Baby Grok Preisvorhersage bis zu $0.00000000000087 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.00000000000029 | $0.00000000000087 |
| 2027 | $0.00000000000028 | $0.00000000000074 |
| 2028 | $0.00000000000051 | $0.0000000000012 |
| 2029 | $0.0000000000011 | $0.0000000000036 |
| 2030 | $0.00000000000095 | $0.0000000000027 |
| 2031 | $0.0000000000011 | $0.0000000000025 |
| 2032 | $0.0000000000017 | $0.0000000000046 |
| 2033 | $0.000000000004 | $0.000000000012 |
| 2034 | $0.0000000000032 | $0.0000000000072 |
| 2035 | $0.0000000000038 | $0.0000000000085 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Baby Grok eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,960.71 Gewinn erzielen könnten, was einer Rendite von 39.61% in den nächsten 90 Tagen entspricht.
$
≈ $3,960.71
(39.61% ROI)
Langfristige Baby Grok Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Baby Grok'
'name_with_ticker' => 'Baby Grok <small>BABYGROK</small>'
'name_lang' => 'Baby Grok'
'name_lang_with_ticker' => 'Baby Grok <small>BABYGROK</small>'
'name_with_lang' => 'Baby Grok'
'name_with_lang_with_ticker' => 'Baby Grok <small>BABYGROK</small>'
'image' => '/uploads/coins/baby-grok.jpg?1717202507'
'price_for_sd' => 8.527E-13
'ticker' => 'BABYGROK'
'marketcap' => '$358.16K'
'low24h' => '$0.000000000001'
'high24h' => '$0.000000000001'
'volume24h' => '$41.09K'
'current_supply' => '420Quad'
'max_supply' => '420Quad'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.000000000001'
'change_24h_pct' => '-33.2659%'
'ath_price' => '$0.000000000183'
'ath_days' => 753
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '15.12.2023'
'ath_pct' => '-99.54%'
'fdv' => '$358.16K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.000000000042'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.00000000000086'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.000000000000753'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.00000000000029'
'current_year_max_price_prediction' => '$0.00000000000087'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00000000000095'
'grand_prediction_max_price' => '$0.0000000000027'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 8.6890814500403E-13
107 => 8.7215233260381E-13
108 => 8.7946165291846E-13
109 => 8.1700431111276E-13
110 => 8.450458239323E-13
111 => 8.6151758557936E-13
112 => 7.8709756721015E-13
113 => 8.600465410948E-13
114 => 8.1591706774696E-13
115 => 8.0093886169026E-13
116 => 8.2110504291702E-13
117 => 8.132462624807E-13
118 => 8.0648974454462E-13
119 => 8.0271949144457E-13
120 => 8.175273092773E-13
121 => 8.1683650687623E-13
122 => 7.926080428283E-13
123 => 7.6100299915631E-13
124 => 7.7161068921283E-13
125 => 7.6775681596767E-13
126 => 7.5378988216768E-13
127 => 7.6320190917486E-13
128 => 7.2175610555313E-13
129 => 6.5045075458735E-13
130 => 6.9755725357731E-13
131 => 6.9574370460821E-13
201 => 6.9482923098009E-13
202 => 7.3022846304304E-13
203 => 7.2682564367942E-13
204 => 7.2064949321396E-13
205 => 7.5367645232099E-13
206 => 7.4162116797164E-13
207 => 7.7877271375413E-13
208 => 8.032431246178E-13
209 => 7.9703663688791E-13
210 => 8.2005117658096E-13
211 => 7.7185506896721E-13
212 => 7.8786388262428E-13
213 => 7.9116327693174E-13
214 => 7.5326890477225E-13
215 => 7.2738238701069E-13
216 => 7.256560514039E-13
217 => 6.8077239698724E-13
218 => 7.0474888288842E-13
219 => 7.2584719826706E-13
220 => 7.157427424961E-13
221 => 7.1254397366105E-13
222 => 7.2888578991103E-13
223 => 7.3015568899184E-13
224 => 7.012018553714E-13
225 => 7.0722227422975E-13
226 => 7.3232842168045E-13
227 => 7.0658966372974E-13
228 => 6.5658346143374E-13
301 => 6.441812318745E-13
302 => 6.4252654583285E-13
303 => 6.0889071563495E-13
304 => 6.4501000815722E-13
305 => 6.2924296903439E-13
306 => 6.7905085670526E-13
307 => 6.5060085839272E-13
308 => 6.4937443582776E-13
309 => 6.4752051824374E-13
310 => 6.1856876971376E-13
311 => 6.2490736266222E-13
312 => 6.4597781101787E-13
313 => 6.5349598436675E-13
314 => 6.5271177729189E-13
315 => 6.4587455432598E-13
316 => 6.4900459998753E-13
317 => 6.3892163233149E-13
318 => 6.3536112659333E-13
319 => 6.241231910894E-13
320 => 6.0760653045756E-13
321 => 6.0990327342098E-13
322 => 5.7717944688995E-13
323 => 5.5934976941092E-13
324 => 5.544147496761E-13
325 => 5.4781543503802E-13
326 => 5.5516015982458E-13
327 => 5.7708674440092E-13
328 => 5.5063863141743E-13
329 => 5.0529519682666E-13
330 => 5.0802041450702E-13
331 => 5.1414316951039E-13
401 => 5.0273345606768E-13
402 => 4.9193511983882E-13
403 => 5.0132339709311E-13
404 => 4.8211078610506E-13
405 => 5.1646492175896E-13
406 => 5.1553573866588E-13
407 => 5.2834083599216E-13
408 => 5.3634812613733E-13
409 => 5.1789391474368E-13
410 => 5.1325273048367E-13
411 => 5.1589655996823E-13
412 => 4.7219994779132E-13
413 => 5.2476989053814E-13
414 => 5.2522451758603E-13
415 => 5.2133172478992E-13
416 => 5.493235963877E-13
417 => 6.0839517634274E-13
418 => 5.8617007181485E-13
419 => 5.7756383958432E-13
420 => 5.6120338582295E-13
421 => 5.8300271907235E-13
422 => 5.8132887040137E-13
423 => 5.7375909192294E-13
424 => 5.6918086628004E-13
425 => 5.7761638740315E-13
426 => 5.6813561186111E-13
427 => 5.6643260405947E-13
428 => 5.561142296723E-13
429 => 5.524310394722E-13
430 => 5.4970415208007E-13
501 => 5.4670211699976E-13
502 => 5.533238583264E-13
503 => 5.3831812131763E-13
504 => 5.202226735156E-13
505 => 5.1871823282632E-13
506 => 5.228721258412E-13
507 => 5.2103433740308E-13
508 => 5.1870943420232E-13
509 => 5.1427056084237E-13
510 => 5.12953641938E-13
511 => 5.1723298949899E-13
512 => 5.1240185560409E-13
513 => 5.195304568315E-13
514 => 5.1759187174114E-13
515 => 5.0676309301324E-13
516 => 4.932664253909E-13
517 => 4.9314627673884E-13
518 => 4.9023844183858E-13
519 => 4.8653487689719E-13
520 => 4.8550462985659E-13
521 => 5.0053274256878E-13
522 => 5.3164048612947E-13
523 => 5.2553329172329E-13
524 => 5.2994636557221E-13
525 => 5.5165432112917E-13
526 => 5.5855462741973E-13
527 => 5.536569534574E-13
528 => 5.469527152624E-13
529 => 5.4724766771839E-13
530 => 5.7015807914165E-13
531 => 5.7158697339964E-13
601 => 5.7519732821081E-13
602 => 5.7983765442931E-13
603 => 5.5444722107775E-13
604 => 5.4605178059086E-13
605 => 5.4207355512686E-13
606 => 5.2982216046476E-13
607 => 5.4303423925264E-13
608 => 5.3533612674057E-13
609 => 5.3637486512341E-13
610 => 5.356983853889E-13
611 => 5.360677890673E-13
612 => 5.1645531907791E-13
613 => 5.2360107234097E-13
614 => 5.1171987159949E-13
615 => 4.9581227753403E-13
616 => 4.957589497008E-13
617 => 4.9965231081205E-13
618 => 4.9733638727585E-13
619 => 4.9110429658775E-13
620 => 4.9198953565536E-13
621 => 4.8423390993082E-13
622 => 4.9293120903845E-13
623 => 4.9318061645643E-13
624 => 4.898316825549E-13
625 => 5.0323107182621E-13
626 => 5.0872081254353E-13
627 => 5.0651647250843E-13
628 => 5.0856615017035E-13
629 => 5.257870732232E-13
630 => 5.2859483508236E-13
701 => 5.2984185742986E-13
702 => 5.2817101268301E-13
703 => 5.0888091703086E-13
704 => 5.0973651480085E-13
705 => 5.0345870606268E-13
706 => 4.9815461921811E-13
707 => 4.9836675487563E-13
708 => 5.0109374499676E-13
709 => 5.130026707916E-13
710 => 5.3806430305733E-13
711 => 5.39015373682E-13
712 => 5.4016809902379E-13
713 => 5.354793857454E-13
714 => 5.340652249557E-13
715 => 5.3593086806319E-13
716 => 5.4534269946417E-13
717 => 5.695524851148E-13
718 => 5.6099512994865E-13
719 => 5.540378669954E-13
720 => 5.6014126227002E-13
721 => 5.5920169240749E-13
722 => 5.5127077721801E-13
723 => 5.5104818284337E-13
724 => 5.3582622092779E-13
725 => 5.301990081949E-13
726 => 5.2549648804573E-13
727 => 5.2036145880523E-13
728 => 5.1731724134372E-13
729 => 5.2199454293669E-13
730 => 5.2306429715121E-13
731 => 5.1283729547294E-13
801 => 5.1144339293426E-13
802 => 5.197949832699E-13
803 => 5.1611975974185E-13
804 => 5.198998182816E-13
805 => 5.2077682428757E-13
806 => 5.2063560612145E-13
807 => 5.1679825066144E-13
808 => 5.1924406660006E-13
809 => 5.1345898277239E-13
810 => 5.0716857300129E-13
811 => 5.0315568347371E-13
812 => 4.9965390512834E-13
813 => 5.0159689527891E-13
814 => 4.9467049016813E-13
815 => 4.924545937722E-13
816 => 5.1841547919265E-13
817 => 5.3759306437929E-13
818 => 5.3731421469552E-13
819 => 5.3561678895988E-13
820 => 5.3309475862696E-13
821 => 5.4515819723656E-13
822 => 5.4095553644104E-13
823 => 5.4401332331384E-13
824 => 5.4479165840788E-13
825 => 5.47147444318E-13
826 => 5.4798943529423E-13
827 => 5.4544435376374E-13
828 => 5.3690274929188E-13
829 => 5.1561788305938E-13
830 => 5.0570972037076E-13
831 => 5.0243986165001E-13
901 => 5.0255871480416E-13
902 => 4.9928021422877E-13
903 => 5.0024587958031E-13
904 => 4.9894439522804E-13
905 => 4.9647969872772E-13
906 => 5.0144470721534E-13
907 => 5.0201687819129E-13
908 => 5.0085798588284E-13
909 => 5.01130946974E-13
910 => 4.9153581362944E-13
911 => 4.922653107781E-13
912 => 4.8820337795439E-13
913 => 4.8744181451727E-13
914 => 4.7717360205188E-13
915 => 4.5898197526825E-13
916 => 4.6906190241032E-13
917 => 4.5688676787495E-13
918 => 4.5227585994301E-13
919 => 4.7410318094951E-13
920 => 4.719123233161E-13
921 => 4.6816252739063E-13
922 => 4.6261579769091E-13
923 => 4.6055846169016E-13
924 => 4.4805873942307E-13
925 => 4.473201891481E-13
926 => 4.5351538902457E-13
927 => 4.5065651744539E-13
928 => 4.4664157900889E-13
929 => 4.3209987897968E-13
930 => 4.1575019355543E-13
1001 => 4.1624368778793E-13
1002 => 4.2144421852467E-13
1003 => 4.3656546302887E-13
1004 => 4.306573312009E-13
1005 => 4.263709137717E-13
1006 => 4.2556819663644E-13
1007 => 4.356158821863E-13
1008 => 4.4983546229455E-13
1009 => 4.5650697113617E-13
1010 => 4.4989570849086E-13
1011 => 4.4230104593959E-13
1012 => 4.4276329785881E-13
1013 => 4.4583845278486E-13
1014 => 4.4616160808724E-13
1015 => 4.4121826351029E-13
1016 => 4.4260978605289E-13
1017 => 4.4049593606719E-13
1018 => 4.2752324260677E-13
1019 => 4.2728860771893E-13
1020 => 4.241048995308E-13
1021 => 4.2400849811215E-13
1022 => 4.1859221627092E-13
1023 => 4.1783444100034E-13
1024 => 4.0708008465977E-13
1025 => 4.1415863457033E-13
1026 => 4.0941071493088E-13
1027 => 4.0225448011321E-13
1028 => 4.0102074253329E-13
1029 => 4.0098365489186E-13
1030 => 4.0833150794478E-13
1031 => 4.1407277062927E-13
1101 => 4.0949330702577E-13
1102 => 4.0845065193242E-13
1103 => 4.195834805212E-13
1104 => 4.1816672660529E-13
1105 => 4.169398268512E-13
1106 => 4.4856225485758E-13
1107 => 4.235306355617E-13
1108 => 4.1261542079382E-13
1109 => 3.9910576977549E-13
1110 => 4.0350458026863E-13
1111 => 4.0443147427151E-13
1112 => 3.7194319887008E-13
1113 => 3.5876270958587E-13
1114 => 3.5423966235979E-13
1115 => 3.5163658473468E-13
1116 => 3.5282283989584E-13
1117 => 3.4095885362285E-13
1118 => 3.4893164861052E-13
1119 => 3.3865843933591E-13
1120 => 3.3693610236911E-13
1121 => 3.5530587315853E-13
1122 => 3.5786191944923E-13
1123 => 3.4695703187175E-13
1124 => 3.5395973503743E-13
1125 => 3.514204575247E-13
1126 => 3.3883454402303E-13
1127 => 3.3835385470298E-13
1128 => 3.3203868572409E-13
1129 => 3.2215666912981E-13
1130 => 3.1764032237632E-13
1201 => 3.1528816977438E-13
1202 => 3.1625871378048E-13
1203 => 3.1576797703186E-13
1204 => 3.1256558779998E-13
1205 => 3.1595153423405E-13
1206 => 3.0730184026466E-13
1207 => 3.0385746243074E-13
1208 => 3.0230171687211E-13
1209 => 2.9462461561648E-13
1210 => 3.0684229773661E-13
1211 => 3.0924933502859E-13
1212 => 3.1166111492759E-13
1213 => 3.3265401235639E-13
1214 => 3.3160526652616E-13
1215 => 3.410854180715E-13
1216 => 3.4071703681533E-13
1217 => 3.3801314402632E-13
1218 => 3.2660586511828E-13
1219 => 3.3115260317583E-13
1220 => 3.1715845015467E-13
1221 => 3.2764382110803E-13
1222 => 3.2285873568448E-13
1223 => 3.2602597891297E-13
1224 => 3.2033099000934E-13
1225 => 3.2348283200894E-13
1226 => 3.0982013286571E-13
1227 => 2.9706209664513E-13
1228 => 3.0219630285058E-13
1229 => 3.0777777216361E-13
1230 => 3.1987981976619E-13
1231 => 3.1267194005382E-13
]
'min_raw' => 2.9462461561648E-13
'max_raw' => 8.7946165291846E-13
'avg_raw' => 5.8704313426747E-13
