00068043503572429
519 => 0.00067562400265724
520 => 0.00068057226947458
521 => 0.00068172030982165
522 => 0.00068153544888416
523 => 0.00067651217781853
524 => 0.00067971386099966
525 => 0.00067214092580859
526 => 0.00066390649620638
527 => 0.00065865344314327
528 => 0.00065406945762932
529 => 0.00065661291921526
530 => 0.00064754594307913
531 => 0.000644645234931
601 => 0.00067862920277805
602 => 0.00070373352521588
603 => 0.00070336849842523
604 => 0.00070114649171442
605 => 0.00069784504045976
606 => 0.00071363662472948
607 => 0.00070813515253261
608 => 0.00071213793321922
609 => 0.00071315680890014
610 => 0.00071624063872056
611 => 0.00071734284281723
612 => 0.00071401121650712
613 => 0.00070282987168653
614 => 0.00067496702348399
615 => 0.00066199679243138
616 => 0.00065771640014774
617 => 0.00065787198427763
618 => 0.00065358027941717
619 => 0.0006548443788393
620 => 0.0006531406772257
621 => 0.00064991427853925
622 => 0.00065641369818812
623 => 0.00065716269575637
624 => 0.00065564565354805
625 => 0.00065600297190584
626 => 0.00064344251035808
627 => 0.00064439745496967
628 => 0.00063908020202385
629 => 0.00063808328119695
630 => 0.00062464172877612
701 => 0.00060082807027843
702 => 0.00061402314873391
703 => 0.00059808534946849
704 => 0.00059204946338961
705 => 0.00062062240931416
706 => 0.00061775447803349
707 => 0.00061284582634075
708 => 0.00060558490743453
709 => 0.00060289176198253
710 => 0.00058652906276245
711 => 0.00058556226720092
712 => 0.00059367206276443
713 => 0.0005899296711529
714 => 0.00058467393597577
715 => 0.00056563819592952
716 => 0.0005442357216006
717 => 0.00054488172776944
718 => 0.00055168945664627
719 => 0.000571483846503
720 => 0.00056374983593955
721 => 0.00055813872253823
722 => 0.00055708792966761
723 => 0.00057024080242728
724 => 0.00058885487299426
725 => 0.00059758817843792
726 => 0.00058893373797768
727 => 0.00057899198276511
728 => 0.00057959709133925
729 => 0.00058362260758952
730 => 0.00058404563242969
731 => 0.00057757457181526
801 => 0.00057939613747377
802 => 0.00057662901267104
803 => 0.00055964717286441
804 => 0.00055934002523231
805 => 0.0005551724078746
806 => 0.00055504621407733
807 => 0.000547956057291
808 => 0.00054696409534465
809 => 0.00053288615870364
810 => 0.00054215229923267
811 => 0.00053593705866001
812 => 0.00052656922508997
813 => 0.00052495420705155
814 => 0.00052490565765912
815 => 0.00053452432812629
816 => 0.000542039899468
817 => 0.00053604517543075
818 => 0.00053468029297031
819 => 0.0005492536668241
820 => 0.00054739907216195
821 => 0.00054579300514538
822 => 0.0005871881871359
823 => 0.00055442067048407
824 => 0.00054013216291942
825 => 0.00052244742149416
826 => 0.00052820566247643
827 => 0.00052941900845756
828 => 0.00048689039324405
829 => 0.00046963653934853
830 => 0.00046371566688936
831 => 0.00046030812108026
901 => 0.00046186098249473
902 => 0.00044633049031356
903 => 0.00045676723790994
904 => 0.00044331914444086
905 => 0.00044106452780689
906 => 0.0004651113848287
907 => 0.00046845736450358
908 => 0.00045418237569613
909 => 0.00046334922942128
910 => 0.00046002520083174
911 => 0.00044354967340502
912 => 0.0004429204294431
913 => 0.00043465358892316
914 => 0.00042171758428522
915 => 0.00041580548304634
916 => 0.00041272640938991
917 => 0.0004139968951905
918 => 0.00041335449869222
919 => 0.00040916242700717
920 => 0.00041359478333414
921 => 0.00040227194449481
922 => 0.00039776309883467
923 => 0.00039572655785441
924 => 0.00038567688666622
925 => 0.0004016703826357
926 => 0.00040482130282244
927 => 0.00040797843129532
928 => 0.00043545907918857
929 => 0.00043408622367932
930 => 0.00044649616887512
1001 => 0.00044601394122524
1002 => 0.00044247442382761
1003 => 0.00042754178214938
1004 => 0.00043349366697358
1005 => 0.00041517469061297
1006 => 0.00042890051327165
1007 => 0.00042263662101429
1008 => 0.00042678268499853
1009 => 0.00041932768811935
1010 => 0.00042345359120156
1011 => 0.00040556850289015
1012 => 0.00038886765907493
1013 => 0.0003955885661542
1014 => 0.00040289496077832
1015 => 0.00041873708595813
1016 => 0.00040930164689573
1017 => 0.00041269498757602
1018 => 0.00040132786433541
1019 => 0.00037787424223181
1020 => 0.00037800698718586
1021 => 0.00037439915839016
1022 => 0.00037128146755904
1023 => 0.00041038542057476
1024 => 0.00040552222587524
1025 => 0.00039777336160074
1026 => 0.00040814552435978
1027 => 0.00041088808882163
1028 => 0.00041096616577627
1029 => 0.000418533427981
1030 => 0.00042257207717618
1031 => 0.00042328390660133
1101 => 0.000435191157182
1102 => 0.00043918231051621
1103 => 0.00045562130625064
1104 => 0.00042222942600844
1105 => 0.00042154174220899
1106 => 0.00040829148196045
1107 => 0.00039988795743251
1108 => 0.00040886687847441
1109 => 0.00041682097677259
1110 => 0.00040853863796654
1111 => 0.0004096201365649
1112 => 0.00039850177340972
1113 => 0.00040247606507009
1114 => 0.00040589926044289
1115 => 0.00040400917316415
1116 => 0.00040117962102662
1117 => 0.00041616883141948
1118 => 0.00041532308142592
1119 => 0.00042928137874421
1120 => 0.00044016286967123
1121 => 0.00045966444671163
1122 => 0.00043931353442977
1123 => 0.00043857186629867
1124 => 0.00044582179124749
1125 => 0.00043918120059047
1126 => 0.00044337782466031
1127 => 0.00045898830569442
1128 => 0.00045931813056
1129 => 0.00045379313910625
1130 => 0.00045345694287417
1201 => 0.00045451807791965
1202 => 0.00046073317902496
1203 => 0.000458561431728
1204 => 0.00046107463268195
1205 => 0.00046421742895837
1206 => 0.00047721736687566
1207 => 0.00048035160789644
1208 => 0.00047273702713361
1209 => 0.00047342453851965