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00000000000029'
'max' => '$0.00000000000087'
'avg' => '$0.00000000000058'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -5.5812438438352E-13
'max_diff' => 2.6712652918463E-14
'year' => 2026
]
1 => [
'items' => [
101 => 3.152641661585E-13
102 => 3.0658064264124E-13
103 => 2.8866405329928E-13
104 => 2.8876545924921E-13
105 => 2.8600938231307E-13
106 => 2.8362772944642E-13
107 => 3.1349985174529E-13
108 => 3.0978478112906E-13
109 => 3.0386530231851E-13
110 => 3.1178875993717E-13
111 => 3.1388384789372E-13
112 => 3.139434921025E-13
113 => 3.1972424224703E-13
114 => 3.2280942963542E-13
115 => 3.2335320728459E-13
116 => 3.3244934253839E-13
117 => 3.3549824709454E-13
118 => 3.4805625346418E-13
119 => 3.2254767304052E-13
120 => 3.2202234061308E-13
121 => 3.1190025923484E-13
122 => 3.0548067520099E-13
123 => 3.1233981364584E-13
124 => 3.184160739422E-13
125 => 3.1208906557976E-13
126 => 3.1291523930146E-13
127 => 3.0442174751046E-13
128 => 3.0745777116981E-13
129 => 3.1007280374179E-13
130 => 3.0862893646005E-13
131 => 3.0646739725532E-13
201 => 3.1791788989066E-13
202 => 3.1727180822133E-13
203 => 3.2793477020904E-13
204 => 3.3624731159419E-13
205 => 3.5114487180089E-13
206 => 3.3559849109782E-13
207 => 3.3503191919373E-13
208 => 3.4057025043717E-13
209 => 3.3549739920488E-13
210 => 3.3870326607481E-13
211 => 3.5062835708563E-13
212 => 3.5088031546738E-13
213 => 3.4665968794309E-13
214 => 3.4640286237466E-13
215 => 3.4721348005931E-13
216 => 3.5196129315746E-13
217 => 3.5030226137541E-13
218 => 3.5222213495515E-13
219 => 3.5462296626476E-13
220 => 3.6455382249269E-13
221 => 3.6694811830849E-13
222 => 3.6113122077615E-13
223 => 3.6165642149428E-13
224 => 3.5948074213978E-13
225 => 3.5737906314451E-13
226 => 3.621033306003E-13
227 => 3.7073702223147E-13
228 => 3.7068331248393E-13
301 => 3.7268616112737E-13
302 => 3.7393391923975E-13
303 => 3.6857762800668E-13
304 => 3.6509087937023E-13
305 => 3.6642792066502E-13
306 => 3.6856587881237E-13
307 => 3.6573460965252E-13
308 => 3.4825870482648E-13
309 => 3.5355977798558E-13
310 => 3.5267742020267E-13
311 => 3.5142083542144E-13
312 => 3.567511054749E-13
313 => 3.5623698792496E-13
314 => 3.408371712957E-13
315 => 3.4182301759172E-13
316 => 3.4089712387419E-13
317 => 3.4388887589558E-13
318 => 3.3533583477763E-13
319 => 3.379666926199E-13
320 => 3.3961674199581E-13
321 => 3.405886337545E-13
322 => 3.440997732193E-13
323 => 3.4368778152852E-13
324 => 3.4407416323734E-13
325 => 3.4928025615718E-13
326 => 3.7561088763042E-13
327 => 3.7704400580624E-13
328 => 3.6998680777013E-13
329 => 3.7280601918848E-13
330 => 3.6739374975902E-13
331 => 3.7102704248607E-13
401 => 3.7351284909429E-13
402 => 3.6227996702486E-13
403 => 3.6161482864951E-13
404 => 3.5618022085886E-13
405 => 3.5910047125364E-13
406 => 3.5445414290211E-13
407 => 3.5559418935791E-13
408 => 3.5240652008003E-13
409 => 3.5814369012159E-13
410 => 3.6455873769414E-13
411 => 3.6617943204887E-13
412 => 3.6191608295436E-13
413 => 3.5882913724154E-13
414 => 3.5340947747296E-13
415 => 3.624224924531E-13
416 => 3.6505817269995E-13
417 => 3.6240864834681E-13
418 => 3.6179469566093E-13
419 => 3.6063125643059E-13
420 => 3.6204152479358E-13
421 => 3.6504381821928E-13
422 => 3.6362799208338E-13
423 => 3.6456317018979E-13
424 => 3.6099923559962E-13
425 => 3.6857940116195E-13
426 => 3.8061852834111E-13
427 => 3.8065723610358E-13
428 => 3.7924140233585E-13
429 => 3.7866207366265E-13
430 => 3.8011480502833E-13
501 => 3.8090285220005E-13
502 => 3.8560071905127E-13
503 => 3.906417173539E-13
504 => 4.1416585687241E-13
505 => 4.0756037262898E-13
506 => 4.2843238866712E-13
507 => 4.4493944346122E-13
508 => 4.4988918742794E-13
509 => 4.45335655882E-13
510 => 4.297582704403E-13
511 => 4.2899396959468E-13
512 => 4.5227316004709E-13
513 => 4.4569572248982E-13
514 => 4.4491335722161E-13
515 => 4.3659031259489E-13
516 => 4.4151026279841E-13
517 => 4.4043419751759E-13
518 => 4.3873557582889E-13
519 => 4.4812249809051E-13
520 => 4.6569397858793E-13
521 => 4.6295529856811E-13
522 => 4.6091100097702E-13
523 => 4.5195348401895E-13
524 => 4.5734790996155E-13
525 => 4.5542705820682E-13
526 => 4.6368025634781E-13
527 => 4.5879124459981E-13
528 => 4.4564589193123E-13
529 => 4.4773933267135E-13
530 => 4.474229133149E-13
531 => 4.5393480124894E-13
601 => 4.5198009412614E-13
602 => 4.4704122537725E-13
603 => 4.6563392117785E-13
604 => 4.6442661493057E-13
605 => 4.6613829916059E-13
606 => 4.6689183549423E-13
607 => 4.7820888178801E-13
608 => 4.8284511354949E-13
609 => 4.83897619328E-13
610 => 4.8830168092237E-13
611 => 4.8378804226353E-13
612 => 5.0184581506872E-13
613 => 5.1385318028391E-13
614 => 5.2780035287473E-13
615 => 5.4818092067649E-13
616 => 5.5584420270075E-13
617 => 5.5445989939444E-13
618 => 5.6991221330153E-13
619 => 5.9767967790693E-13
620 => 5.6007249789339E-13
621 => 5.9967294976502E-13
622 => 5.8713590391166E-13
623 => 5.5741079372518E-13
624 => 5.554968470652E-13
625 => 5.7562703679911E-13
626 => 6.2027386016996E-13
627 => 6.0909033729564E-13
628 => 6.20292152407E-13
629 => 6.0722464006016E-13
630 => 6.065757279305E-13
701 => 6.1965749249955E-13
702 => 6.5022374846499E-13
703 => 6.3570286601478E-13
704 => 6.1488362035595E-13
705 => 6.3025622736709E-13
706 => 6.1693905250642E-13
707 => 5.869317303028E-13
708 => 6.0908178546647E-13
709 => 5.9427067437577E-13
710 => 5.9859334399401E-13
711 => 6.2972409652015E-13
712 => 6.2597836201445E-13
713 => 6.308256893105E-13
714 => 6.2227028350961E-13
715 => 6.1427818542792E-13
716 => 5.9936034085744E-13
717 => 5.9494390252097E-13
718 => 5.9616444719037E-13
719 => 5.9494329767965E-13
720 => 5.8659690074454E-13
721 => 5.8479449712107E-13
722 => 5.8179041211684E-13
723 => 5.8272150367448E-13
724 => 5.7707294499046E-13
725 => 5.8773294227899E-13
726 => 5.8971153171131E-13
727 => 5.974689887679E-13
728 => 5.9827439369389E-13
729 => 6.19878801176E-13
730 => 6.0797945658217E-13
731 => 6.1596256427569E-13
801 => 6.1524847998366E-13
802 => 5.5805502699734E-13
803 => 5.6593578019675E-13
804 => 5.7819575905844E-13
805 => 5.7267265519925E-13
806 => 5.6486427854964E-13
807 => 5.585585957464E-13
808 => 5.4900484151033E-13
809 => 5.62451567134E-13
810 => 5.8013258142928E-13
811 => 5.9872281339453E-13
812 => 6.2105775902054E-13
813 => 6.1607285916424E-13
814 => 5.9830527712192E-13
815 => 5.9910231787311E-13
816 => 6.04029310173E-13
817 => 5.9764840748019E-13
818 => 5.9576655470606E-13
819 => 6.0377077249965E-13
820 => 6.0382589314856E-13
821 => 5.9648389344262E-13
822 => 5.8832460434124E-13
823 => 5.8829041662199E-13
824 => 5.8683854993578E-13
825 => 6.074829239183E-13
826 => 6.1883524222705E-13
827 => 6.2013676722597E-13
828 => 6.1874763922461E-13
829 => 6.1928225945982E-13
830 => 6.1267659556722E-13
831 => 6.2777518437692E-13
901 => 6.4163114256438E-13
902 => 6.3791744978077E-13
903 => 6.323500963656E-13
904 => 6.2791543121035E-13
905 => 6.3687278360588E-13
906 => 6.3647392680389E-13
907 => 6.4151012285729E-13
908 => 6.4128165191383E-13
909 => 6.3958816860198E-13
910 => 6.3791751026039E-13
911 => 6.4454148174214E-13
912 => 6.4263388433312E-13
913 => 6.4072332389844E-13
914 => 6.3689140245451E-13
915 => 6.3741222422022E-13
916 => 6.3184583208711E-13
917 => 6.2927056438556E-13
918 => 5.9054471708548E-13
919 => 5.8019590528334E-13
920 => 5.8345185214578E-13
921 => 5.8452379439352E-13
922 => 5.8001997823487E-13
923 => 5.8647729367094E-13
924 => 5.8547092790021E-13
925 => 5.8938610840981E-13
926 => 5.8694007360479E-13
927 => 5.870404597264E-13
928 => 5.9423372653835E-13
929 => 5.9632196249621E-13
930 => 5.9525986883391E-13
1001 => 5.9600372282854E-13
1002 => 6.1314552417368E-13
1003 => 6.1070850818635E-13
1004 => 6.0941389201461E-13
1005 => 6.0977250954175E-13
1006 => 6.1415260730979E-13
1007 => 6.1537879554037E-13
1008 => 6.1018334984468E-13
1009 => 6.1263355206928E-13
1010 => 6.2306620216468E-13
1011 => 6.2671703926121E-13
1012 => 6.3836875877212E-13
1013 => 6.3341890123109E-13
1014 => 6.4250457897247E-13
1015 => 6.7043085481368E-13
1016 => 6.9274029630695E-13
1017 => 6.7222361193308E-13
1018 => 7.1319206014522E-13
1019 => 7.4509187365322E-13
1020 => 7.4386750567887E-13
1021 => 7.3830503533777E-13
1022 => 7.0198794575932E-13
1023 => 6.6856841847194E-13
1024 => 6.9652527211592E-13
1025 => 6.9659653988524E-13
1026 => 6.9419502136351E-13
1027 => 6.7927939607766E-13
1028 => 6.9367598993506E-13
1029 => 6.9481873927471E-13
1030 => 6.9417910352608E-13
1031 => 6.8274332859095E-13
1101 => 6.6528301394949E-13
1102 => 6.6869471763635E-13
1103 => 6.7428315787228E-13
1104 => 6.6370307463489E-13
1105 => 6.603220969707E-13
1106 => 6.6660797770576E-13
1107 => 6.8686239514937E-13
1108 => 6.8303341485751E-13
1109 => 6.8293342470796E-13
1110 => 6.993154261369E-13
1111 => 6.8758944857096E-13
1112 => 6.6873775014563E-13
1113 => 6.6397744766988E-13
1114 => 6.4708158080495E-13
1115 => 6.5875161622957E-13
1116 => 6.5917160002874E-13
1117 => 6.5278004089154E-13
1118 => 6.6925638994372E-13
1119 => 6.691045574866E-13
1120 => 6.8474639873071E-13
1121 => 7.1464772438218E-13
1122 => 7.0580443103217E-13
1123 => 6.9552064301369E-13
1124 => 6.9663877590981E-13
1125 => 7.0890193399311E-13
1126 => 7.0148734867528E-13
1127 => 7.041536852519E-13
1128 => 7.0889789817336E-13
1129 => 7.1176019962106E-13
1130 => 6.962269347798E-13
1201 => 6.9260538770336E-13
1202 => 6.8519697337525E-13
1203 => 6.8326425636166E-13
1204 => 6.8929825525026E-13
1205 => 6.8770850972744E-13
1206 => 6.5913630201667E-13
1207 => 6.5615034733663E-13
1208 => 6.5624192230371E-13
1209 => 6.4873359728635E-13
1210 => 6.3728159943039E-13
1211 => 6.6737676603258E-13
1212 => 6.6495970297284E-13
1213 => 6.6229145242071E-13
1214 => 6.6261829788852E-13
1215 => 6.756815896907E-13
1216 => 6.6810422073338E-13
1217 => 6.8824989801275E-13
1218 => 6.841085523986E-13
1219 => 6.7986099689618E-13
1220 => 6.7927385534204E-13
1221 => 6.7763890885801E-13
1222 => 6.720320690275E-13
1223 => 6.6526147301331E-13
1224 => 6.6079093906576E-13
1225 => 6.0954471201128E-13
1226 => 6.19055713667E-13
1227 => 6.2999725411683E-13
1228 => 6.3377423003464E-13
1229 => 6.2731345136845E-13
1230 => 6.7228717994815E-13
1231 => 6.8050431353729E-13
]
'min_raw' => 2.8362772944642E-13
'max_raw' => 7.4509187365322E-13
'avg_raw' => 5.1435980154982E-13
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00000000000028'
'max' => '$0.00000000000074'
'avg' => '$0.00000000000051'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -1.0996886170058E-14
'max_diff' => -1.3436977926524E-13
'year' => 2027
]
2 => [
'items' => [
101 => 6.5561407990542E-13
102 => 6.5095813345443E-13
103 => 6.7259242302234E-13
104 => 6.5954430172856E-13
105 => 6.654198699482E-13
106 => 6.5272010522132E-13
107 => 6.7852504668142E-13
108 => 6.783284562626E-13
109 => 6.6828975120358E-13
110 => 6.7677439597738E-13
111 => 6.7529998015108E-13
112 => 6.6396630686368E-13
113 => 6.7888434434014E-13
114 => 6.7889174350061E-13
115 => 6.6922970814157E-13
116 => 6.5794656613373E-13
117 => 6.5592940683865E-13
118 => 6.5440974827703E-13
119 => 6.650461270988E-13
120 => 6.7458267109132E-13
121 => 6.9232781515163E-13
122 => 6.9678936598262E-13
123 => 7.1420309589822E-13
124 => 7.038340675926E-13
125 => 7.0843052353908E-13
126 => 7.1342062667738E-13
127 => 7.1581306562685E-13
128 => 7.1191471474405E-13
129 => 7.3896540508016E-13
130 => 7.4124931215626E-13
131 => 7.4201508644316E-13
201 => 7.3289374586082E-13
202 => 7.4099563117428E-13
203 => 7.3720502734235E-13
204 => 7.4706712545296E-13
205 => 7.486136283623E-13
206 => 7.4730379541653E-13
207 => 7.4779467984984E-13
208 => 7.2471168771674E-13
209 => 7.2351471280216E-13
210 => 7.0719387490833E-13
211 => 7.1384473698761E-13
212 => 7.0141126911451E-13
213 => 7.0535404985598E-13
214 => 7.0709199003862E-13
215 => 7.0618418871445E-13
216 => 7.142207667507E-13
217 => 7.0738803365546E-13
218 => 6.8935532761181E-13
219 => 6.7131770856946E-13
220 => 6.7109126095551E-13
221 => 6.6634227425208E-13
222 => 6.629096266858E-13
223 => 6.6357087638678E-13
224 => 6.6590120658119E-13
225 => 6.6277418365859E-13
226 => 6.6344149254322E-13
227 => 6.7452326628379E-13
228 => 6.7674563697586E-13
229 => 6.691931530279E-13
301 => 6.3886884015862E-13
302 => 6.3142717771771E-13
303 => 6.3677609710565E-13
304 => 6.3421965815275E-13
305 => 5.1186476294408E-13
306 => 5.4061023065754E-13
307 => 5.2353064984605E-13
308 => 5.3140170647772E-13
309 => 5.1396787720519E-13
310 => 5.2228821431932E-13
311 => 5.207517518644E-13
312 => 5.6697361330742E-13
313 => 5.6625192251708E-13
314 => 5.6659735770739E-13
315 => 5.5010883604732E-13
316 => 5.7637549876396E-13
317 => 5.8931540133682E-13
318 => 5.8692056975494E-13
319 => 5.8752329726948E-13
320 => 5.7716644163792E-13
321 => 5.6669763470887E-13
322 => 5.5508611668672E-13
323 => 5.7665888194487E-13
324 => 5.7426035870755E-13
325 => 5.7976170805254E-13
326 => 5.9375318837557E-13
327 => 5.9581348700159E-13
328 => 5.9858254924847E-13
329 => 5.9759003754823E-13
330 => 6.21235692896E-13
331 => 6.1837204801433E-13
401 => 6.2527260825229E-13
402 => 6.1107763229603E-13
403 => 5.9501466960203E-13
404 => 5.9806771367234E-13
405 => 5.9777368097734E-13
406 => 5.9403030729496E-13
407 => 5.9065095691205E-13
408 => 5.8502529065058E-13
409 => 6.0282573114384E-13
410 => 6.0210306576723E-13
411 => 6.1380217820786E-13
412 => 6.1173424644487E-13
413 => 5.9792409202283E-13
414 => 5.9841732438974E-13
415 => 6.0173454909655E-13
416 => 6.1321550168222E-13
417 => 6.1662383009251E-13
418 => 6.1504495657446E-13
419 => 6.1878203308024E-13
420 => 6.2173566597752E-13
421 => 6.191529638972E-13
422 => 6.5571857891781E-13
423 => 6.4053398621547E-13
424 => 6.4793485104487E-13
425 => 6.4969991369826E-13
426 => 6.4517874282688E-13
427 => 6.4615922289789E-13
428 => 6.4764438304065E-13
429 => 6.5666198460328E-13
430 => 6.8032678036767E-13
501 => 6.9080775732E-13
502 => 7.2234029360339E-13
503 => 6.8993745808635E-13
504 => 6.8801480792303E-13
505 => 6.9369476989904E-13
506 => 7.1220770675534E-13
507 => 7.2721070324563E-13
508 => 7.321880627251E-13
509 => 7.3284590294756E-13
510 => 7.4218376021963E-13
511 => 7.4753604586725E-13
512 => 7.4104989873677E-13
513 => 7.355535681716E-13
514 => 7.1586639431682E-13
515 => 7.1814523829691E-13
516 => 7.3384421349885E-13
517 => 7.5601994063663E-13
518 => 7.7504902151201E-13
519 => 7.6838570061987E-13
520 => 8.192221354554E-13
521 => 8.2426236032112E-13
522 => 8.2356596421466E-13
523 => 8.3504834654482E-13
524 => 8.1225815596596E-13
525 => 8.0251490795435E-13
526 => 7.3674193722579E-13
527 => 7.552214591559E-13
528 => 7.8208252954559E-13
529 => 7.7852736615567E-13
530 => 7.5902013884021E-13
531 => 7.7503422353083E-13
601 => 7.6973946632538E-13
602 => 7.6556327163777E-13
603 => 7.8469522909691E-13
604 => 7.6365885597309E-13
605 => 7.818726756317E-13
606 => 7.5851326352169E-13
607 => 7.6841613810843E-13
608 => 7.6279478754485E-13
609 => 7.664324902863E-13
610 => 7.4516655439026E-13
611 => 7.5664113719835E-13
612 => 7.4468917402052E-13
613 => 7.4468350723378E-13
614 => 7.4441966698419E-13
615 => 7.584810986598E-13
616 => 7.5893964144192E-13
617 => 7.48548222188E-13
618 => 7.4705065632903E-13
619 => 7.5258794221567E-13
620 => 7.4610523065989E-13
621 => 7.4913845059514E-13
622 => 7.4619710380174E-13
623 => 7.455349446843E-13
624 => 7.4025874817948E-13
625 => 7.3798561765316E-13
626 => 7.3887697070388E-13
627 => 7.3583432321775E-13
628 => 7.3400101804999E-13
629 => 7.440549764427E-13
630 => 7.38683552049E-13
701 => 7.432317286173E-13
702 => 7.3804850739208E-13
703 => 7.2008120440349E-13
704 => 7.0974801845397E-13
705 => 6.7580944867839E-13
706 => 6.8543438496608E-13
707 => 6.9181572768253E-13
708 => 6.8970669395281E-13
709 => 6.9423771449196E-13
710 => 6.9451588235364E-13
711 => 6.9304280138808E-13
712 => 6.9133716234331E-13
713 => 6.9050695158407E-13
714 => 6.966946624045E-13
715 => 7.0028683680453E-13
716 => 6.9245618079548E-13
717 => 6.9062156765508E-13
718 => 6.985387932226E-13
719 => 7.0336829624516E-13
720 => 7.3902663310038E-13
721 => 7.3638494833123E-13
722 => 7.4301505869733E-13
723 => 7.4226861001745E-13
724 => 7.4921802194053E-13
725 => 7.6057737339416E-13
726 => 7.3748063576431E-13
727 => 7.4148943079175E-13
728 => 7.4050656682762E-13
729 => 7.5123721786726E-13
730 => 7.5127071778851E-13
731 => 7.4483715645448E-13
801 => 7.4832489442627E-13
802 => 7.463781347715E-13
803 => 7.4989619258802E-13
804 => 7.3634966702058E-13
805 => 7.5284787290464E-13
806 => 7.6220129252001E-13
807 => 7.6233116476044E-13
808 => 7.6676461142479E-13
809 => 7.7126925000369E-13
810 => 7.7991551148455E-13
811 => 7.7102811046375E-13
812 => 7.550405411984E-13
813 => 7.5619479205982E-13
814 => 7.4682128604917E-13
815 => 7.4697885637867E-13
816 => 7.4613773361078E-13
817 => 7.4866200635398E-13
818 => 7.3690360293554E-13
819 => 7.3966327671549E-13
820 => 7.3579971726293E-13
821 => 7.4148103216804E-13
822 => 7.3536887648514E-13
823 => 7.4050609286086E-13
824 => 7.4272314514719E-13
825 => 7.509041158135E-13
826 => 7.3416054046599E-13
827 => 7.00019256892E-13
828 => 7.0719616862231E-13
829 => 6.9658095243894E-13
830 => 6.9756343111169E-13
831 => 6.9954819439096E-13
901 => 6.931149272287E-13
902 => 6.9434219186771E-13
903 => 6.9429834533868E-13
904 => 6.9392049963927E-13
905 => 6.922469583858E-13
906 => 6.8981999246822E-13
907 => 6.9948827770314E-13
908 => 7.0113110776346E-13
909 => 7.0478291548395E-13
910 => 7.156482182153E-13
911 => 7.1456251825095E-13
912 => 7.1633333993806E-13
913 => 7.1246764613785E-13
914 => 6.9774274956E-13
915 => 6.9854238228779E-13
916 => 6.8857094935898E-13
917 => 7.0452792352512E-13
918 => 7.0074910142081E-13
919 => 6.9831287022747E-13
920 => 6.9764812197485E-13
921 => 7.0854035769008E-13
922 => 7.1179948533095E-13
923 => 7.0976861569708E-13
924 => 7.0560324282808E-13
925 => 7.1360199011851E-13
926 => 7.1574211745337E-13
927 => 7.1622121303879E-13
928 => 7.3039345962977E-13
929 => 7.170132841892E-13
930 => 7.2023402540525E-13
1001 => 7.4536132897175E-13
1002 => 7.2257433196781E-13
1003 => 7.3464511249147E-13
1004 => 7.3405431059814E-13
1005 => 7.402293134611E-13
1006 => 7.3354778012855E-13
1007 => 7.3363060574195E-13
1008 => 7.3911358995334E-13
1009 => 7.3141372748986E-13
1010 => 7.295071332605E-13
1011 => 7.2687318698791E-13
1012 => 7.326243123131E-13
1013 => 7.3607185184453E-13
1014 => 7.6385648852904E-13
1015 => 7.818066309606E-13
1016 => 7.8102736793751E-13
1017 => 7.8814837324927E-13
1018 => 7.8494029513539E-13
1019 => 7.7458056465742E-13
1020 => 7.9226336134877E-13
1021 => 7.8666778459599E-13
1022 => 7.8712907714486E-13
1023 => 7.8711190781315E-13
1024 => 7.9083247717994E-13
1025 => 7.881961127984E-13
1026 => 7.8299956798512E-13
1027 => 7.8644927694477E-13
1028 => 7.9669367926139E-13
1029 => 8.2849261838885E-13
1030 => 8.4628772600449E-13
1031 => 8.274213305662E-13
1101 => 8.4043511750843E-13
1102 => 8.326314826295E-13
1103 => 8.3121333003397E-13
1104 => 8.39386949945E-13
1105 => 8.4757487669566E-13
1106 => 8.4705334115903E-13
1107 => 8.4110932679273E-13
1108 => 8.37751703901E-13
1109 => 8.6317674932343E-13
1110 => 8.8190948968633E-13
1111 => 8.8063204237946E-13
1112 => 8.8627027934385E-13
1113 => 9.0282431745538E-13
1114 => 9.0433781123834E-13
1115 => 9.0414714580894E-13
1116 => 9.0039579355113E-13
1117 => 9.1669539388543E-13
1118 => 9.3029280724847E-13
1119 => 8.9952746389044E-13
1120 => 9.1124250389326E-13
1121 => 9.1650176278554E-13
1122 => 9.2422391519122E-13
1123 => 9.372524806826E-13
1124 => 9.5140495846256E-13
1125 => 9.5340627399467E-13
1126 => 9.5198624485287E-13
1127 => 9.4265230531797E-13
1128 => 9.5813811537898E-13
1129 => 9.6720933972579E-13
1130 => 9.7261104623303E-13
1201 => 9.8630887517715E-13
1202 => 9.16534242178E-13
1203 => 8.6714428891692E-13
1204 => 8.5943133451564E-13
1205 => 8.7511593058761E-13
1206 => 8.7925183348948E-13
1207 => 8.7758465621571E-13
1208 => 8.2199177348228E-13
1209 => 8.5913864949326E-13
1210 => 8.9910556468302E-13
1211 => 9.0064085666585E-13
1212 => 9.2064913007863E-13
1213 => 9.2716464406867E-13
1214 => 9.4327392671031E-13
1215 => 9.4226628669499E-13
1216 => 9.4618864066355E-13
1217 => 9.4528695941188E-13
1218 => 9.7512601329584E-13
1219 => 1.0080429208722E-12
1220 => 1.0069031130322E-12
1221 => 1.0021709181129E-12
1222 => 1.0091990345272E-12
1223 => 1.0431728107362E-12
1224 => 1.0400450498416E-12
1225 => 1.0430834031287E-12
1226 => 1.0831403999573E-12
1227 => 1.1352201938758E-12
1228 => 1.1110239008748E-12
1229 => 1.1635228943911E-12
1230 => 1.1965682279576E-12
1231 => 1.2537167154095E-12
]
'min_raw' => 5.1186476294408E-13
'max_raw' => 1.2537167154095E-12
'avg_raw' => 8.827907391768E-13
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.00000000000051'
'max' => '$0.0000000000012'
'avg' => '$0.00000000000088'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 2.2823703349766E-13
'max_diff' => 5.0862484175629E-13
'year' => 2028
]
3 => [
'items' => [
101 => 1.2465614433183E-12
102 => 1.2688089301084E-12
103 => 1.2337520129247E-12
104 => 1.153254244899E-12
105 => 1.1405151649759E-12
106 => 1.1660191255869E-12
107 => 1.228718124109E-12
108 => 1.1640445109966E-12
109 => 1.1771278986982E-12
110 => 1.1733598821599E-12
111 => 1.1731591005717E-12
112 => 1.1808221171586E-12
113 => 1.1697065119232E-12
114 => 1.1244195365346E-12
115 => 1.1451742904774E-12
116 => 1.1371598832549E-12
117 => 1.1460524655819E-12
118 => 1.1940420648204E-12
119 => 1.1728247190679E-12
120 => 1.1504739688748E-12
121 => 1.1785067696455E-12
122 => 1.2142021581419E-12
123 => 1.2119684048806E-12
124 => 1.2076339899172E-12
125 => 1.2320668601233E-12
126 => 1.2724228035446E-12
127 => 1.2833308528881E-12
128 => 1.2913829519082E-12
129 => 1.2924932003217E-12
130 => 1.3039294489967E-12
131 => 1.2424338575653E-12
201 => 1.3400289404858E-12
202 => 1.3568809152964E-12
203 => 1.3537134424748E-12
204 => 1.3724437032372E-12
205 => 1.3669327853801E-12
206 => 1.3589483300415E-12
207 => 1.3886397773908E-12
208 => 1.3546009289811E-12
209 => 1.3062870690355E-12
210 => 1.2797811299295E-12
211 => 1.3146862887174E-12
212 => 1.336001651167E-12
213 => 1.3500897498345E-12
214 => 1.354352799979E-12
215 => 1.2472075852727E-12
216 => 1.189462257092E-12
217 => 1.2264763504043E-12
218 => 1.2716360988215E-12
219 => 1.2421829928827E-12
220 => 1.2433374988734E-12
221 => 1.2013451099448E-12
222 => 1.2753514934639E-12
223 => 1.2645693858768E-12
224 => 1.3205069791118E-12
225 => 1.3071570235591E-12
226 => 1.3527719593573E-12
227 => 1.3407600180387E-12
228 => 1.3906209148738E-12
301 => 1.4105117765513E-12
302 => 1.4439116290731E-12
303 => 1.46848069655E-12
304 => 1.4829081229038E-12
305 => 1.4820419543415E-12
306 => 1.5392106052706E-12
307 => 1.5055002491382E-12
308 => 1.4631520969151E-12
309 => 1.4623861524481E-12
310 => 1.4843188605624E-12
311 => 1.5302837998254E-12
312 => 1.5422018398136E-12
313 => 1.5488623982781E-12
314 => 1.538661521134E-12
315 => 1.5020713455953E-12
316 => 1.4862718933141E-12
317 => 1.4997334844119E-12
318 => 1.4832711152671E-12
319 => 1.5116897829361E-12
320 => 1.5507146835455E-12
321 => 1.5426561958909E-12
322 => 1.5695945119244E-12
323 => 1.5974728350257E-12
324 => 1.6373400891543E-12
325 => 1.6477628656637E-12
326 => 1.664991318891E-12
327 => 1.6827250565139E-12
328 => 1.6884206551008E-12
329 => 1.6992953200435E-12
330 => 1.6992380051914E-12
331 => 1.7320095399458E-12
401 => 1.7681575576299E-12
402 => 1.7818025974771E-12
403 => 1.8131786142138E-12
404 => 1.7594482850989E-12
405 => 1.8002033569421E-12
406 => 1.8369654519103E-12
407 => 1.7931361667659E-12
408 => 1.8535446254237E-12
409 => 1.8558901489849E-12
410 => 1.8913047700247E-12
411 => 1.8554052669804E-12
412 => 1.8340882566679E-12
413 => 1.895629666702E-12
414 => 1.9254076164813E-12
415 => 1.9164382556668E-12
416 => 1.8481809769965E-12
417 => 1.8084523131179E-12
418 => 1.7044747366609E-12
419 => 1.8276406674713E-12
420 => 1.8876311995696E-12
421 => 1.848025616011E-12
422 => 1.8680003686387E-12
423 => 1.9769761421404E-12
424 => 2.0184670610311E-12
425 => 2.0098372399453E-12
426 => 2.0112955376498E-12
427 => 2.0336832843698E-12
428 => 2.1329628824833E-12
429 => 2.0734722460106E-12
430 => 2.1189506085224E-12
501 => 2.1430721680142E-12