1210 => 0.00047057647628943
1211 => 0.00046782528386116
1212 => 0.00047400956266053
1213 => 0.00048531145371868
1214 => 0.00048524114524097
1215 => 0.00048786296428909
1216 => 0.00048949633583575
1217 => 0.00048248470945645
1218 => 0.00047792039850817
1219 => 0.00047967064576039
1220 => 0.00048246932923212
1221 => 0.00047876307043022
1222 => 0.00045588632419882
1223 => 0.00046282566763322
1224 => 0.00046167062156918
1225 => 0.00046002569551558
1226 => 0.00046700325899922
1227 => 0.00046633025597935
1228 => 0.00044617120266883
1229 => 0.00044746171985588
1230 => 0.0004462496832933
1231 => 0.00045016602138635
]
'min_raw' => 0.00037128146755904
'max_raw' => 0.00083171632044566
'avg_raw' => 0.00060149889400235
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.000371'
'max' => '$0.000831'
'avg' => '$0.0006014'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -9.0538910368287E-5
'max_diff' => -0.00060439100416306
'year' => 2034
]
9 => [
'items' => [
101 => 0.00043896970548112
102 => 0.00044241361684523
103 => 0.00044457360576814
104 => 0.00044584585583754
105 => 0.00045044209547829
106 => 0.00044990277980604
107 => 0.00045040857085887
108 => 0.00045722358088381
109 => 0.00049169156296094
110 => 0.00049356757917609
111 => 0.00048432938921203
112 => 0.00048801986388743
113 => 0.00048093495952875
114 => 0.00048569110328947
115 => 0.00048894513605759
116 => 0.00047424078769294
117 => 0.00047337009161322
118 => 0.00046625594533401
119 => 0.00047007868457861
120 => 0.00046399643157577
121 => 0.00046548880371449
122 => 0.00046131600111196
123 => 0.0004688262149998
124 => 0.00047722380109565
125 => 0.00047934536297419
126 => 0.00047376444706157
127 => 0.00046972349614056
128 => 0.00046262891749525
129 => 0.0004744273598954
130 => 0.00047787758400422
131 => 0.00047440923733696
201 => 0.00047360554562929
202 => 0.00047208255129548
203 => 0.00047392865607686
204 => 0.00047785879334275
205 => 0.0004760054131864
206 => 0.00047722960343203
207 => 0.00047256425259519
208 => 0.00048248703059653
209 => 0.00049824679010923
210 => 0.00049829746031304
211 => 0.00049644407016628
212 => 0.00049568570285007
213 => 0.00049758739361377
214 => 0.00049861898284164
215 => 0.00050476870206099
216 => 0.00051136759579898
217 => 0.00054216175355127
218 => 0.00053351487727924
219 => 0.00056083728598971
220 => 0.00058244576390895
221 => 0.00058892520161272
222 => 0.00058296442380636
223 => 0.0005625729249257
224 => 0.00056157242070783
225 => 0.0005920459291043
226 => 0.00058343576720719
227 => 0.00058241161584684
228 => 0.00057151637570371
301 => 0.00057795681203004
302 => 0.00057654819412997
303 => 0.00057432462186277
304 => 0.00058661252572872
305 => 0.00060961438481704
306 => 0.00060602932936806
307 => 0.00060335325178133
308 => 0.00059162745879075
309 => 0.00059868900522176
310 => 0.00059617452379269
311 => 0.00060697833174132
312 => 0.0006005783952462
313 => 0.00058337053676249
314 => 0.00058611094494387
315 => 0.00058569673776019
316 => 0.00059422109224926
317 => 0.00059166229261912
318 => 0.00058519709106514
319 => 0.0006095357669633
320 => 0.0006079553487293
321 => 0.0006101960204512
322 => 0.00061118243343826
323 => 0.0006259969565619
324 => 0.00063206599267379
325 => 0.00063344377012462
326 => 0.00063920888503481
327 => 0.00063330032881375
328 => 0.00065693876642719
329 => 0.00067265694809905
330 => 0.00069091442496114
331 => 0.00071759350580382
401 => 0.00072762508699596
402 => 0.0007258129716428
403 => 0.00074604074625357
404 => 0.00078238960759096
405 => 0.0007331601157728
406 => 0.00078499889019587
407 => 0.00076858733272096
408 => 0.00072967582517925
409 => 0.00072717038283011
410 => 0.00075352170750924
411 => 0.00081196640942655
412 => 0.00079732667447058
413 => 0.00081199035478839
414 => 0.00079488439279043
415 => 0.00079403493759686
416 => 0.00081115955639538
417 => 0.00085117216163248
418 => 0.00083216367273441
419 => 0.00080491034282633
420 => 0.00082503377752168
421 => 0.00080760099605261
422 => 0.00076832006027449
423 => 0.00079731547974117
424 => 0.0007779270684858
425 => 0.00078358563763475
426 => 0.00082433719428501
427 => 0.00081943385917361
428 => 0.00082577922884437
429 => 0.00081457981746271
430 => 0.00080411780124717
501 => 0.00078458967106132
502 => 0.00077880835443848
503 => 0.00078040610236305
504 => 0.00077880756267396
505 => 0.00076788175330776
506 => 0.00076552232581538
507 => 0.00076158984329254
508 => 0.00076280868406184
509 => 0.00075541446643055
510 => 0.00076936888282412
511 => 0.00077195894547266
512 => 0.00078211380602215
513 => 0.00078316811733185
514 => 0.00081144925941679
515 => 0.00079587248160169
516 => 0.00080632272899435
517 => 0.00080538796050601
518 => 0.00073051915553769
519 => 0.00074083541628927
520 => 0.00075688428059775
521 => 0.0007496542889805
522 => 0.0007394327723912
523 => 0.00073117834970229
524 => 0.00071867205527053
525 => 0.00073627442452111
526 => 0.00075941966828235
527 => 0.00078375511890911
528 => 0.00081299256831527
529 => 0.00080646710996924
530 => 0.00078320854512961
531 => 0.00078425190735792
601 => 0.00079070156210545
602 => 0.00078234867319447
603 => 0.00077988524318686
604 => 0.00079036312465095
605 => 0.00079043528006205
606 => 0.00078082427188962
607 => 0.00077014339510189
608 => 0.00077009864183816
609 => 0.00076819808297882
610 => 0.00079522249798939
611 => 0.00081008319376867
612 => 0.00081178694859056
613 => 0.00080996851749435
614 => 0.00081066835945233
615 => 0.00080202124801146
616 => 0.00082178598054406
617 => 0.00083992405364543
618 => 0.00083506266259085
619 => 0.00082777474631257
620 => 0.00082196956996332
621 => 0.00083369514753412
622 => 0.00083317302602266
623 => 0.0008397656334002
624 => 0.00083946655464881
625 => 0.00083724970874825
626 => 0.0008350627417614
627 => 0.00084373381866072
628 => 0.00084123668776695
629 => 0.00083873567813917
630 => 0.00083371952044525
701 => 0.00083440129958541
702 => 0.00082711464166864
703 => 0.00082374350030156
704 => 0.00077304962263979
705 => 0.00075950256205833
706 => 0.0007637647430931
707 => 0.00076516796375723
708 => 0.00075927226563115
709 => 0.00076772518226337
710 => 0.00076640780416009
711 => 0.00077153295171953
712 => 0.00076833098203243
713 => 0.00076846239198528
714 => 0.00077787870210312
715 => 0.00078061229699017
716 => 0.0007792219685678
717 => 0.00078019570693716
718 => 0.00080263509666978
719 => 0.00079944493302109
720 => 0.00079775022216505
721 => 0.00079821966865403
722 => 0.00080395341383666
723 => 0.00080555854943692
724 => 0.00079875747710776
725 => 0.00080196490213472
726 => 0.00081562171081668
727 => 0.00082040082094694
728 => 0.00083565344637971
729 => 0.00082917386000207
730 => 0.00084106742122817
731 => 0.00087762417362336
801 => 0.0009068282369715
802 => 0.00087997097340759
803 => 0.00093360051663141
804 => 0.00097535880873221
805 => 0.00097375605592931
806 => 0.00096647453181484
807 => 0.0009189338264597
808 => 0.00087518616059993
809 => 0.00091178294071564
810 => 0.00091187623343435
811 => 0.00090873253756633
812 => 0.00088920731252398
813 => 0.00090805310205824
814 => 0.00090954901239361
815 => 0.00090871170040047
816 => 0.00089374175613981
817 => 0.00087088541816195
818 => 0.00087535149189248
819 => 0.00088266701176853
820 => 0.00086881720646585
821 => 0.00086439135448235
822 => 0.00087261985537247
823 => 0.00089913379971668
824 => 0.00089412149212323
825 => 0.00089399060051564
826 => 0.00091543537794964
827 => 0.00090008554537952
828 => 0.00087540782338457
829 => 0.00086917637312168
830 => 0.0008470589226963
831 => 0.00086233552448477
901 => 0.00086288530218672
902 => 0.00085451846351027
903 => 0.00087608674623088
904 => 0.00087588799070859
905 => 0.00089636386513658
906 => 0.00093550604665567
907 => 0.0009239297775107
908 => 0.00091046783598961
909 => 0.0009119315222921
910 => 0.00092798454834482
911 => 0.00091827852233841
912 => 0.00092176887696313
913 => 0.00092797926527507
914 => 0.00093172614673892
915 => 0.00091139240371068
916 => 0.00090665163553544
917 => 0.00089695368763242
918 => 0.00089442367404529
919 => 0.00090232245025798
920 => 0.00090024140179382
921 => 0.00086283909549972
922 => 0.00085893034638752
923 => 0.00085905022214238
924 => 0.00084922148664886
925 => 0.00083423030585444
926 => 0.00087362623390529
927 => 0.00087046218953714
928 => 0.0008669693294323
929 => 0.00086739718486516
930 => 0.00088449762198014
1001 => 0.00087457850486068
1002 => 0.0009009501034341
1003 => 0.00089552889557022
1004 => 0.00088996865418072
1005 => 0.0008892000594516
1006 => 0.00088705984089415
1007 => 0.00087972023512039
1008 => 0.00087085722010664
1009 => 0.00086500508989336
1010 => 0.00079792147143057
1011 => 0.00081037180080981
1012 => 0.00082469476987739
1013 => 0.00082963900140382
1014 => 0.00082118155124745
1015 => 0.00088005418680133
1016 => 0.00089081078462785
1017 => 0.00085822834817579
1018 => 0.00085213350464773
1019 => 0.00088045376372835
1020 => 0.00086337318549186
1021 => 0.00087106456882589
1022 => 0.00085444000501947
1023 => 0.00088821983520139
1024 => 0.0008879624894921
1025 => 0.00087482137259927
1026 => 0.00088592815461061
1027 => 0.00088399807791165
1028 => 0.00086916178930479
1029 => 0.00088869017201324
1030 => 0.00088869985784742
1031 => 0.00087605181855059
1101 => 0.00086128167766371
1102 => 0.0008586411253283
1103 => 0.00085665182385185
1104 => 0.00087057532260909
1105 => 0.00088305908805717
1106 => 0.00090628828056814
1107 => 0.0009121286514774
1108 => 0.00093492400795174
1109 => 0.00092135048305703
1110 => 0.00092736745083628
1111 => 0.00093389972051272
1112 => 0.00093703153081186
1113 => 0.00093192841399161
1114 => 0.00096733898553932
1115 => 0.00097032872272983
1116 => 0.00097133115574868
1117 => 0.00095939091025812
1118 => 0.00096999664290299
1119 => 0.0009650345718234
1120 => 0.00097794450226944
1121 => 0.00097996894420564
1122 => 0.00097825431390729
1123 => 0.00097889690373148
1124 => 0.00094868022776839
1125 => 0.00094711333371404
1126 => 0.00092574862210124
1127 => 0.00093445490000343
1128 => 0.00091817893076805
1129 => 0.00092334020827365
1130 => 0.00092561525021966
1201 => 0.00092442689741456
1202 => 0.00093494713989323
1203 => 0.00092600278464281
1204 => 0.00090239716054881
1205 => 0.00087878510511832
1206 => 0.00087848867499635
1207 => 0.0008722720375889
1208 => 0.00086777854737724
1209 => 0.00086864415300714
1210 => 0.0008716946601496
1211 => 0.0008676012463566
1212 => 0.00086847478373069
1213 => 0.00088298132448954
1214 => 0.00088589050778281
1215 => 0.00087600396626098
1216 => 0.0008363080754297
1217 => 0.0008265666042501
1218 => 0.00083356858055223
1219 => 0.00083022208686484
1220 => 0.0006700540202771
1221 => 0.00070768313171537
1222 => 0.00068532519146263
1223 => 0.00069562875897047
1224 => 0.00067280709153298
1225 => 0.00068369878742022
1226 => 0.00068168748889089
1227 => 0.00074219398655729
1228 => 0.00074124926082019
1229 => 0.00074170145103677
1230 => 0.00072011723382437
1231 => 0.00075450147791908
]
'min_raw' => 0.00043896970548112
'max_raw' => 0.00097996894420564
'avg_raw' => 0.00070946932484338
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.000438'
'max' => '$0.000979'
'avg' => '$0.0007094'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 6.7688237922084E-5
'max_diff' => 0.00014825262375998