502 => 2.1654776167793E-12
503 => 2.110456915927E-12
504 => 2.0388757925328E-12
505 => 2.0162030459827E-12
506 => 1.8440876212668E-12
507 => 1.8351282659509E-12
508 => 1.8300991083159E-12
509 => 1.7983909808154E-12
510 => 1.7734770781871E-12
511 => 1.7536646178232E-12
512 => 1.7016708053267E-12
513 => 1.7192171907499E-12
514 => 1.6363499055826E-12
515 => 1.6893654579964E-12
516 => 1.5571072699689E-12
517 => 1.6672558190315E-12
518 => 1.6073069716167E-12
519 => 1.6475610103366E-12
520 => 1.6474205677877E-12
521 => 1.5733001199497E-12
522 => 1.530548992491E-12
523 => 1.5577916748064E-12
524 => 1.5869979927754E-12
525 => 1.591736619604E-12
526 => 1.6296033732137E-12
527 => 1.640171170203E-12
528 => 1.6081502519621E-12
529 => 1.5543665129939E-12
530 => 1.5668592488797E-12
531 => 1.530295827597E-12
601 => 1.4662198381906E-12
602 => 1.5122403324417E-12
603 => 1.5279537525573E-12
604 => 1.5348936940542E-12
605 => 1.4718823176501E-12
606 => 1.4520827751404E-12
607 => 1.4415416648425E-12
608 => 1.5462325355631E-12
609 => 1.5519677377875E-12
610 => 1.5226256323318E-12
611 => 1.655254731324E-12
612 => 1.6252366814746E-12
613 => 1.6587741977572E-12
614 => 1.5657256640408E-12
615 => 1.5692802433352E-12
616 => 1.5252295763049E-12
617 => 1.5498950063753E-12
618 => 1.5324622754055E-12
619 => 1.5479022833741E-12
620 => 1.557156960489E-12
621 => 1.6012003992382E-12
622 => 1.667758724354E-12
623 => 1.5946217782083E-12
624 => 1.5627549634323E-12
625 => 1.5825249560936E-12
626 => 1.6351750518098E-12
627 => 1.7149426419286E-12
628 => 1.6677186231059E-12
629 => 1.6886758407436E-12
630 => 1.6932540604757E-12
701 => 1.658432817324E-12
702 => 1.7162265508321E-12
703 => 1.7471986821345E-12
704 => 1.7789696800713E-12
705 => 1.8065555473767E-12
706 => 1.7662796448362E-12
707 => 1.8093806338784E-12
708 => 1.7746488450591E-12
709 => 1.7434908399819E-12
710 => 1.7435380938142E-12
711 => 1.7239922220834E-12
712 => 1.6861196326668E-12
713 => 1.6791353461086E-12
714 => 1.7154684868025E-12
715 => 1.7446042248778E-12
716 => 1.7470039838164E-12
717 => 1.7631350254632E-12
718 => 1.7726812097468E-12
719 => 1.8662467931343E-12
720 => 1.9038796447879E-12
721 => 1.9498963834365E-12
722 => 1.9678224965014E-12
723 => 2.0217736699595E-12
724 => 1.978203715692E-12
725 => 1.9687770820184E-12
726 => 1.8379091825033E-12
727 => 1.8593387937175E-12
728 => 1.8936496689214E-12
729 => 1.8384749561979E-12
730 => 1.8734706119527E-12
731 => 1.8803794957081E-12
801 => 1.8366001405724E-12
802 => 1.8599845857446E-12
803 => 1.797882432372E-12
804 => 1.669112381592E-12
805 => 1.7163699087095E-12
806 => 1.7511673553796E-12
807 => 1.7015071084871E-12
808 => 1.790521178925E-12
809 => 1.7385209965986E-12
810 => 1.72203943525E-12
811 => 1.6577389883286E-12
812 => 1.6880863241243E-12
813 => 1.7291315303201E-12
814 => 1.7037703649085E-12
815 => 1.7563985911357E-12
816 => 1.8309341949087E-12
817 => 1.8840527048292E-12
818 => 1.8881304844458E-12
819 => 1.8539788412306E-12
820 => 1.9087070674358E-12
821 => 1.9091057028155E-12
822 => 1.8473720400847E-12
823 => 1.8095605153966E-12
824 => 1.8009696574313E-12
825 => 1.8224313049655E-12
826 => 1.8484897071107E-12
827 => 1.8895765444076E-12
828 => 1.9144044596822E-12
829 => 1.9791424950097E-12
830 => 1.9966587511843E-12
831 => 2.0159038061233E-12
901 => 2.0416211344768E-12
902 => 2.0725013809529E-12
903 => 2.0049371596766E-12
904 => 2.0076216121434E-12
905 => 1.9447067447813E-12
906 => 1.8774731861002E-12
907 => 1.9284950763577E-12
908 => 1.9951994107118E-12
909 => 1.9798973627093E-12
910 => 1.9781755697165E-12
911 => 1.9810711479448E-12
912 => 1.969533903469E-12
913 => 1.9173513742953E-12
914 => 1.8911456348242E-12
915 => 1.9249577245391E-12
916 => 1.9429273454196E-12
917 => 1.9707966602896E-12
918 => 1.967361178982E-12
919 => 2.0391495411412E-12
920 => 2.0670443279089E-12
921 => 2.0599076477685E-12
922 => 2.0612209686681E-12
923 => 2.1117231476823E-12
924 => 2.1678919573114E-12
925 => 2.2205014596563E-12
926 => 2.2740181050722E-12
927 => 2.2095017002331E-12
928 => 2.1767442486745E-12
929 => 2.2105415770887E-12
930 => 2.1926082389003E-12
1001 => 2.2956585195047E-12
1002 => 2.3027934973488E-12
1003 => 2.405836326245E-12
1004 => 2.5036362409793E-12
1005 => 2.4422098668022E-12
1006 => 2.5001321709466E-12
1007 => 2.5627798653535E-12
1008 => 2.6836374320866E-12
1009 => 2.6429368554314E-12
1010 => 2.6117608515728E-12
1011 => 2.5822996785678E-12
1012 => 2.6436037027617E-12
1013 => 2.7224703505314E-12
1014 => 2.7394574710856E-12
1015 => 2.766983095963E-12
1016 => 2.7380432670777E-12
1017 => 2.7728981033524E-12
1018 => 2.8959509913933E-12
1019 => 2.8627010148268E-12
1020 => 2.8154807029019E-12
1021 => 2.9126191398851E-12
1022 => 2.9477731626133E-12
1023 => 3.194502504424E-12
1024 => 3.5060084903407E-12
1025 => 3.3770429667126E-12
1026 => 3.2969899045052E-12
1027 => 3.315804273008E-12
1028 => 3.4295557139217E-12
1029 => 3.4660890664529E-12
1030 => 3.3667788204712E-12
1031 => 3.4018568782547E-12
1101 => 3.5951404254402E-12
1102 => 3.6988308472266E-12
1103 => 3.5580053269591E-12
1104 => 3.1694733017622E-12
1105 => 2.8112290304616E-12
1106 => 2.9062515431603E-12
1107 => 2.8954789391122E-12
1108 => 3.1031379979494E-12
1109 => 2.8619080138822E-12
1110 => 2.8659697081451E-12
1111 => 3.0779229364043E-12
1112 => 3.021377448903E-12
1113 => 2.9297810009497E-12
1114 => 2.8118977858984E-12
1115 => 2.5939797599984E-12
1116 => 2.400963687365E-12
1117 => 2.7795126547458E-12
1118 => 2.7631889349257E-12
1119 => 2.7395497695865E-12
1120 => 2.7921561740241E-12
1121 => 3.0475979413848E-12
1122 => 3.0417091818628E-12
1123 => 3.0042478982555E-12
1124 => 3.032661951703E-12
1125 => 2.9247998800005E-12
1126 => 2.9525983918519E-12
1127 => 2.8111722827387E-12
1128 => 2.8751027905339E-12
1129 => 2.9295844761105E-12
1130 => 2.9405224811051E-12
1201 => 2.9651663648664E-12
1202 => 2.7545870763361E-12
1203 => 2.8491309946031E-12
1204 => 2.9046666890178E-12
1205 => 2.6537544012463E-12
1206 => 2.8997069598331E-12
1207 => 2.7509213594194E-12
1208 => 2.7004212919543E-12
1209 => 2.7684129799181E-12
1210 => 2.7419165529945E-12
1211 => 2.719136481048E-12
1212 => 2.7064248094906E-12
1213 => 2.7563504011624E-12
1214 => 2.7540213126369E-12
1215 => 2.672333354522E-12
1216 => 2.5657747431882E-12
1217 => 2.601539310819E-12
1218 => 2.5885457081041E-12
1219 => 2.5414552156573E-12
1220 => 2.5731885218387E-12
1221 => 2.4334511012745E-12
1222 => 2.1930401321127E-12
1223 => 2.3518629823281E-12
1224 => 2.3457484753608E-12
1225 => 2.3426652636771E-12
1226 => 2.4620162460728E-12
1227 => 2.4505434030111E-12
1228 => 2.4297200805118E-12
1229 => 2.5410727790098E-12
1230 => 2.5004275461528E-12
1231 => 2.6256865765966E-12
]
'min_raw' => 1.1244195365346E-12
'max_raw' => 3.6988308472266E-12
'avg_raw' => 2.4116251918806E-12
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0000000000011'
'max' => '$0.0000000000036'
'avg' => '$0.0000000000024'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 6.1255477359055E-13
'max_diff' => 2.4451141318171E-12
'year' => 2029
]
4 => [
'items' => [
101 => 2.708190275293E-12
102 => 2.6872646685885E-12
103 => 2.7648597959875E-12
104 => 2.602363254223E-12
105 => 2.6563380871675E-12
106 => 2.6674622254314E-12
107 => 2.5396987039951E-12
108 => 2.4524205020231E-12
109 => 2.4466000409959E-12
110 => 2.2952716664534E-12
111 => 2.376110062654E-12
112 => 2.4472445059905E-12
113 => 2.4131766278881E-12
114 => 2.4023917554298E-12
115 => 2.4574893298658E-12
116 => 2.4617708832783E-12
117 => 2.3641510117349E-12
118 => 2.384449274248E-12
119 => 2.4690964032333E-12
120 => 2.3823163837797E-12
121 => 2.2137169814173E-12
122 => 2.1719019985622E-12
123 => 2.1663231090464E-12
124 => 2.0529175591555E-12
125 => 2.1746962756627E-12
126 => 2.1215366024406E-12
127 => 2.2894673731986E-12
128 => 2.1935462175724E-12
129 => 2.1894112482686E-12
130 => 2.1831606356977E-12
131 => 2.0855477941823E-12
201 => 2.1069188028545E-12
202 => 2.1779592905773E-12
203 => 2.2033073369251E-12
204 => 2.2006633280206E-12
205 => 2.1776111534314E-12
206 => 2.1881643209121E-12
207 => 2.1541688914895E-12
208 => 2.1421643978067E-12
209 => 2.1042749136476E-12
210 => 2.0485878391709E-12
211 => 2.0563314684256E-12
212 => 1.9460008025716E-12
213 => 1.8858868001227E-12
214 => 1.8692480365347E-12
215 => 1.846997986483E-12
216 => 1.8717612388932E-12
217 => 1.9456882496576E-12
218 => 1.8565165901855E-12
219 => 1.7036380346851E-12
220 => 1.7128262963631E-12
221 => 1.7334695923341E-12
222 => 1.6950009468612E-12
223 => 1.6585936023499E-12
224 => 1.6902468345813E-12
225 => 1.6254701752534E-12
226 => 1.7412975421397E-12
227 => 1.7381647364679E-12
228 => 1.7813380161268E-12
301 => 1.8083351539024E-12
302 => 1.7461154917568E-12
303 => 1.730467414987E-12
304 => 1.7393812706805E-12
305 => 1.592055091926E-12
306 => 1.7692983242131E-12
307 => 1.7708311310461E-12
308 => 1.7577063083479E-12
309 => 1.8520828577699E-12
310 => 2.0512468138343E-12
311 => 1.9763133222113E-12
312 => 1.9472968093781E-12
313 => 1.8921363972713E-12
314 => 1.9656343713024E-12
315 => 1.9599908736439E-12
316 => 1.9344688369988E-12
317 => 1.9190330296022E-12
318 => 1.9474739780181E-12
319 => 1.9155088813515E-12
320 => 1.909767071648E-12
321 => 1.8749779519958E-12
322 => 1.862559819084E-12
323 => 1.8533659278563E-12
324 => 1.8432443569876E-12
325 => 1.8655700201856E-12
326 => 1.8149771301934E-12
327 => 1.753967064545E-12
328 => 1.7488947377244E-12
329 => 1.7628998780397E-12
330 => 1.7567036460102E-12
331 => 1.7488650725493E-12
401 => 1.733899101104E-12
402 => 1.7294590170736E-12
403 => 1.74388713615E-12
404 => 1.7275986309243E-12
405 => 1.7516332076656E-12
406 => 1.7450971326857E-12
407 => 1.7085871491634E-12
408 => 1.6630821919675E-12
409 => 1.6626771023986E-12
410 => 1.6528731340138E-12
411 => 1.6403863062392E-12
412 => 1.6369127564123E-12
413 => 1.6875810876508E-12
414 => 1.7924630169389E-12
415 => 1.7718721846078E-12
416 => 1.7867511712004E-12
417 => 1.8599410589618E-12
418 => 1.8832059233844E-12
419 => 1.8666930736757E-12
420 => 1.8440892665263E-12
421 => 1.8450837193246E-12
422 => 1.922327770992E-12
423 => 1.927145387745E-12
424 => 1.9393179510578E-12
425 => 1.9549631348807E-12
426 => 1.8693575161325E-12
427 => 1.8410517023799E-12
428 => 1.8276388374773E-12
429 => 1.7863324050089E-12
430 => 1.8308778510801E-12
501 => 1.8049231272806E-12
502 => 1.8084253062608E-12
503 => 1.8061445076056E-12
504 => 1.8073899778983E-12
505 => 1.7412651660301E-12
506 => 1.7653575720571E-12
507 => 1.7252992742382E-12
508 => 1.6716657102138E-12
509 => 1.6714859117008E-12
510 => 1.6846126505132E-12
511 => 1.6768043526182E-12
512 => 1.6557924237527E-12
513 => 1.6587770690745E-12
514 => 1.6326284354637E-12
515 => 1.6619519866311E-12
516 => 1.6627928811539E-12
517 => 1.6515017166898E-12
518 => 1.6966786931335E-12
519 => 1.7151877372434E-12
520 => 1.707755650913E-12
521 => 1.7146662822541E-12
522 => 1.7727278266532E-12
523 => 1.782194391793E-12
524 => 1.786398814702E-12
525 => 1.7807654449833E-12
526 => 1.7157275407006E-12
527 => 1.7186122483181E-12
528 => 1.6974461778547E-12
529 => 1.6795630787387E-12
530 => 1.6802783089189E-12
531 => 1.6894725465046E-12
601 => 1.7296243212766E-12
602 => 1.8141213642078E-12
603 => 1.8173279652205E-12
604 => 1.821214459191E-12
605 => 1.8054061350175E-12
606 => 1.8006381931814E-12
607 => 1.8069283391734E-12
608 => 1.8386609858549E-12
609 => 1.9202859684492E-12
610 => 1.8914342480511E-12
611 => 1.8679773502636E-12
612 => 1.8885553735575E-12
613 => 1.8853875481672E-12
614 => 1.8586479138871E-12
615 => 1.857897421412E-12
616 => 1.8065755140501E-12
617 => 1.7876029734418E-12
618 => 1.7717480984393E-12
619 => 1.7544349888387E-12
620 => 1.7441711971268E-12
621 => 1.7599410460062E-12
622 => 1.7635477970283E-12
623 => 1.7290667468436E-12
624 => 1.7243671071153E-12
625 => 1.7525250770213E-12
626 => 1.7401338043006E-12
627 => 1.7528785355826E-12
628 => 1.7558354225623E-12
629 => 1.7553592956557E-12
630 => 1.7424213838067E-12
701 => 1.7506676230052E-12
702 => 1.7311628089785E-12
703 => 1.7099542532529E-12
704 => 1.6964245160396E-12
705 => 1.6846180258619E-12
706 => 1.6911689528097E-12
707 => 1.6678160943926E-12
708 => 1.6603450449848E-12
709 => 1.747873982711E-12
710 => 1.8125325501039E-12
711 => 1.8115923889264E-12
712 => 1.8058693995483E-12
713 => 1.7973661981983E-12
714 => 1.8380389237129E-12
715 => 1.8238693594204E-12
716 => 1.8341789013499E-12
717 => 1.8368031124611E-12
718 => 1.8447458091328E-12
719 => 1.8475846404951E-12
720 => 1.8390037204231E-12
721 => 1.8102051045905E-12
722 => 1.7384416920257E-12
723 => 1.7050356297552E-12
724 => 1.6940110727839E-12
725 => 1.6944117944912E-12
726 => 1.6833581009037E-12
727 => 1.686613909057E-12
728 => 1.6822258636966E-12
729 => 1.6739159673661E-12
730 => 1.690655840128E-12
731 => 1.6925849545211E-12
801 => 1.6886776681919E-12
802 => 1.6895979755682E-12
803 => 1.6572473135863E-12
804 => 1.6597068641548E-12
805 => 1.6460117740446E-12
806 => 1.6434441097457E-12
807 => 1.6088241145149E-12
808 => 1.5474897747151E-12
809 => 1.5814749528326E-12
810 => 1.5404256367059E-12
811 => 1.52487963869E-12
812 => 1.5984719753983E-12
813 => 1.5910853459265E-12
814 => 1.5784426471614E-12
815 => 1.5597414607185E-12
816 => 1.5528050087533E-12
817 => 1.5106613224271E-12
818 => 1.5081712486111E-12
819 => 1.5290587975297E-12
820 => 1.5194199124004E-12
821 => 1.5058832671477E-12
822 => 1.4568549102302E-12
823 => 1.4017308043237E-12
824 => 1.4033946545832E-12
825 => 1.4209286070516E-12
826 => 1.4719109386291E-12
827 => 1.4519912596785E-12
828 => 1.4375393040479E-12
829 => 1.4348328871824E-12
830 => 1.4687093605208E-12
831 => 1.5166516676351E-12
901 => 1.5391451254845E-12
902 => 1.5168547918923E-12
903 => 1.4912488568582E-12
904 => 1.4928073714773E-12
905 => 1.5031754710109E-12
906 => 1.5042650116749E-12
907 => 1.4875981803004E-12
908 => 1.4922897957058E-12
909 => 1.4851628028947E-12
910 => 1.4414244611683E-12
911 => 1.4406333732623E-12
912 => 1.4298992788266E-12
913 => 1.4295742547131E-12
914 => 1.4113128823327E-12
915 => 1.4087579901017E-12
916 => 1.3724989268543E-12
917 => 1.3963647520863E-12
918 => 1.3803568095328E-12
919 => 1.3562290642126E-12
920 => 1.3520694318251E-12
921 => 1.3519443882527E-12
922 => 1.3767181878313E-12
923 => 1.3960752558142E-12
924 => 1.3806352745471E-12
925 => 1.377119890104E-12
926 => 1.4146549989603E-12
927 => 1.4098783142183E-12
928 => 1.4057417360379E-12
929 => 1.5123589598689E-12
930 => 1.427963107761E-12
1001 => 1.3911616990951E-12
1002 => 1.3456129674731E-12
1003 => 1.3604438641659E-12
1004 => 1.3635689520102E-12
1005 => 1.2540324632353E-12
1006 => 1.2095935233813E-12
1007 => 1.1943437538695E-12
1008 => 1.1855672959153E-12
1009 => 1.1895668380129E-12
1010 => 1.1495665799764E-12
1011 => 1.1764474149201E-12
1012 => 1.1418105725982E-12
1013 => 1.1360035932649E-12
1014 => 1.1979385580179E-12
1015 => 1.2065564465444E-12
1016 => 1.169789856722E-12
1017 => 1.1933999593582E-12
1018 => 1.1848386079374E-12
1019 => 1.1424043218461E-12
1020 => 1.1407836442428E-12
1021 => 1.1194916111195E-12
1022 => 1.0861737022315E-12
1023 => 1.0709465238309E-12
1024 => 1.0630160771114E-12
1025 => 1.0662883339892E-12
1026 => 1.064633780779E-12
1027 => 1.0538367019001E-12
1028 => 1.0652526567018E-12
1029 => 1.0360896095817E-12
1030 => 1.0244766492358E-12
1031 => 1.0192313444662E-12
1101 => 9.9334746158473E-13
1102 => 1.0345402298641E-12
1103 => 1.042655724148E-12
1104 => 1.0507872084626E-12
1105 => 1.121566227821E-12
1106 => 1.1180303080333E-12
1107 => 1.1499933008515E-12
1108 => 1.1487512777268E-12
1109 => 1.1396349144089E-12
1110 => 1.1011744771396E-12
1111 => 1.1165041219438E-12
1112 => 1.0693218579923E-12
1113 => 1.1046740182268E-12
1114 => 1.0885407686373E-12
1115 => 1.099219350312E-12
1116 => 1.080018297612E-12
1117 => 1.0906449529682E-12
1118 => 1.0445802089077E-12
1119 => 1.0015655990523E-12
1120 => 1.0188759337328E-12
1121 => 1.0376942472075E-12
1122 => 1.0784971456376E-12
1123 => 1.0541952759492E-12
1124 => 1.0629351472446E-12
1125 => 1.0336580414419E-12
1126 => 9.7325100957912E-13
1127 => 9.7359290681927E-13
1128 => 9.6430060100591E-13
1129 => 9.5627069208431E-13
1130 => 1.0569866380199E-12
1201 => 1.0444610180594E-12
1202 => 1.0245030819648E-12
1203 => 1.0512175725242E-12
1204 => 1.0582813078441E-12
1205 => 1.0584824024582E-12
1206 => 1.0779726051696E-12
1207 => 1.0883745298505E-12
1208 => 1.09020791416E-12
1209 => 1.1208761692401E-12
1210 => 1.1311557638188E-12
1211 => 1.1734959590661E-12
1212 => 1.0874919992155E-12
1213 => 1.0857208042589E-12
1214 => 1.051593500191E-12
1215 => 1.0299494244198E-12
1216 => 1.0530754885763E-12
1217 => 1.0735620243965E-12
1218 => 1.0522300739649E-12
1219 => 1.0550155763492E-12
1220 => 1.0263791757792E-12
1221 => 1.0366153415151E-12
1222 => 1.0454321064073E-12
1223 => 1.0405640070593E-12
1224 => 1.0332762267167E-12
1225 => 1.0718823620846E-12
1226 => 1.0697040526285E-12
1227 => 1.1056549734343E-12
1228 => 1.1336812870774E-12
1229 => 1.1839094514287E-12
1230 => 1.1314937434747E-12
1231 => 1.1295835067433E-12
]
'min_raw' => 9.5627069208431E-13
'max_raw' => 2.7648597959875E-12
'avg_raw' => 1.8605652440359E-12
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00000000000095'
'max' => '$0.0000000000027'
'avg' => '$0.0000000000018'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -1.6814884445032E-13
'max_diff' => -9.3397105123908E-13
'year' => 2030
]
5 => [
'items' => [
101 => 1.1482563772045E-12
102 => 1.1311529050997E-12
103 => 1.1419617090781E-12
104 => 1.1821679860044E-12
105 => 1.1830174812796E-12
106 => 1.1687873409066E-12
107 => 1.1679214355717E-12
108 => 1.170654489691E-12
109 => 1.1866620730332E-12
110 => 1.1810685315501E-12
111 => 1.1875415193654E-12
112 => 1.1956360897465E-12
113 => 1.2291186648692E-12
114 => 1.2371912003766E-12
115 => 1.2175791242235E-12
116 => 1.219349875113E-12
117 => 1.2120144202682E-12
118 => 1.2049284628011E-12
119 => 1.2208566603661E-12
120 => 1.2499657544857E-12
121 => 1.249784668322E-12
122 => 1.2565374123578E-12
123 => 1.2607443159493E-12
124 => 1.2426852060927E-12
125 => 1.2309293896279E-12
126 => 1.2354373177026E-12
127 => 1.2426455928638E-12
128 => 1.2330997712185E-12
129 => 1.1741785379688E-12
130 => 1.1920514762338E-12
131 => 1.1890765453645E-12
201 => 1.1848398820426E-12
202 => 1.2028112596754E-12
203 => 1.2010778764612E-12
204 => 1.1491563195148E-12
205 => 1.1524801691315E-12
206 => 1.149358453819E-12
207 => 1.1594453546365E-12
208 => 1.1306081793531E-12
209 => 1.139478300249E-12
210 => 1.1450415569226E-12
211 => 1.1483183578423E-12
212 => 1.1601564096878E-12
213 => 1.1587673509381E-12
214 => 1.1600700638456E-12
215 => 1.1776227696027E-12
216 => 1.2663983319607E-12
217 => 1.2712301899476E-12
218 => 1.247436354051E-12
219 => 1.256941522179E-12
220 => 1.238693677925E-12
221 => 1.2509435780227E-12
222 => 1.2593246485558E-12
223 => 1.2214522024039E-12
224 => 1.2192096419329E-12
225 => 1.2008864823345E-12
226 => 1.2107323104259E-12
227 => 1.1950668899924E-12
228 => 1.1989106362137E-12
301 => 1.1881631866874E-12
302 => 1.2075064560389E-12
303 => 1.229135236814E-12
304 => 1.2345995209843E-12
305 => 1.2202253418546E-12
306 => 1.2098174888602E-12
307 => 1.1915447275619E-12
308 => 1.221932736836E-12
309 => 1.2308191168056E-12
310 => 1.2218860604651E-12
311 => 1.2198160761199E-12
312 => 1.215893459526E-12
313 => 1.2206482777736E-12
314 => 1.2307707196718E-12
315 => 1.2259971630048E-12
316 => 1.2291501812826E-12
317 => 1.2171341269859E-12
318 => 1.2426911844095E-12
319 => 1.2832819422391E-12
320 => 1.2834124481628E-12
321 => 1.2786388657645E-12
322 => 1.2766856186954E-12
323 => 1.2815836039212E-12
324 => 1.2842405599804E-12
325 => 1.3000797460638E-12
326 => 1.3170758237924E-12
327 => 1.3963891025821E-12
328 => 1.3741182512751E-12
329 => 1.4444897105854E-12
330 => 1.5001443983094E-12
331 => 1.5168328056733E-12
401 => 1.5014802561488E-12
402 => 1.4489600135537E-12
403 => 1.446383119891E-12
404 => 1.5248705358024E-12
405 => 1.5026942458561E-12
406 => 1.5000564467313E-12
407 => 1.4719947206759E-12
408 => 1.488582676287E-12
409 => 1.4849546470643E-12
410 => 1.4792276254468E-12
411 => 1.5108762892259E-12
412 => 1.5701197625245E-12
413 => 1.5608861116291E-12
414 => 1.5539936195725E-12
415 => 1.5237927257545E-12
416 => 1.5419804094468E-12
417 => 1.5355041236461E-12
418 => 1.5633303573983E-12
419 => 1.5468467129501E-12
420 => 1.5025262386487E-12
421 => 1.5095844202634E-12
422 => 1.5085175903114E-12
423 => 1.5304728751266E-12
424 => 1.5238824435887E-12
425 => 1.507230702781E-12
426 => 1.5699172747734E-12
427 => 1.5658467574692E-12
428 => 1.5716178203567E-12
429 => 1.5741584207158E-12
430 => 1.6123146324262E-12
501 => 1.6279460115014E-12
502 => 1.6314946082173E-12
503 => 1.6463432093644E-12
504 => 1.631125161494E-12
505 => 1.6920082032601E-12
506 => 1.7324918734106E-12
507 => 1.779515739561E-12
508 => 1.8482302468305E-12
509 => 1.8740675372085E-12
510 => 1.8694002619623E-12
511 => 1.9214988171462E-12
512 => 2.0151187627258E-12
513 => 1.8883235296607E-12
514 => 2.0218392179611E-12
515 => 1.9795696925579E-12
516 => 1.8793494082233E-12
517 => 1.8728964034317E-12
518 => 1.9407667435645E-12
519 => 2.091296625701E-12
520 => 2.0535905975216E-12
521 => 2.0913582992553E-12
522 => 2.0473002690334E-12
523 => 2.0451124164826E-12
524 => 2.0892184990668E-12
525 => 2.1922747651221E-12
526 => 2.1433165961256E-12
527 => 2.0731230558335E-12
528 => 2.1249528736528E-12
529 => 2.0800530888346E-12
530 => 1.9788813069807E-12
531 => 2.0535617644325E-12
601 => 2.0036250693115E-12
602 => 2.0181992517285E-12
603 => 2.1231587573501E-12
604 => 2.1105297519453E-12
605 => 2.1268728543535E-12
606 => 2.0980277063765E-12
607 => 2.0710817897036E-12
608 => 2.0207852352036E-12
609 => 2.0058949050063E-12
610 => 2.0100100565749E-12
611 => 2.0058928657415E-12
612 => 1.977752405748E-12
613 => 1.9716754760916E-12
614 => 1.9615469937614E-12
615 => 1.9646862339547E-12
616 => 1.9456417239817E-12
617 => 1.9815826490973E-12
618 => 1.988253601509E-12
619 => 2.0144084095837E-12
620 => 2.0171238885232E-12
621 => 2.0899646567207E-12
622 => 2.0498451856369E-12
623 => 2.0767607905884E-12
624 => 2.0743532055421E-12
625 => 1.8815214856793E-12
626 => 1.9080919953077E-12
627 => 1.9494273700043E-12
628 => 1.9308058397323E-12
629 => 1.9044793526946E-12
630 => 1.8832193028748E-12
701 => 1.8510081534461E-12
702 => 1.8963447277067E-12
703 => 1.9559575018522E-12
704 => 2.0186357668516E-12
705 => 2.0939395954058E-12
706 => 2.0771326575057E-12
707 => 2.0172280141571E-12
708 => 2.0199152926973E-12
709 => 2.036526991228E-12
710 => 2.0150133322988E-12
711 => 2.008668534284E-12
712 => 2.0356553134118E-12
713 => 2.035841156528E-12
714 => 2.0110870919174E-12
715 => 1.9835774790487E-12
716 => 1.9834622127663E-12
717 => 1.9785671428677E-12
718 => 2.0481710910939E-12
719 => 2.0864462248654E-12
720 => 2.0908344072688E-12
721 => 2.0861508652264E-12
722 => 2.0879533746754E-12
723 => 2.0656819176688E-12
724 => 2.1165878639905E-12
725 => 2.1633041944116E-12
726 => 2.1507832199099E-12
727 => 2.1320124991705E-12
728 => 2.1170607159811E-12
729 => 2.147261054965E-12
730 => 2.1459162814098E-12
731 => 2.1628961680198E-12
801 => 2.1621258622826E-12
802 => 2.1564161650615E-12
803 => 2.1507834238212E-12
804 => 2.1731166061428E-12
805 => 2.1666850082941E-12
806 => 2.1602434203975E-12
807 => 2.1473238297131E-12
808 => 2.1490798166588E-12
809 => 2.130312336949E-12
810 => 2.1216296420937E-12
811 => 1.9910627441692E-12
812 => 1.9561710026473E-12
813 => 1.967148654817E-12
814 => 1.9707627829459E-12
815 => 1.9555778523205E-12
816 => 1.9773491421486E-12
817 => 1.9739561096904E-12
818 => 1.9871564141277E-12
819 => 1.9789094370059E-12
820 => 1.9792478958236E-12
821 => 2.003500497098E-12
822 => 2.0105411304258E-12
823 => 2.0069602074904E-12
824 => 2.0094681631675E-12
825 => 2.067262943205E-12
826 => 2.0590463736567E-12
827 => 2.0546814848465E-12
828 => 2.0558905888771E-12
829 => 2.0706583943107E-12
830 => 2.0747925735399E-12
831 => 2.0572757656424E-12
901 => 2.0655367935103E-12
902 => 2.1007112016913E-12
903 => 2.1130202538556E-12
904 => 2.1523048396837E-12
905 => 2.135616049396E-12
906 => 2.1662490462429E-12
907 => 2.2604044349919E-12
908 => 2.3356222745819E-12