'year' => 2035
]
10 => [
'items' => [
101 => 0.00077144039297756
102 => 0.00076830545061487
103 => 0.00076909444806788
104 => 0.00075553685775155
105 => 0.00074183271814645
106 => 0.00072663271827244
107 => 0.00075487243926159
108 => 0.00075173266435571
109 => 0.00075893417833445
110 => 0.00077724965601286
111 => 0.00077994667967474
112 => 0.00078357150682682
113 => 0.00078227226432557
114 => 0.00081322549176933
115 => 0.00080947685168992
116 => 0.00081850999572394
117 => 0.00079992813309967
118 => 0.00077890099173371
119 => 0.00078289756387834
120 => 0.00078251266184241
121 => 0.00077761241715502
122 => 0.00077318869535598
123 => 0.00076582444493648
124 => 0.00078912602296778
125 => 0.00078818002145339
126 => 0.00080349468636494
127 => 0.0008007876705831
128 => 0.00078270955667288
129 => 0.00078335522004786
130 => 0.00078769761653981
131 => 0.00080272670037905
201 => 0.0008071883557206
202 => 0.00080512153920017
203 => 0.00081001354059987
204 => 0.00081387997904323
205 => 0.00081049910573962
206 => 0.00085836514208785
207 => 0.00083848782658766
208 => 0.00084817589185698
209 => 0.00085048643833832
210 => 0.00084456802211193
211 => 0.00084585151466884
212 => 0.00084779565616177
213 => 0.0008596001026049
214 => 0.00089057838571577
215 => 0.00090429845642928
216 => 0.00094557596610721
217 => 0.00090315919554913
218 => 0.00090064235992225
219 => 0.00090807768587662
220 => 0.00093231195372572
221 => 0.00095195155160838
222 => 0.00095846713926164
223 => 0.00095932828173064
224 => 0.00097155195731624
225 => 0.00097855834020385
226 => 0.00097006768158556
227 => 0.00096287273741558
228 => 0.00093710134046804
229 => 0.0009400844498379
301 => 0.00096063511518902
302 => 0.00098966414042563
303 => 0.0010145740640339
304 => 0.0010058514769848
305 => 0.001072398658983
306 => 0.0010789965402572
307 => 0.0010780849264002
308 => 0.0010931158818393
309 => 0.0010632824962935
310 => 0.001050528145978
311 => 0.00096442836601121
312 => 0.00098861889221749
313 => 0.0010237812427181
314 => 0.0010191273737773
315 => 0.00099359153495144
316 => 0.0010145546928103
317 => 0.0010076236172436
318 => 0.0010021567903736
319 => 0.0010272013840618
320 => 0.00099966382452639
321 => 0.0010235065344966
322 => 0.00099292801233855
323 => 0.0010058913210277
324 => 0.00099853272005105
325 => 0.0010032946367192
326 => 0.00097545656917933
327 => 0.00099047731469294
328 => 0.00097483165678234
329 => 0.00097482423870336
330 => 0.00097447885993783
331 => 0.00099288590708618
401 => 0.00099348616023285
402 => 0.00097988332457871
403 => 0.00097792294344472
404 => 0.00098517149997443
405 => 0.00097668533867811
406 => 0.00098065596013739
407 => 0.00097680560475717
408 => 0.00097593880866019
409 => 0.00096903202988625
410 => 0.0009660563996846
411 => 0.00096722322095921
412 => 0.00096324025841137
413 => 0.00096084037940624
414 => 0.00097400146359963
415 => 0.00096697002723172
416 => 0.00097292379513125
417 => 0.00096613872518433
418 => 0.00094261871663403
419 => 0.00092909211099717
420 => 0.0008846649951516
421 => 0.00089726447009374
422 => 0.00090561793501548
423 => 0.00090285711490867
424 => 0.00090878842479364
425 => 0.00090915255904847
426 => 0.00090722422974232
427 => 0.00090499147144008
428 => 0.00090390468817783
429 => 0.00091200468022983
430 => 0.0009167069982492
501 => 0.00090645631697531
502 => 0.00090405472577511
503 => 0.00091441873049864
504 => 0.0009207407673929
505 => 0.00096741913577444
506 => 0.00096396105147559
507 => 0.00097264016445093
508 => 0.00097166302952175
509 => 0.00098076012261103
510 => 0.00099563002509361
511 => 0.0009653953556564
512 => 0.00097064304883449
513 => 0.00096935643565416
514 => 0.00098340334098897
515 => 0.00098344719389415
516 => 0.00097502537245097
517 => 0.00097959097848377
518 => 0.00097704258244711
519 => 0.00098164787852173
520 => 0.00096391486665149
521 => 0.0009855117609491
522 => 0.00099775580834272
523 => 0.00099792581695266
524 => 0.0010037293982425
525 => 0.0010096261729537
526 => 0.001020944518511
527 => 0.0010093105104391
528 => 0.00098838206246569
529 => 0.00098989302881089
530 => 0.00097762268742149
531 => 0.00097782895407706
601 => 0.0009767278865042
602 => 0.00098003227317486
603 => 0.00096463999370392
604 => 0.0009682525309301
605 => 0.00096319495765845
606 => 0.00097063205465793
607 => 0.00096263096768267
608 => 0.00096935581521033
609 => 0.00097225803647104
610 => 0.00098296729540342
611 => 0.00096104920143092
612 => 0.0009163567240965
613 => 0.00092575162467611
614 => 0.00091185582876536
615 => 0.00091314193758192
616 => 0.00091574008207409
617 => 0.000907318645715
618 => 0.00090892519038236
619 => 0.00090886779330176
620 => 0.00090837317626957
621 => 0.00090618243542127
622 => 0.00090300542776637
623 => 0.00091566164843212
624 => 0.00091781218694587
625 => 0.00092259256766659
626 => 0.00093681573812825
627 => 0.00093539450799367
628 => 0.00093771259330944
629 => 0.00093265222608062
630 => 0.00091337667350418
701 => 0.00091442342874657
702 => 0.00090137037410096
703 => 0.00092225877171204
704 => 0.00091731212344436
705 => 0.00091412298712633
706 => 0.00091325280173482
707 => 0.00092751122868497
708 => 0.00093177757350192
709 => 0.00092911907371575
710 => 0.00092366641309349
711 => 0.00093413713342264
712 => 0.00093693865645849
713 => 0.00093756581415003
714 => 0.0009561179230118
715 => 0.00093860267094718
716 => 0.00094281876620577
717 => 0.00097571153787579
718 => 0.0009458823328633
719 => 0.00096168352802907
720 => 0.00096091014175115
721 => 0.00096899349851467
722 => 0.00096024707056104
723 => 0.00096035549301802
724 => 0.00096753296621001
725 => 0.00095745349957598
726 => 0.00095495768188953
727 => 0.00095150972763109
728 => 0.00095903820961351
729 => 0.00096355119407802
730 => 0.0009999225344401
731 => 0.0010234200790486
801 => 0.0010223999886668
802 => 0.0010317217052275
803 => 0.0010275221865398
804 => 0.0010139608329201
805 => 0.001037108409918
806 => 0.0010297835480201
807 => 0.0010303874007352
808 => 0.001030364925307
809 => 0.0010352353181186
810 => 0.0010317841984467
811 => 0.0010249816873231
812 => 0.0010294975116668
813 => 0.0010429078955309
814 => 0.0010845341385259
815 => 0.0011078287355803
816 => 0.0010831317745337
817 => 0.0011001674075582
818 => 0.0010899520981602
819 => 0.0010880956725635
820 => 0.0010987953090262
821 => 0.0011095136737862
822 => 0.0011088309602878
823 => 0.0011010499778661
824 => 0.0010966546983313
825 => 0.0011299372274959
826 => 0.0011544592280313
827 => 0.0011527869919924
828 => 0.0011601676980279
829 => 0.001181837679225
830 => 0.0011838189107286
831 => 0.0011835693210973
901 => 0.0011786586320954
902 => 0.0011999955427866
903 => 0.0012177951690724
904 => 0.001177521949475
905 => 0.0011928574642825
906 => 0.0011997420709591
907 => 0.001209850716131
908 => 0.0012269056949417
909 => 0.0012454319255398
910 => 0.0012480517376761
911 => 0.0012461928555958
912 => 0.0012339743085046
913 => 0.0012542459310889
914 => 0.0012661205721708
915 => 0.0012731916491887
916 => 0.0012911227239911
917 => 0.0011997845879461
918 => 0.0011351309154535
919 => 0.0011250343108834
920 => 0.001145566153306
921 => 0.0011509802364145
922 => 0.0011487978263022
923 => 0.001076024239857
924 => 0.0011246511730117
925 => 0.0011769696644174
926 => 0.001178979430746
927 => 0.0012051711614718
928 => 0.0012137002626314
929 => 0.0012347880388943
930 => 0.0012334689927474
1001 => 0.0012386035306876
1002 => 0.001237423189333
1003 => 0.0012764838543048
1004 => 0.0013195735683335
1005 => 0.0013180815085536
1006 => 0.0013118868523476
1007 => 0.0013210869731593
1008 => 0.0013655601758114
1009 => 0.0013614657959797
1010 => 0.0013654431372277
1011 => 0.0014178795495544
1012 => 0.0014860543445717
1013 => 0.0014543803076486
1014 => 0.001523103853813
1015 => 0.0015663616832449
1016 => 0.0016411716263042
1017 => 0.0016318050529864
1018 => 0.0016609280148387
1019 => 0.0016150369318848
1020 => 0.0015096617293045
1021 => 0.0014929857001361
1022 => 0.0015263715328356
1023 => 0.0016084473447852
1024 => 0.0015237866734343
1025 => 0.0015409134169863
1026 => 0.0015359809136911
1027 => 0.0015357180815523
1028 => 0.0015457493152751
1029 => 0.0015311984875662
1030 => 0.0014719157978363
1031 => 0.0014990847051844
1101 => 0.0014885934852992
1102 => 0.0015002342759341
1103 => 0.0015630548219634
1104 => 0.0015352803611091
1105 => 0.001506022222813
1106 => 0.0015427184211369
1107 => 0.001589445291785
1108 => 0.0015865212081961
1109 => 0.0015808472638615
1110 => 0.0016128309909975
1111 => 0.0016656587378734
1112 => 0.0016799378655749
1113 => 0.0016904784257202
1114 => 0.00169193179088
1115 => 0.0017069023552876
1116 => 0.0016264018574003
1117 => 0.0017541582149468
1118 => 0.0017762182086969
1119 => 0.0017720718441649
1120 => 0.0017965905987917
1121 => 0.0017893765591998
1122 => 0.0017789245476791
1123 => 0.0018177919890513
1124 => 0.0017732336039589
1125 => 0.0017099885860649
1126 => 0.0016752911184037
1127 => 0.0017209835427849
1128 => 0.0017488863119086
1129 => 0.00176732826735
1130 => 0.0017729087919236
1201 => 0.0016326508818958
1202 => 0.0015570596474511
1203 => 0.0016055127620749
1204 => 0.0016646289059712
1205 => 0.0016260734642361
1206 => 0.0016275847645571
1207 => 0.0015726148368347
1208 => 0.0016694925248356
1209 => 0.0016553782605635
1210 => 0.001728603088575
1211 => 0.0017111273957041
1212 => 0.001770839400376
1213 => 0.0017551152283787
1214 => 0.001820385387213
1215 => 0.0018464234206909
1216 => 0.0018901453313968
1217 => 0.0019223073468922
1218 => 0.0019411934975525
1219 => 0.001940059643907
1220 => 0.0020148959818657
1221 => 0.001970767607954
1222 => 0.0019153319700616
1223 => 0.0019143293142693
1224 => 0.0019430402166628
1225 => 0.0020032103916282
1226 => 0.0020188116425563
1227 => 0.0020275306134633
1228 => 0.0020141772060097
1229 => 0.0019662790188375
1230 => 0.0019455968244659
1231 => 0.0019632186532914
]
'min_raw' => 0.00072663271827244
'max_raw' => 0.0020275306134633
'avg_raw' => 0.0013770816658679
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.000726'
'max' => '$0.002027'
'avg' => '$0.001377'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.00028766301279132
'max_diff' => 0.0010475616692577
'year' => 2036
]
11 => [
'items' => [
101 => 0.0019416686708988
102 => 0.0019788699863655
103 => 0.0020299553382734
104 => 0.0020194064151178
105 => 0.0020546698836441
106 => 0.0020911638637437
107 => 0.0021433518943334
108 => 0.0021569957780467
109 => 0.0021795485989944
110 => 0.0022027628599653
111 => 0.0022102186549473
112 => 0.0022244540809652
113 => 0.0022243790532433
114 => 0.0022672784677029
115 => 0.0023145978503362
116 => 0.0023324598218341
117 => 0.0023735324403785
118 => 0.0023031970204774
119 => 0.0023565472444274
120 => 0.0024046704818731
121 => 0.0023472959743022
122 => 0.002426373366443
123 => 0.0024294437623866
124 => 0.002475803095793
125 => 0.002428809030012
126 => 0.0024009041037615
127 => 0.0024814645802626
128 => 0.0025204452572102
129 => 0.0025087039600783
130 => 0.0024193521091652
131 => 0.0023673454994527
201 => 0.0022312341705091
202 => 0.0023924639192146
203 => 0.0024709942266728
204 => 0.0024191487346405
205 => 0.0024452965851494
206 => 0.0025879507790573
207 => 0.0026422642599224
208 => 0.0026309674355823
209 => 0.0026328764129342