909 => 2.2664488407862E-12
910 => 2.4045768242591E-12
911 => 2.5121292726752E-12
912 => 2.5080012305671E-12
913 => 2.4892469734528E-12
914 => 2.3668013703608E-12
915 => 2.2541251008345E-12
916 => 2.3483835847804E-12
917 => 2.3486238690404E-12
918 => 2.3405269816757E-12
919 => 2.2902379096488E-12
920 => 2.3387770309771E-12
921 => 2.3426298901599E-12
922 => 2.3404733135755E-12
923 => 2.3019167999614E-12
924 => 2.2430481301075E-12
925 => 2.2545509272852E-12
926 => 2.2733927437131E-12
927 => 2.2377212544005E-12
928 => 2.2263220521533E-12
929 => 2.2475153379177E-12
930 => 2.3158045204471E-12
1001 => 2.3028948460623E-12
1002 => 2.302557722292E-12
1003 => 2.3577907838644E-12
1004 => 2.3182558318193E-12
1005 => 2.2546960143947E-12
1006 => 2.238646322244E-12
1007 => 2.1816807274771E-12
1008 => 2.2210270666871E-12
1009 => 2.2224430713883E-12
1010 => 2.2008934835129E-12
1011 => 2.2564446446842E-12
1012 => 2.2559327309545E-12
1013 => 2.3086702907875E-12
1014 => 2.4094846978653E-12
1015 => 2.3796689169167E-12
1016 => 2.3449964076212E-12
1017 => 2.3487662707461E-12
1018 => 2.3901123644103E-12
1019 => 2.3651135723414E-12
1020 => 2.3741033122671E-12
1021 => 2.3900987573622E-12
1022 => 2.3997492065326E-12
1023 => 2.3473777196224E-12
1024 => 2.3351674208058E-12
1025 => 2.3101894346597E-12
1026 => 2.3036731443103E-12
1027 => 2.3240171928436E-12
1028 => 2.3186572548209E-12
1029 => 2.2223240616762E-12
1030 => 2.2122567069998E-12
1031 => 2.2125654583948E-12
1101 => 2.1872506163843E-12
1102 => 2.14863940606E-12
1103 => 2.2501073614367E-12
1104 => 2.2419580645768E-12
1105 => 2.232961871549E-12
1106 => 2.2340638538634E-12
1107 => 2.2781076542243E-12
1108 => 2.2525600257497E-12
1109 => 2.3204825832234E-12
1110 => 2.3065197473458E-12
1111 => 2.2921988174145E-12
1112 => 2.2902192286718E-12
1113 => 2.2847068924526E-12
1114 => 2.2658030405069E-12
1115 => 2.2429755033372E-12
1116 => 2.2279027860103E-12
1117 => 2.0551225535988E-12
1118 => 2.087189559718E-12
1119 => 2.1240797272586E-12
1120 => 2.1368140652655E-12
1121 => 2.1150310989153E-12
1122 => 2.2666631647872E-12
1123 => 2.2943678043849E-12
1124 => 2.2104486439144E-12
1125 => 2.1947507953872E-12
1126 => 2.2676923131232E-12
1127 => 2.2236996611905E-12
1128 => 2.2435095496621E-12
1129 => 2.2006914062161E-12
1130 => 2.2876945679924E-12
1201 => 2.2870317496698E-12
1202 => 2.2531855546833E-12
1203 => 2.2817921269172E-12
1204 => 2.2768210310184E-12
1205 => 2.2386087602381E-12
1206 => 2.2889059651341E-12
1207 => 2.2889309119202E-12
1208 => 2.2563546851255E-12
1209 => 2.2183127840822E-12
1210 => 2.2115117906853E-12
1211 => 2.2063881557456E-12
1212 => 2.2422494495515E-12
1213 => 2.2744025734425E-12
1214 => 2.3342315655682E-12
1215 => 2.3492739956904E-12
1216 => 2.4079856018886E-12
1217 => 2.3730256990138E-12
1218 => 2.3885229711517E-12
1219 => 2.4053474522803E-12
1220 => 2.4134137272332E-12
1221 => 2.4002701650577E-12
1222 => 2.4914734561448E-12
1223 => 2.4991738083092E-12
1224 => 2.5017556697821E-12
1225 => 2.4710024331771E-12
1226 => 2.498318505167E-12
1227 => 2.4855382196961E-12
1228 => 2.5187889720257E-12
1229 => 2.5240031145579E-12
1230 => 2.5195869213317E-12
1231 => 2.521241972471E-12
]
'min_raw' => 1.1306081793531E-12
'max_raw' => 2.5240031145579E-12
'avg_raw' => 1.8273056469555E-12
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0000000000011'
'max' => '$0.0000000000025'
'avg' => '$0.0000000000018'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 1.7433748726881E-13
'max_diff' => -2.4085668142956E-13
'year' => 2031
]
6 => [
'items' => [
101 => 2.4434160528913E-12
102 => 2.4393803683966E-12
103 => 2.384353523953E-12
104 => 2.4067773698017E-12
105 => 2.3648570647905E-12
106 => 2.3781504253366E-12
107 => 2.3840100120015E-12
108 => 2.3809492964563E-12
109 => 2.4080451804015E-12
110 => 2.3850081437247E-12
111 => 2.3242096162953E-12
112 => 2.2633945243476E-12
113 => 2.2626310404071E-12
114 => 2.2466195001728E-12
115 => 2.2350460892433E-12
116 => 2.2372755387772E-12
117 => 2.2451324097261E-12
118 => 2.2345894336208E-12
119 => 2.2368393121153E-12
120 => 2.2742022859864E-12
121 => 2.2816951639357E-12
122 => 2.2562314370075E-12
123 => 2.1539908989928E-12
124 => 2.128900814513E-12
125 => 2.1469350696791E-12
126 => 2.1383158572645E-12
127 => 1.7257877855225E-12
128 => 1.8227051368629E-12
129 => 1.7651201376987E-12
130 => 1.791657954672E-12
131 => 1.7328785820886E-12
201 => 1.7609311795762E-12
202 => 1.7557508891371E-12
203 => 1.9115911220996E-12
204 => 1.9091578912131E-12
205 => 1.9103225500747E-12
206 => 1.854730348106E-12
207 => 1.943290235335E-12
208 => 1.9869180202945E-12
209 => 1.9788436784144E-12
210 => 1.9808758163108E-12
211 => 1.9459569544564E-12
212 => 1.9106606409863E-12
213 => 1.8715115972843E-12
214 => 1.9442456815146E-12
215 => 1.9361588929604E-12
216 => 1.954707076369E-12
217 => 2.001880329132E-12
218 => 2.0088267697951E-12
219 => 2.0181628564902E-12
220 => 2.0148165339979E-12
221 => 2.0945395118899E-12
222 => 2.084884533238E-12
223 => 2.108150253862E-12
224 => 2.0602909013639E-12
225 => 2.0061335011609E-12
226 => 2.0164270524007E-12
227 => 2.0154357006408E-12
228 => 2.0028146549166E-12
229 => 1.9914209391619E-12
301 => 1.9724536125899E-12
302 => 2.0324690405E-12
303 => 2.0300325237279E-12
304 => 2.0694768981274E-12
305 => 2.0625047218101E-12
306 => 2.015942821982E-12
307 => 2.0176057893434E-12
308 => 2.0287900440436E-12
309 => 2.0674988772607E-12
310 => 2.0789902944579E-12
311 => 2.0736670121584E-12
312 => 2.086266826512E-12
313 => 2.0962252060412E-12
314 => 2.0875174456589E-12
315 => 2.2108009696306E-12
316 => 2.1596050551803E-12
317 => 2.1845575876645E-12
318 => 2.1905086196331E-12
319 => 2.1752651763822E-12
320 => 2.1785709333965E-12
321 => 2.1835782545084E-12
322 => 2.2139817277657E-12
323 => 2.2937692389086E-12
324 => 2.3291065844618E-12
325 => 2.4354207320726E-12
326 => 2.3261723098332E-12
327 => 2.3196899605724E-12
328 => 2.3388403489368E-12
329 => 2.4012580080798E-12
330 => 2.4518416582226E-12
331 => 2.4686231732158E-12
401 => 2.4708411274547E-12
402 => 2.5023243651959E-12
403 => 2.5203699699415E-12
404 => 2.4985014720427E-12
405 => 2.4799702098007E-12
406 => 2.4135935286348E-12
407 => 2.4212768102174E-12
408 => 2.4742070011782E-12
409 => 2.5489740134831E-12
410 => 2.6131318882224E-12
411 => 2.5906660366164E-12
412 => 2.7620646259509E-12
413 => 2.7790580959829E-12
414 => 2.7767101478892E-12
415 => 2.8154238015896E-12
416 => 2.7385850828927E-12
417 => 2.7057350419697E-12
418 => 2.4839768790362E-12
419 => 2.5462818774226E-12
420 => 2.6368458516215E-12
421 => 2.6248593700388E-12
422 => 2.5590893911936E-12
423 => 2.6130819957957E-12
424 => 2.5952303522094E-12
425 => 2.5811500202475E-12
426 => 2.6456547505716E-12
427 => 2.574729149872E-12
428 => 2.6361383144992E-12
429 => 2.5573804256683E-12
430 => 2.5907686587341E-12
501 => 2.5718158828388E-12
502 => 2.5840806516079E-12
503 => 2.5123810639942E-12
504 => 2.5510684210615E-12
505 => 2.510771542748E-12
506 => 2.5107524367809E-12
507 => 2.5098628809586E-12
508 => 2.5572719795907E-12
509 => 2.5588179885951E-12
510 => 2.5237825930748E-12
511 => 2.5187334452246E-12
512 => 2.5374027911923E-12
513 => 2.5155458765735E-12
514 => 2.5257725893579E-12
515 => 2.5158556332857E-12
516 => 2.5136231175908E-12
517 => 2.4958340527025E-12
518 => 2.4881700344281E-12
519 => 2.4911752934709E-12
520 => 2.4809167950405E-12
521 => 2.4747356786701E-12
522 => 2.5086333013361E-12
523 => 2.4905231689719E-12
524 => 2.5058576638154E-12
525 => 2.4883820715737E-12
526 => 2.4278040551106E-12
527 => 2.3929649972418E-12
528 => 2.2785387397281E-12
529 => 2.3109898844137E-12
530 => 2.3325050269133E-12
531 => 2.3253942724455E-12
601 => 2.340670924539E-12
602 => 2.3416087869057E-12
603 => 2.3366421915831E-12
604 => 2.3308915104598E-12
605 => 2.3280923969215E-12
606 => 2.3489546959648E-12
607 => 2.3610659627521E-12
608 => 2.3346643592986E-12
609 => 2.3284788330072E-12
610 => 2.3551723117711E-12
611 => 2.3714553183968E-12
612 => 2.4916798906897E-12
613 => 2.482773266054E-12
614 => 2.5051271460529E-12
615 => 2.5026104422132E-12
616 => 2.5260408697044E-12
617 => 2.5643397162149E-12
618 => 2.4864674527331E-12
619 => 2.4999833850533E-12
620 => 2.4966695905768E-12
621 => 2.5328487297471E-12
622 => 2.5329616770705E-12
623 => 2.5112704758559E-12
624 => 2.5230296279339E-12
625 => 2.5164659918394E-12
626 => 2.5283273693907E-12
627 => 2.4826543126519E-12
628 => 2.538279165658E-12
629 => 2.5698148729261E-12
630 => 2.5702527462521E-12
701 => 2.5852004212143E-12
702 => 2.6003881246869E-12
703 => 2.6295395989323E-12
704 => 2.5995751058922E-12
705 => 2.5456718998976E-12
706 => 2.5495635372641E-12
707 => 2.5179601073119E-12
708 => 2.518491366679E-12
709 => 2.5156554625418E-12
710 => 2.5241662243346E-12
711 => 2.4845219462638E-12
712 => 2.4938263790871E-12
713 => 2.4808001186477E-12
714 => 2.4999550685071E-12
715 => 2.4793475088851E-12
716 => 2.4966679925648E-12
717 => 2.5041429391378E-12
718 => 2.5317256529164E-12
719 => 2.4752735196332E-12
720 => 2.3601637983952E-12
721 => 2.3843612573699E-12
722 => 2.3485713148769E-12
723 => 2.3518838103166E-12
724 => 2.3585755782844E-12
725 => 2.3368853688904E-12
726 => 2.3410231773058E-12
727 => 2.3408753456718E-12
728 => 2.339601412516E-12
729 => 2.333958951337E-12
730 => 2.3257762663005E-12
731 => 2.3583735649882E-12
801 => 2.3639124812352E-12
802 => 2.3762248059259E-12
803 => 2.4128579326759E-12
804 => 2.409197419445E-12
805 => 2.4151678683979E-12
806 => 2.4021344118563E-12
807 => 2.3524883949847E-12
808 => 2.355184412555E-12
809 => 2.3215650302523E-12
810 => 2.3753650827338E-12
811 => 2.3626245201802E-12
812 => 2.3544105966196E-12
813 => 2.3521693514746E-12
814 => 2.3888932846601E-12
815 => 2.3998816610464E-12
816 => 2.393034442285E-12
817 => 2.3789905968401E-12
818 => 2.4059589317845E-12
819 => 2.4131745205129E-12
820 => 2.4147898247285E-12
821 => 2.4625725435847E-12
822 => 2.4174603479128E-12
823 => 2.4283193017877E-12
824 => 2.5130377600944E-12
825 => 2.4362098087583E-12
826 => 2.4769072880488E-12
827 => 2.474915358217E-12
828 => 2.4957348114944E-12
829 => 2.4732075553739E-12
830 => 2.4734868077122E-12
831 => 2.4919730717906E-12
901 => 2.4660124479078E-12
902 => 2.4595842323493E-12
903 => 2.4507036985951E-12
904 => 2.4700940191597E-12
905 => 2.4817176393894E-12
906 => 2.5753954818326E-12
907 => 2.6359156402796E-12
908 => 2.6332883005908E-12
909 => 2.6572972671721E-12
910 => 2.6464810078303E-12
911 => 2.6115524532306E-12
912 => 2.6711712368489E-12
913 => 2.6523053591562E-12
914 => 2.6538606391911E-12
915 => 2.6538027515906E-12
916 => 2.6663469109725E-12
917 => 2.6574582243951E-12
918 => 2.6399377107459E-12
919 => 2.6515686453544E-12
920 => 2.6861083630062E-12
921 => 2.7933207064055E-12
922 => 2.8533181541463E-12
923 => 2.7897087847165E-12
924 => 2.8335856759858E-12
925 => 2.8072751761591E-12
926 => 2.802493775671E-12
927 => 2.830051705865E-12
928 => 2.8576578725676E-12
929 => 2.8558994790934E-12
930 => 2.8358588196596E-12
1001 => 2.8245383596584E-12
1002 => 2.9102606754201E-12
1003 => 2.9734194174318E-12
1004 => 2.9691124146482E-12
1005 => 2.9881221242227E-12
1006 => 3.0439352194818E-12
1007 => 3.0490380694398E-12
1008 => 3.0483952276327E-12
1009 => 3.0357472815845E-12
1010 => 3.0907025221133E-12
1011 => 3.1365471506079E-12
1012 => 3.0328196475086E-12
1013 => 3.0723177227961E-12
1014 => 3.0900496813412E-12
1015 => 3.1160854573203E-12
1016 => 3.1600121754999E-12
1017 => 3.2077282424295E-12
1018 => 3.2144758174734E-12
1019 => 3.2096880900786E-12
1020 => 3.1782180612618E-12
1021 => 3.2304295510672E-12
1022 => 3.2610138172852E-12
1023 => 3.2792260479094E-12
1024 => 3.3254092345464E-12
1025 => 3.0901591878805E-12
1026 => 2.9236375121643E-12
1027 => 2.8976327478991E-12
1028 => 2.9505144586193E-12
1029 => 2.9644589440125E-12
1030 => 2.9588379394354E-12
1031 => 2.7714026539285E-12
1101 => 2.8966459399115E-12
1102 => 3.0313971848747E-12
1103 => 3.0365735289855E-12
1104 => 3.1040328197297E-12
1105 => 3.1260003300458E-12
1106 => 3.1803139011863E-12
1107 => 3.1769165725235E-12
1108 => 3.1901410627785E-12
1109 => 3.1871009814851E-12
1110 => 3.2877054349511E-12