210 => 0.0026621829813496
211 => 0.0027921444451254
212 => 0.0027142685235478
213 => 0.0027738017476388
214 => 0.0028053779550336
215 => 0.0028347076962231
216 => 0.0027626831216216
217 => 0.0026689802083162
218 => 0.0026393005622917
219 => 0.0024139937222208
220 => 0.0024022655227371
221 => 0.0023956821289661
222 => 0.0023541747624794
223 => 0.0023215613422453
224 => 0.0022956259396166
225 => 0.0022275636981519
226 => 0.0022505327066582
227 => 0.0021420556994572
228 => 0.0022114554444753
301 => 0.0020383235217137
302 => 0.0021825129316324
303 => 0.0021040371913017
304 => 0.0021567315403355
305 => 0.0021565476947158
306 => 0.002059520691386
307 => 0.0020035575407672
308 => 0.0020392194384599
309 => 0.0020774518236314
310 => 0.0020836548994963
311 => 0.0021332241848385
312 => 0.0021470579068893
313 => 0.0021051410832407
314 => 0.0020347357474369
315 => 0.0020510893011694
316 => 0.0020032261365228
317 => 0.0019193477815096
318 => 0.0019795906804556
319 => 0.0020001602548491
320 => 0.0020092449507241
321 => 0.0019267602220627
322 => 0.0019008417294868
323 => 0.0018870429415165
324 => 0.0020240880047656
325 => 0.0020315956426922
326 => 0.001993185505587
327 => 0.0021668029675008
328 => 0.0021275079887514
329 => 0.002171410107518
330 => 0.002049605387578
331 => 0.0020542584919115
401 => 0.0019965941854847
402 => 0.0020288823439534
403 => 0.0020060621142437
404 => 0.0020262737798269
405 => 0.0020383885688417
406 => 0.0020960434131233
407 => 0.0021831712573419
408 => 0.0020874317020072
409 => 0.0020457166067322
410 => 0.0020715964172262
411 => 0.0021405177629733
412 => 0.0022449371297989
413 => 0.0021831187630026
414 => 0.0022105527044428
415 => 0.0022165458001964
416 => 0.0021709632251611
417 => 0.0022466178243588
418 => 0.0022871617386856
419 => 0.0023287514054041
420 => 0.0023648625476997
421 => 0.0023121395779404
422 => 0.0023685607131237
423 => 0.002323095237837
424 => 0.0022823080063704
425 => 0.0022823698637643
426 => 0.002256783437659
427 => 0.0022072065129827
428 => 0.0021980637674259
429 => 0.0022456254844138
430 => 0.0022837654773268
501 => 0.0022869068698213
502 => 0.0023080231296015
503 => 0.0023205195146247
504 => 0.0024430010758633
505 => 0.0024922641730141
506 => 0.0025525021557073
507 => 0.002575968244793
508 => 0.0026465927598825
509 => 0.0025895577281051
510 => 0.0025772178402129
511 => 0.0024059058677087
512 => 0.0024339581936092
513 => 0.0024788726740227
514 => 0.0024066464909477
515 => 0.0024524573799331
516 => 0.0024615014198261
517 => 0.0024041922728845
518 => 0.0024348035644481
519 => 0.0023535090496707
520 => 0.0021849432556117
521 => 0.0022468054862746
522 => 0.0022923569106442
523 => 0.0022273494116187
524 => 0.0023438728374843
525 => 0.0022758022576254
526 => 0.0022542271517742
527 => 0.002170054971768
528 => 0.0022097810006466
529 => 0.0022635110235268
530 => 0.0022303121161724
531 => 0.0022992048337738
601 => 0.002396775294914
602 => 0.0024663098159439
603 => 0.002471647813055
604 => 0.0024269417744838
605 => 0.0024985834866042
606 => 0.0024991053182639
607 => 0.0024182931743272
608 => 0.0023687961861298
609 => 0.0023575503662688
610 => 0.0023856446291545
611 => 0.0024197562507846
612 => 0.0024735407706506
613 => 0.0025060416295673
614 => 0.0025907866324983
615 => 0.0026137162004619
616 => 0.0026389088438431
617 => 0.002672573984524
618 => 0.0027129976174762
619 => 0.0026245530098954
620 => 0.0026280670790359
621 => 0.0025457086850556
622 => 0.0024576969296992
623 => 0.0025244868811945
624 => 0.0026118058580798
625 => 0.0025917747883034
626 => 0.0025895208837559
627 => 0.0025933113260238
628 => 0.002578208553566
629 => 0.0025098992734742
630 => 0.0024755947806508
701 => 0.0025198563284025
702 => 0.0025433793711776
703 => 0.002579861559097
704 => 0.0025753643593903
705 => 0.0026693385575696
706 => 0.0027058540893498
707 => 0.0026965118537328
708 => 0.0026982310499198
709 => 0.0027643406759987
710 => 0.0028378681766801
711 => 0.0029067363838765
712 => 0.0029767920821949
713 => 0.0028923372035516
714 => 0.0028494562246292
715 => 0.0028936984491738
716 => 0.002870222902076
717 => 0.0030051203589991
718 => 0.0030144603662336
719 => 0.0031493480685352
720 => 0.0032773725601481
721 => 0.003196962670763
722 => 0.0032727855747122
723 => 0.0033547942272653
724 => 0.0035130022234646
725 => 0.0034597233361691
726 => 0.0034189125434873
727 => 0.0033803465415994
728 => 0.0034605962693478
729 => 0.0035638362620754
730 => 0.0035860731676886
731 => 0.0036221054499337
801 => 0.0035842219109708
802 => 0.0036298484609167
803 => 0.0037909302315474
804 => 0.0037474045152148
805 => 0.0036855910009146
806 => 0.0038127495883698
807 => 0.0038587677868534
808 => 0.0041817476037286
809 => 0.0045895229641644
810 => 0.0044207012873466
811 => 0.0043159082247044
812 => 0.00434053708015
813 => 0.004489442837714
814 => 0.0045372666410111
815 => 0.0044072650577961
816 => 0.0044531838147469
817 => 0.0047062006801786
818 => 0.0048419361107298
819 => 0.0046575891643409
820 => 0.0041489832505596
821 => 0.0036800253702681
822 => 0.00380441411757
823 => 0.0037903122938582
824 => 0.0040621473512678
825 => 0.0037463664412752
826 => 0.0037516833819342
827 => 0.0040291397004527
828 => 0.0039551191114775
829 => 0.0038352152371784
830 => 0.0036809008012441
831 => 0.0033956362940619
901 => 0.0031429695648614
902 => 0.0036385072064962
903 => 0.0036171387223122
904 => 0.0035861939905818
905 => 0.0036550581424781
906 => 0.003989442916656
907 => 0.0039817342653133
908 => 0.0039326957584596
909 => 0.0039698910337026
910 => 0.0038286947255917
911 => 0.0038650842291721
912 => 0.0036799510849439
913 => 0.0037636389979781