1111 => 3.39868708703E-12
1112 => 3.3948441453185E-12
1113 => 3.3788892197569E-12
1114 => 3.402585004935E-12
1115 => 3.5171299633971E-12
1116 => 3.5065844991674E-12
1117 => 3.516828519406E-12
1118 => 3.6518834809037E-12
1119 => 3.827474142195E-12
1120 => 3.7458946510111E-12
1121 => 3.922898673014E-12
1122 => 4.0343133222849E-12
1123 => 4.226993437709E-12
1124 => 4.2028689382883E-12
1125 => 4.277877893271E-12
1126 => 4.1596810493904E-12
1127 => 3.8882772043172E-12
1128 => 3.8453265069421E-12
1129 => 3.9313148907718E-12
1130 => 4.1427089417933E-12
1201 => 3.9246573398176E-12
1202 => 3.9687688949063E-12
1203 => 3.9560647640732E-12
1204 => 3.9553878149302E-12
1205 => 3.9812242103679E-12
1206 => 3.9437471712497E-12
1207 => 3.7910589718916E-12
1208 => 3.8610350738602E-12
1209 => 3.8340139403617E-12
1210 => 3.8639959025372E-12
1211 => 4.0257961868968E-12
1212 => 3.9542604243444E-12
1213 => 3.8789033095889E-12
1214 => 3.9734178545748E-12
1215 => 4.0937673490631E-12
1216 => 4.0862360939868E-12
1217 => 4.0716223113185E-12
1218 => 4.1539994390671E-12
1219 => 4.2900623198739E-12
1220 => 4.3268395698111E-12
1221 => 4.3539877838369E-12
1222 => 4.3577310638782E-12
1223 => 4.3962891747395E-12
1224 => 4.1889524947434E-12
1225 => 4.5180011306807E-12
1226 => 4.574818740322E-12
1227 => 4.5641393845581E-12
1228 => 4.6272897664238E-12
1229 => 4.6087093221083E-12
1230 => 4.5817891734776E-12
1231 => 4.6818959612063E-12
]
'min_raw' => 1.7257877855225E-12
'max_raw' => 4.6818959612063E-12
'avg_raw' => 3.2038418733644E-12
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.0000000000017'
'max' => '$0.0000000000046'
'avg' => '$0.0000000000032'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 5.9517960616938E-13
'max_diff' => 2.1578928466483E-12
'year' => 2032
]
7 => [
'items' => [
101 => 4.5671316072766E-12
102 => 4.4042380553038E-12
103 => 4.3148714310224E-12
104 => 4.4325566108761E-12
105 => 4.504422843566E-12
106 => 4.5519218518231E-12
107 => 4.5662950230221E-12
108 => 4.2050474509997E-12
109 => 4.0103550453885E-12
110 => 4.1351506452323E-12
111 => 4.287409889974E-12
112 => 4.1881066869511E-12
113 => 4.1919991845038E-12
114 => 4.0504189134159E-12
115 => 4.2999366024114E-12
116 => 4.2635839738988E-12
117 => 4.4521814749287E-12
118 => 4.4071711677184E-12
119 => 4.5609651084954E-12
120 => 4.5204660096926E-12
121 => 4.688575504549E-12
122 => 4.7556389334301E-12
123 => 4.8682488681107E-12
124 => 4.9510851944666E-12
125 => 4.9997282697092E-12
126 => 4.9968079219272E-12
127 => 5.1895560199224E-12
128 => 5.0758992006403E-12
129 => 4.9331194487664E-12
130 => 4.9305370135193E-12
131 => 5.0044846702195E-12
201 => 5.1594586721144E-12
202 => 5.1996411760257E-12
203 => 5.2220977139141E-12
204 => 5.1877047444203E-12
205 => 5.0643384129471E-12
206 => 5.0110694564985E-12
207 => 5.056456150743E-12
208 => 5.0009521238051E-12
209 => 5.0967676459793E-12
210 => 5.2283428230156E-12
211 => 5.2011730692622E-12
212 => 5.2919974825425E-12
213 => 5.3859911952808E-12
214 => 5.5204064260182E-12
215 => 5.5555475447146E-12
216 => 5.6136344776226E-12
217 => 5.6734250121484E-12
218 => 5.692628120438E-12
219 => 5.7292928125374E-12
220 => 5.7290995715118E-12
221 => 5.8395910889718E-12
222 => 5.9614666543676E-12
223 => 6.0074718588787E-12
224 => 6.1132582899102E-12
225 => 5.9321027339674E-12
226 => 6.069511304115E-12
227 => 6.1934572739478E-12
228 => 6.0456837790206E-12
301 => 6.2493551149692E-12
302 => 6.257263211415E-12
303 => 6.3766660788207E-12
304 => 6.2556283978834E-12
305 => 6.1837566093089E-12
306 => 6.3912477699229E-12
307 => 6.4916462066337E-12
308 => 6.4614053804268E-12
309 => 6.2312711998188E-12
310 => 6.0973232357856E-12
311 => 5.746755577278E-12
312 => 6.162018112176E-12
313 => 6.3642803795506E-12
314 => 6.2307473894092E-12
315 => 6.2980936624864E-12
316 => 6.665513091293E-12
317 => 6.8054026211362E-12
318 => 6.7763065768305E-12
319 => 6.7812233293565E-12
320 => 6.8567051804853E-12
321 => 7.1914332770054E-12
322 => 6.990856442634E-12
323 => 7.1441899170403E-12
324 => 7.2255174389804E-12
325 => 7.3010589737904E-12
326 => 7.1155528394443E-12
327 => 6.8742120842863E-12
328 => 6.797769336332E-12
329 => 6.2174701651873E-12
330 => 6.1872630732176E-12
331 => 6.1703069171265E-12
401 => 6.0634007514678E-12
402 => 5.9794017893234E-12
403 => 5.9126026959446E-12
404 => 5.7373019270208E-12
405 => 5.7964607905245E-12
406 => 5.517067952974E-12
407 => 5.6958135893646E-12
408 => 5.249895874458E-12
409 => 5.6212693979487E-12
410 => 5.4191476733948E-12
411 => 5.5548669753864E-12
412 => 5.5543934635273E-12
413 => 5.3044911987169E-12
414 => 5.1603527877015E-12
415 => 5.2522033931514E-12
416 => 5.3506745333038E-12
417 => 5.3666511444969E-12
418 => 5.4943215480642E-12
419 => 5.5299516134337E-12
420 => 5.4219908519554E-12
421 => 5.2406552209633E-12
422 => 5.2827753522174E-12
423 => 5.159499224586E-12
424 => 4.9434625526597E-12
425 => 5.0986238620756E-12
426 => 5.1516027550714E-12
427 => 5.1750012523592E-12
428 => 4.9625539974991E-12
429 => 4.8957984575678E-12
430 => 4.8602583682416E-12
501 => 5.2132309481593E-12
502 => 5.2325675828777E-12
503 => 5.1336386257336E-12
504 => 5.5808068928538E-12
505 => 5.4795989419933E-12
506 => 5.5926730196545E-12
507 => 5.2789533917884E-12
508 => 5.2909379040524E-12
509 => 5.1424180046406E-12
510 => 5.2255792242079E-12
511 => 5.166803554629E-12
512 => 5.2188606194821E-12
513 => 5.2500634095157E-12
514 => 5.3985589382735E-12
515 => 5.6229649783554E-12
516 => 5.3763786581666E-12
517 => 5.2689374672792E-12
518 => 5.3355933778335E-12
519 => 5.513106851453E-12
520 => 5.782048850734E-12
521 => 5.6228297741975E-12
522 => 5.6934884966491E-12
523 => 5.708924284117E-12
524 => 5.5915220316896E-12
525 => 5.7863776392418E-12
526 => 5.8908023423331E-12
527 => 5.9979204800572E-12
528 => 6.090928157661E-12
529 => 5.9551351402719E-12
530 => 6.1004531340427E-12
531 => 5.9833524831425E-12
601 => 5.8783010936423E-12
602 => 5.8784604132368E-12
603 => 5.8125601420474E-12
604 => 5.6848700626494E-12
605 => 5.6613220528912E-12
606 => 5.7838217734396E-12
607 => 5.8820549485527E-12
608 => 5.8901459033601E-12
609 => 5.9445328365055E-12
610 => 5.976718463311E-12
611 => 6.2921813602426E-12
612 => 6.4190631470344E-12
613 => 6.5742117941742E-12
614 => 6.6346509359338E-12
615 => 6.8165510839985E-12
616 => 6.6696519412285E-12
617 => 6.6378693876513E-12
618 => 6.1966391275312E-12
619 => 6.2688905579077E-12
620 => 6.3845720691665E-12
621 => 6.1985466730437E-12
622 => 6.3165369697398E-12
623 => 6.3398307536838E-12
624 => 6.1922256012669E-12
625 => 6.2710678908149E-12
626 => 6.0616861448851E-12
627 => 5.6275289282424E-12
628 => 5.7868609803344E-12
629 => 5.9041830012628E-12
630 => 5.736750011697E-12
701 => 6.0368671649422E-12
702 => 5.8615449196919E-12
703 => 5.8059761848995E-12
704 => 5.58918273879E-12
705 => 5.6915009002087E-12
706 => 5.8298876785824E-12
707 => 5.7443807387372E-12
708 => 5.9218204778477E-12
709 => 6.1731224698779E-12
710 => 6.352215234691E-12
711 => 6.3659637533697E-12
712 => 6.2508191038782E-12
713 => 6.4353391395316E-12
714 => 6.4366831665462E-12
715 => 6.2285438125427E-12
716 => 6.1010596171403E-12
717 => 6.0720949397158E-12
718 => 6.1444543827817E-12
719 => 6.2323121049537E-12
720 => 6.3708392454916E-12
721 => 6.4545482952696E-12
722 => 6.6728171012415E-12
723 => 6.7318743818803E-12
724 => 6.7967604282538E-12
725 => 6.8834681963243E-12
726 => 6.9875831033084E-12
727 => 6.7597856140922E-12
728 => 6.7688364330064E-12
729 => 6.5567145651191E-12
730 => 6.3300319279287E-12
731 => 6.5020557931666E-12
801 => 6.7269541135894E-12
802 => 6.6753621903938E-12
803 => 6.669557045107E-12
804 => 6.6793196892665E-12
805 => 6.6404210640117E-12
806 => 6.4644840236348E-12
807 => 6.3761295433816E-12
808 => 6.4901293645401E-12
809 => 6.5507151959375E-12
810 => 6.6446785367952E-12
811 => 6.633095571709E-12
812 => 6.8751350468322E-12
813 => 6.9691842679712E-12
814 => 6.9451224526108E-12
815 => 6.949550405717E-12
816 => 7.119822028213E-12
817 => 7.3091990914585E-12
818 => 7.4865757016924E-12
819 => 7.667010808125E-12
820 => 7.4494892448184E-12
821 => 7.3390452098363E-12
822 => 7.4529952622391E-12
823 => 7.392531760471E-12
824 => 7.7399729762698E-12
825 => 7.7640290522192E-12
826 => 8.1114451440634E-12
827 => 8.4411843847622E-12
828 => 8.2340810755714E-12
829 => 8.4293701680004E-12
830 => 8.6405912436158E-12
831 => 9.0480709678622E-12
901 => 8.9108461320455E-12
902 => 8.8057340583973E-12
903 => 8.7064036566976E-12
904 => 8.9130944543775E-12
905 => 9.1789988636266E-12
906 => 9.2362721265781E-12
907 => 9.3290766926299E-12
908 => 9.2315040390289E-12
909 => 9.349019553016E-12
910 => 9.7639009563241E-12
911 => 9.6517963388908E-12
912 => 9.492589760419E-12
913 => 9.8200987826972E-12
914 => 9.9386230247006E-12
915 => 1.0770488226708E-11
916 => 1.182075240688E-11
917 => 1.1385936139882E-11
918 => 1.1116031651524E-11
919 => 1.1179465608508E-11
920 => 1.156298653342E-11
921 => 1.1686161282157E-11
922 => 1.135132985421E-11
923 => 1.1469597975098E-11
924 => 1.2121266949061E-11
925 => 1.2470866445547E-11
926 => 1.1996063371842E-11
927 => 1.0686100522451E-11
928 => 9.4782549499445E-12
929 => 9.7986299857681E-12
930 => 9.7623093991006E-12
1001 => 1.0462446414263E-11
1002 => 9.6491226808405E-12
1003 => 9.6628169666264E-12
1004 => 1.0377432073804E-11
1005 => 1.0186785014814E-11
1006 => 9.8779611954794E-12
1007 => 9.4805097055906E-12
1008 => 8.7457838667179E-12
1009 => 8.0950167018826E-12
1010 => 9.3713209748521E-12
1011 => 9.3162844137929E-12
1012 => 9.2365833174178E-12
1013 => 9.4139494828411E-12
1014 => 1.0275189235872E-11
1015 => 1.0255334872004E-11
1016 => 1.0129031538859E-11
1017 => 1.0224831503863E-11
1018 => 9.8611669984282E-12
1019 => 9.9548916219655E-12
1020 => 9.4780636210348E-12
1021 => 9.6936097915518E-12
1022 => 9.877298598263E-12
1023 => 9.9141768457695E-12
1024 => 9.9972654204517E-12
1025 => 9.2872826469954E-12
1026 => 9.6060440682782E-12
1027 => 9.7932865393758E-12
1028 => 8.9473182430175E-12
1029 => 9.7765644661522E-12
1030 => 9.2749234264786E-12
1031 => 9.1046589232178E-12
1101 => 9.3338976462159E-12
1102 => 9.2445630929216E-12
1103 => 9.1677584899001E-12
1104 => 9.1249002017435E-12
1105 => 9.2932278197587E-12
1106 => 9.2853751351833E-12
1107 => 9.0099584811277E-12
1108 => 8.6506886833311E-12
1109 => 8.7712714201008E-12
1110 => 8.7274625813632E-12
1111 => 8.5686936983255E-12
1112 => 8.6756847556648E-12
1113 => 8.2045502860773E-12
1114 => 7.3939879185906E-12
1115 => 7.9294702467491E-12
1116 => 7.9088547596077E-12
1117 => 7.898459496153E-12
1118 => 8.3008596661196E-12
1119 => 8.2621781747288E-12
1120 => 8.1919708890842E-12
1121 => 8.5674042864674E-12
1122 => 8.4303660461307E-12
1123 => 8.8526856125781E-12
1124 => 9.1308525929574E-12
1125 => 9.0603004489741E-12
1126 => 9.3219178385184E-12
1127 => 8.774049402813E-12
1128 => 8.9560293204879E-12
1129 => 8.9935351293074E-12
1130 => 8.5627714966207E-12
1201 => 8.2685069451024E-12
1202 => 8.2488828543776E-12
1203 => 7.738668674198E-12
1204 => 8.011220970945E-12
1205 => 8.251055713102E-12
1206 => 8.1361934835366E-12
1207 => 8.0998315330677E-12
1208 => 8.2855968520684E-12
1209 => 8.3000324083272E-12
1210 => 7.9709001958167E-12
1211 => 8.0393372050593E-12
1212 => 8.3247309103069E-12
1213 => 8.0321460159318E-12
1214 => 7.4637013596323E-12
1215 => 7.3227192255078E-12
1216 => 7.3039096099993E-12
1217 => 6.9215548808195E-12
1218 => 7.3321403258423E-12
1219 => 7.1529087760841E-12
1220 => 7.7190990942467E-12
1221 => 7.3956942210518E-12
1222 => 7.3817528833495E-12
1223 => 7.3606785066628E-12
1224 => 7.0315699963829E-12
1225 => 7.1036238441972E-12
1226 => 7.3431418084431E-12
1227 => 7.428604516449E-12
1228 => 7.4196900558287E-12
1229 => 7.3419680397497E-12
1230 => 7.3775487807095E-12
1231 => 7.262930816926E-12
]
'min_raw' => 4.0103550453885E-12
'max_raw' => 1.2470866445547E-11
'avg_raw' => 8.240610745468E-12
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.000000000004'
'max' => '$0.000000000012'
'avg' => '$0.0000000000082'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 2.284567259866E-12
'max_diff' => 7.7889704843412E-12
'year' => 2033