914 => 0.0038349579773157
915 => 0.0038492763183132
916 => 0.0038815362716933
917 => 0.0036058785021386
918 => 0.0037296407477818
919 => 0.0038023394721429
920 => 0.003473883990677
921 => 0.0037958469633392
922 => 0.0036010799136539
923 => 0.0035349730516877
924 => 0.0036239772324083
925 => 0.0035892922166221
926 => 0.0035594720768216
927 => 0.0035428319264378
928 => 0.0036081867737261
929 => 0.0036051378919842
930 => 0.0034982046769914
1001 => 0.0033587146571887
1002 => 0.0034055320864383
1003 => 0.0033885228754762
1004 => 0.0033268793007176
1005 => 0.0033684196272313
1006 => 0.0031854970523431
1007 => 0.0028707882697362
1008 => 0.003078694531317
1009 => 0.0030706903664047
1010 => 0.0030666543034959
1011 => 0.0032228901129669
1012 => 0.0032078716448596
1013 => 0.0031806129781837
1014 => 0.0033263786739276
1015 => 0.0032731722341558
1016 => 0.0034371419445186
1017 => 0.0035451430006595
1018 => 0.003517750439354
1019 => 0.0036193259546689
1020 => 0.0034066106654503
1021 => 0.0034772661518726
1022 => 0.0034918281496999
1023 => 0.0033245799478687
1024 => 0.0032103288519785
1025 => 0.0032027096064405
1026 => 0.0030046139509377
1027 => 0.003110435051135
1028 => 0.003203553240134
1029 => 0.0031589568538669
1030 => 0.0031448389702539
1031 => 0.0032169641758375
1101 => 0.0032225689220219
1102 => 0.0030947801150519
1103 => 0.0031213514545662
1104 => 0.0032321583574584
1105 => 0.0031185594049145
1106 => 0.0028978551964054
1107 => 0.0028431175012207
1108 => 0.0028358144836672
1109 => 0.0026873615130249
1110 => 0.0028467753357514
1111 => 0.0027771869301065
1112 => 0.0029970158697417
1113 => 0.0028714507583883
1114 => 0.0028660378974017
1115 => 0.0028578555641263
1116 => 0.0027300759597796
1117 => 0.002758051572314
1118 => 0.0028510467691846
1119 => 0.0028842285030939
1120 => 0.0028807673763972
1121 => 0.0028505910419866
1122 => 0.0028644056133519
1123 => 0.0028199040656684
1124 => 0.0028041896429617
1125 => 0.0027545906023069
1126 => 0.0026816937146291
1127 => 0.0026918304739633
1128 => 0.0025474026649653
1129 => 0.0024687107292592
1130 => 0.0024469298385987
1201 => 0.0024178035213216
1202 => 0.0024502197336374
1203 => 0.0025469935191288
1204 => 0.0024302638021223
1205 => 0.0022301388899522
1206 => 0.0022421667381699
1207 => 0.0022691897420148
1208 => 0.0022188325531248
1209 => 0.002171173699999
1210 => 0.0022126092061069
1211 => 0.0021278136426204
1212 => 0.0022794368807466
1213 => 0.0022753358970745
1214 => 0.0023318516639298
1215 => 0.0023671921327647
1216 => 0.0022857437937129
1217 => 0.0022652597567011
1218 => 0.0022769283951306
1219 => 0.0020840717941043
1220 => 0.0023160911651541
1221 => 0.0023180976783098
1222 => 0.0023009166944816
1223 => 0.0024244598467713
1224 => 0.0026851744321779
1225 => 0.002587083117928
1226 => 0.0025490991962248
1227 => 0.0024768917333009
1228 => 0.0025731038903921
1229 => 0.002565716297871
1230 => 0.0025323068028291
1231 => 0.0025121006359838
]
'min_raw' => 0.0018870429415165
'max_raw' => 0.0048419361107298
'avg_raw' => 0.0033644895261232
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.001887'
'max' => '$0.004841'
'avg' => '$0.003364'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.0011604102232441
'max_diff' => 0.0028144054972665
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 5.9232121658533E-5
]
1 => [
'year' => 2028
'avg' => 0.00010165951597382
]
2 => [
'year' => 2029
'avg' => 0.0002777154752954
]
3 => [
'year' => 2030
'avg' => 0.00021425707560411
]
4 => [
'year' => 2031
'avg' => 0.0002104270008303
]
5 => [
'year' => 2032
'avg' => 0.00036894475626988
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 5.9232121658533E-5
'min' => '$0.000059'
'max_raw' => 0.00036894475626988
'max' => '$0.000368'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.00036894475626988
]
1 => [
'year' => 2033
'avg' => 0.00094896385126802
]
2 => [
'year' => 2034
'avg' => 0.00060149889400235
]
3 => [
'year' => 2035
'avg' => 0.00070946932484338
]
4 => [
'year' => 2036
'avg' => 0.0013770816658679
]
5 => [
'year' => 2037
'avg' => 0.0033644895261232
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.00036894475626988
'min' => '$0.000368'
'max_raw' => 0.0033644895261232
'max' => '$0.003364'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.0033644895261232
]
]
]
]
'prediction_2025_max_price' => '$0.0001012'
'last_price' => 9.82E-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' => '$0.0001042'
'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' => '$0.0001076'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.000127'
'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' => '40.09'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 27.54
'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' => 25.3
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -57.94
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.92
'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' => -74.7
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 34.85
'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' => 1767689561
'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 $0.0001012 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 $0.000059 à la baisse et $0.000368 à la hausse. Compte tenu de la volatilité des prix sur le marché, si EpiK Protocol atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de EpiK Protocol | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.000032 | $0.000059 | $0.000085 |
| 2028 | $0.000058 | $0.0001016 | $0.000144 |
| 2029 | $0.000129 | $0.000277 | $0.000425 |
| 2030 | $0.00011 | $0.000214 | $0.000318 |
| 2031 | $0.00013 | $0.00021 | $0.00029 |
| 2032 | $0.000198 | $0.000368 | $0.000539 |
Prévision du prix de EpiK Protocol de 2032 à 2037
La prévision du prix de EpiK Protocol pour 2032-2037 est actuellement estimée entre $0.000368 à la baisse et $0.003364 à la hausse. Par rapport au prix actuel, EpiK Protocol pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de EpiK Protocol | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.000198 | $0.000368 | $0.000539 |
| 2033 | $0.000461 | $0.000948 | $0.001436 |
| 2034 | $0.000371 | $0.0006014 | $0.000831 |
| 2035 | $0.000438 | $0.0007094 | $0.000979 |
| 2036 | $0.000726 | $0.001377 | $0.002027 |
| 2037 | $0.001887 | $0.003364 | $0.004841 |
EpiK Protocol Histogramme des prix potentiels
Prévision du prix de EpiK Protocol basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 32.35%
Baissier 67.65%
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 40.09, 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 | $0.0001042 | 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) | 40.09 | NEUTRAL |
| Stoch RSI (14) | 27.54 | NEUTRAL |
| Stochastique Rapide (14) | 25.3 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -57.94 | NEUTRAL |
| Indice Directionnel Moyen (14) | 23.92 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.000017 | SELL |
| Momentum (10) | -0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -74.7 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 34.85 | 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 | $0.000193 | $0.000272 | $0.000382 | $0.000537 | $0.000755 |
| Action Amazon.com | $0.0002049 | $0.000427 | $0.000892 | $0.001861 | $0.003883 | $0.0081039 |
| Action Apple | $0.000139 | $0.000197 | $0.00028 | $0.000397 | $0.000563 | $0.000799 |
| Action Netflix | $0.000154 | $0.000244 | $0.000385 | $0.0006086 | $0.00096 | $0.001515 |
| Action Google | $0.000127 | $0.000164 | $0.000213 | $0.000276 | $0.000357 | $0.000463 |
| Action Tesla | $0.000222 | $0.0005046 | $0.001143 | $0.002593 | $0.005878 | $0.013327 |
| Action Kodak | $0.000073 | $0.000055 | $0.000041 | $0.000031 | $0.000023 | $0.000017 |
| Action Nokia | $0.000065 | $0.000043 | $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 $0.0000982 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 | $0.00010075 | $0.0001033 | $0.000106 | $0.0001088 |
| Si EpiK Protocol présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0001033 | $0.0001086 | $0.000114 | $0.00012 |
| Si EpiK Protocol présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.00011 | $0.000125 | $0.000141 | $0.00016 |
| Si EpiK Protocol présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000123 | $0.000155 | $0.000196 | $0.000247 |
| Si EpiK Protocol présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000149 | $0.000226 | $0.000344 | $0.000523 |
| Si EpiK Protocol présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000225 | $0.000519 | $0.001194 | $0.002746 |
| Si EpiK Protocol présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.000353 | $0.001272 | $0.004579 | $0.016481 |
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 0.5643% 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 $0.0001012 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 $0.000318. 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 $0.000099 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 $0.0000867 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 $0.0001012. 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 $0.000318 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 $0.000318, tandis que son point le plus bas devrait être autour de $0.00011.
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 $0.0001012 si le meilleur scénario se produit. Le prix sera entre $0.0001012 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 $0.000144 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.000144 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 $0.000425 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.000425 et $0.000129.
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 $0.000318 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.000318 et $0.00011 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 $0.00029 dans des conditions idéales. Il est probable que le prix fluctue entre $0.00029 et $0.00013 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 $0.000539 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.000539 et $0.000198 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 $0.001436. Tout au long de l'année, le prix de AIEPK pourrait osciller entre $0.001436 et $0.000461.
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 $0.000831 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.000831 et $0.000371.
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 $0.000979 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.000979 et $0.000438.
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 $0.002027 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.002027 et $0.000726.
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 $0.004841 sous des conditions favorables. Il est prévu que le prix chute entre $0.004841 et $0.001887 au cours de l'année.
Prévisions liées
Prévision du cours de LIT- Prévision 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 Note
- Prévision 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
Prévision du cours de LIT
Prévision 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 Note
Prévision 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 ZaibotComment 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