]
8 => [
'items' => [
101 => 7.2224568283474E-12
102 => 7.0947097871458E-12
103 => 6.9069569276003E-12
104 => 6.9330651142753E-12
105 => 6.5610775713075E-12
106 => 6.3583990150255E-12
107 => 6.3023002619071E-12
108 => 6.2272826647088E-12
109 => 6.3107736991248E-12
110 => 6.5600237773361E-12
111 => 6.2593753016594E-12
112 => 5.7439345781502E-12
113 => 5.7749134439014E-12
114 => 5.8445137575364E-12
115 => 5.7148140335296E-12
116 => 5.5920641296299E-12
117 => 5.6987852120562E-12
118 => 5.4803861825704E-12
119 => 5.8709062368361E-12
120 => 5.860343763788E-12
121 => 6.0059054904201E-12
122 => 6.0969282253105E-12
123 => 5.8871502903485E-12
124 => 5.8343917070054E-12
125 => 5.8644453938216E-12
126 => 5.3677248961655E-12
127 => 5.9653128285487E-12
128 => 5.9704807938033E-12
129 => 5.9262295377305E-12
130 => 6.244426663267E-12
131 => 6.9159218463215E-12
201 => 6.6632783476253E-12
202 => 6.5654471487399E-12
203 => 6.3794699681447E-12
204 => 6.6272735190555E-12
205 => 6.6082460726831E-12
206 => 6.5221967442426E-12
207 => 6.4701538419114E-12
208 => 6.566044485179E-12
209 => 6.4582719300358E-12
210 => 6.4389130177403E-12
211 => 6.321619071934E-12
212 => 6.2797504698157E-12
213 => 6.2487526236443E-12
214 => 6.2146270407951E-12
215 => 6.2898995729951E-12
216 => 6.1193221121037E-12
217 => 5.9136224161835E-12
218 => 5.8965207121693E-12
219 => 5.9437400205497E-12
220 => 5.9228489916555E-12
221 => 5.8964206939603E-12
222 => 5.8459618763416E-12
223 => 5.8309918230362E-12
224 => 5.8796372338414E-12
225 => 5.824719401246E-12
226 => 5.9057536547697E-12
227 => 5.883716821641E-12
228 => 5.7606208631499E-12
301 => 5.6071977229091E-12
302 => 5.605831935145E-12
303 => 5.5727771712445E-12
304 => 5.5306769596002E-12
305 => 5.5189656438431E-12
306 => 5.6897974601636E-12
307 => 6.043414207381E-12
308 => 5.9739907785706E-12
309 => 6.0241563206853E-12
310 => 6.2709211372275E-12
311 => 6.3493602519293E-12
312 => 6.2936860262462E-12
313 => 6.2174757122945E-12
314 => 6.2208285793345E-12
315 => 6.4812622925385E-12
316 => 6.4975052237765E-12
317 => 6.5385458708468E-12
318 => 6.5912947004176E-12
319 => 6.3026693800145E-12
320 => 6.2072343526991E-12
321 => 6.1620119422234E-12
322 => 6.0227444212334E-12
323 => 6.1729325027262E-12
324 => 6.0854243393352E-12
325 => 6.0972321802812E-12
326 => 6.0895423083748E-12
327 => 6.0937414984226E-12
328 => 5.8707970785221E-12
329 => 5.9520263075201E-12
330 => 5.8169669596429E-12
331 => 5.6361376539585E-12
401 => 5.635531450719E-12
402 => 5.6797891671045E-12
403 => 5.6534629455938E-12
404 => 5.5826197604174E-12
405 => 5.5926827005013E-12
406 => 5.5045207566433E-12
407 => 5.6033871567092E-12
408 => 5.6062222913021E-12
409 => 5.5681533419875E-12
410 => 5.7204706722232E-12
411 => 5.7828752066999E-12
412 => 5.7578174087451E-12
413 => 5.7811170847965E-12
414 => 5.9768756354657E-12
415 => 6.0087928207692E-12
416 => 6.02296832615E-12
417 => 6.0039750268342E-12
418 => 5.7846951917437E-12
419 => 5.7944211848798E-12
420 => 5.7230583005447E-12
421 => 5.6627641833171E-12
422 => 5.6651756318052E-12
423 => 5.6961746457468E-12
424 => 5.8315491576979E-12
425 => 6.1164368373355E-12
426 => 6.1272481165276E-12
427 => 6.1403517022956E-12
428 => 6.0870528336424E-12
429 => 6.0709773848552E-12
430 => 6.092185051231E-12
501 => 6.1991738850203E-12
502 => 6.4743782127115E-12
503 => 6.3771026230264E-12
504 => 6.2980160544276E-12
505 => 6.3673962966745E-12
506 => 6.3567157522009E-12
507 => 6.2665612083237E-12
508 => 6.2640308705461E-12
509 => 6.0909954766946E-12
510 => 6.027028231413E-12
511 => 5.9735724133903E-12
512 => 5.915200055609E-12
513 => 5.8805949652571E-12
514 => 5.9337641117699E-12
515 => 5.9459245246563E-12
516 => 5.8296692565684E-12
517 => 5.813824093106E-12
518 => 5.9087606545708E-12
519 => 5.8669826134619E-12
520 => 5.909952364788E-12
521 => 5.9199217156833E-12
522 => 5.9183164205755E-12
523 => 5.8746953474804E-12
524 => 5.9024981186721E-12
525 => 5.8367362763986E-12
526 => 5.7652301500356E-12
527 => 5.7196136964051E-12
528 => 5.6798072904679E-12
529 => 5.7018941980437E-12
530 => 5.6231584054459E-12
531 => 5.5979692407554E-12
601 => 5.8930791653745E-12
602 => 6.111080039657E-12
603 => 6.1079102206071E-12
604 => 6.0886147623522E-12
605 => 6.0599456253261E-12
606 => 6.1970765590778E-12
607 => 6.1493028837783E-12
608 => 6.1840622241828E-12
609 => 6.1929099351607E-12
610 => 6.2196892915307E-12
611 => 6.2292606096695E-12
612 => 6.2003294385462E-12
613 => 6.1032328946112E-12
614 => 5.8612775387877E-12
615 => 5.7486466675058E-12
616 => 5.7114766039673E-12
617 => 5.7128276651809E-12
618 => 5.6755593655062E-12
619 => 5.6865365500085E-12
620 => 5.6717419487122E-12
621 => 5.6437245530557E-12
622 => 5.7001642028129E-12
623 => 5.7066683466757E-12
624 => 5.6934946580188E-12
625 => 5.696597538592E-12
626 => 5.5875250230687E-12
627 => 5.5958175695308E-12
628 => 5.5496436170635E-12
629 => 5.5409865576112E-12
630 => 5.4242628265999E-12
701 => 5.2174698177379E-12
702 => 5.3320532185305E-12
703 => 5.1936525832373E-12
704 => 5.14123816554E-12
705 => 5.3893598668049E-12
706 => 5.3644553298226E-12
707 => 5.321829588251E-12
708 => 5.2587772324836E-12
709 => 5.2353905003955E-12
710 => 5.0933001195684E-12
711 => 5.0849046618464E-12
712 => 5.1553284913473E-12
713 => 5.1228303171687E-12
714 => 5.0771905726008E-12
715 => 4.9118880442027E-12
716 => 4.7260332724969E-12
717 => 4.7316430598132E-12
718 => 4.7907600047419E-12
719 => 4.9626504951281E-12
720 => 4.8954899067986E-12
721 => 4.8467641293865E-12
722 => 4.8376392559687E-12
723 => 4.9518561510088E-12
724 => 5.1134969866698E-12
725 => 5.1893352502522E-12
726 => 5.1141818342844E-12
727 => 5.0278496365679E-12
728 => 5.033104277418E-12
729 => 5.0680610488733E-12
730 => 5.0717345112911E-12
731 => 5.015541125671E-12
801 => 5.0313592345684E-12
802 => 5.007330080715E-12
803 => 4.8598632078712E-12
804 => 4.857195999764E-12
805 => 4.8210052509436E-12
806 => 4.8199094094524E-12
807 => 4.7583399175035E-12
808 => 4.74972591997E-12
809 => 4.6274759567044E-12
810 => 4.7079412527328E-12
811 => 4.6539693567746E-12
812 => 4.5726209788824E-12
813 => 4.5585964878717E-12
814 => 4.5581748947369E-12
815 => 4.6417014896677E-12
816 => 4.7069651958395E-12
817 => 4.6549082210122E-12
818 => 4.643055856926E-12
819 => 4.7696080970528E-12
820 => 4.7535031709474E-12
821 => 4.7395564088057E-12
822 => 5.0990238227286E-12
823 => 4.8144773150165E-12
824 => 4.6903987963072E-12
825 => 4.5368280675328E-12
826 => 4.5868314711926E-12
827 => 4.5973679230466E-12
828 => 4.2280580035486E-12
829 => 4.0782290152029E-12
830 => 4.026813352589E-12
831 => 3.9972229118439E-12
901 => 4.0107076472648E-12
902 => 3.8758439845661E-12
903 => 3.9664745963387E-12
904 => 3.8496940641833E-12
905 => 3.8301154279307E-12
906 => 4.0389334857565E-12
907 => 4.0679892986056E-12
908 => 3.944028174058E-12
909 => 4.0236312835007E-12
910 => 3.9947660894508E-12
911 => 3.8516959312267E-12
912 => 3.8462317035354E-12
913 => 3.7744441272978E-12
914 => 3.6621104712998E-12
915 => 3.6107709761943E-12
916 => 3.5840329213935E-12
917 => 3.5950655639186E-12
918 => 3.5894871222535E-12
919 => 3.5530840169851E-12
920 => 3.5915737056355E-12
921 => 3.4932484561711E-12
922 => 3.454094549574E-12
923 => 3.4364096383278E-12
924 => 3.349140320038E-12
925 => 3.4880246142791E-12
926 => 3.5153865698629E-12
927 => 3.5428024369516E-12
928 => 3.781438842352E-12
929 => 3.7695172419177E-12
930 => 3.8772827037891E-12
1001 => 3.8730951361088E-12
1002 => 3.8423586806983E-12
1003 => 3.7126866312231E-12
1004 => 3.7643715989619E-12
1005 => 3.6052933018892E-12
1006 => 3.7244855783288E-12
1007 => 3.6700912009502E-12
1008 => 3.7060947846213E-12
1009 => 3.6413570948685E-12
1010 => 3.6771856053314E-12
1011 => 3.5218751045934E-12
1012 => 3.376848344282E-12
1013 => 3.4352113462264E-12
1014 => 3.4986586039587E-12
1015 => 3.6362284247832E-12
1016 => 3.5542929744265E-12
1017 => 3.5837600606972E-12
1018 => 3.4850502544212E-12
1019 => 3.2813837290116E-12
1020 => 3.2825364594273E-12
1021 => 3.2512068016094E-12
1022 => 3.2241334030499E-12
1023 => 3.5637042465347E-12
1024 => 3.5214732443267E-12
1025 => 3.4541836693652E-12
1026 => 3.5442534394326E-12
1027 => 3.5680693162379E-12
1028 => 3.5687473207694E-12
1029 => 3.6344598999733E-12
1030 => 3.669530715274E-12
1031 => 3.6757120984764E-12
1101 => 3.779112261668E-12
1102 => 3.8137706324886E-12
1103 => 3.9565235568628E-12
1104 => 3.6665552016219E-12
1105 => 3.6605834941647E-12
1106 => 3.5455209058075E-12
1107 => 3.4725463932038E-12
1108 => 3.5505175331179E-12
1109 => 3.6195893189598E-12
1110 => 3.5476671587305E-12
1111 => 3.5570586744967E-12
1112 => 3.4605090506453E-12
1113 => 3.4950209980901E-12
1114 => 3.524747336491E-12
1115 => 3.5083341996595E-12
1116 => 3.4837629394178E-12
1117 => 3.613926220205E-12
1118 => 3.606581897789E-12
1119 => 3.7277929372988E-12
1120 => 3.8222856104814E-12
1121 => 3.9916333734103E-12
1122 => 3.8149101544955E-12
1123 => 3.808469657987E-12
1124 => 3.8714265444451E-12
1125 => 3.8137609941173E-12
1126 => 3.8502036313773E-12
1127 => 3.9857619011468E-12
1128 => 3.9886260337771E-12
1129 => 3.940648121993E-12
1130 => 3.9377286617007E-12
1201 => 3.9469433444797E-12
1202 => 4.0009140293315E-12
1203 => 3.9820550136926E-12
1204 => 4.0038791440418E-12
1205 => 4.0311705532263E-12
1206 => 4.1440593929313E-12
1207 => 4.1712765100008E-12
1208 => 4.1051530259792E-12
1209 => 4.1111232362331E-12
1210 => 4.0863912380788E-12
1211 => 4.0625004377527E-12
1212 => 4.1162034679145E-12
1213 => 4.2143468110708E-12
1214 => 4.2137362664266E-12
1215 => 4.2365036144049E-12
1216 => 4.2506874835805E-12
1217 => 4.1897999338521E-12
1218 => 4.1501643778762E-12
1219 => 4.1653631721133E-12
1220 => 4.1896663750851E-12
1221 => 4.1574819709399E-12
1222 => 3.9588249192894E-12
1223 => 4.0190847784986E-12
1224 => 4.0090545913696E-12
1225 => 3.9947703851855E-12
1226 => 4.055362139596E-12
1227 => 4.0495179170686E-12
1228 => 3.8744607627764E-12
1229 => 3.8856673538226E-12
1230 => 3.8751422726953E-12
1231 => 3.9091509630467E-12
]
'min_raw' => 3.2241334030499E-12
'max_raw' => 7.2224568283474E-12
'avg_raw' => 5.2232951156987E-12
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.0000000000032'
'max' => '$0.0000000000072'
'avg' => '$0.0000000000052'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -7.8622164233856E-13
'max_diff' => -5.2484096172E-12
'year' => 2034
]
9 => [
'items' => [
101 => 3.8119244132314E-12
102 => 3.8418306451238E-12
103 => 3.8605875534132E-12
104 => 3.871635516493E-12
105 => 3.9115483347965E-12
106 => 3.9068650262406E-12
107 => 3.911257213761E-12
108 => 3.9704373867117E-12
109 => 4.2697503933135E-12
110 => 4.2860413398659E-12
111 => 4.205818760908E-12
112 => 4.2378660988813E-12
113 => 4.176342217955E-12
114 => 4.217643611395E-12
115 => 4.245900975845E-12
116 => 4.1182113794742E-12
117 => 4.1106504302758E-12
118 => 4.0488726184077E-12
119 => 4.0820685152315E-12
120 => 4.0292514565153E-12
121 => 4.042210915262E-12
122 => 4.0059751388211E-12
123 => 4.0711923219436E-12
124 => 4.1441152664004E-12
125 => 4.1625384819845E-12
126 => 4.1140749334757E-12
127 => 4.0789841304518E-12
128 => 4.0173762399711E-12
129 => 4.119831534862E-12
130 => 4.1497925853566E-12
131 => 4.1196741622185E-12
201 => 4.1126950654769E-12
202 => 4.0994696897624E-12
203 => 4.1155008914551E-12
204 => 4.1496294110411E-12
205 => 4.1335350314592E-12
206 => 4.1441656527195E-12
207 => 4.103652686724E-12
208 => 4.1898200901646E-12
209 => 4.3266746641431E-12
210 => 4.3271146739764E-12
211 => 4.3110202076398E-12
212 => 4.3044346987749E-12
213 => 4.3209485979302E-12
214 => 4.3299067107864E-12
215 => 4.3833096325235E-12
216 => 4.4406130952137E-12
217 => 4.7080233521292E-12
218 => 4.6329356220468E-12
219 => 4.8701979102896E-12
220 => 5.0578415756375E-12
221 => 5.1141077062122E-12
222 => 5.0623455136095E-12
223 => 4.885269848854E-12
224 => 4.8765816719571E-12
225 => 5.141207474519E-12
226 => 5.0664385646656E-12
227 => 5.0575450407513E-12
228 => 4.9629329721483E-12
301 => 5.0188604226253E-12
302 => 5.0066282687998E-12
303 => 4.9873192155688E-12
304 => 5.0940248951389E-12
305 => 5.2937684016125E-12
306 => 5.2626365029459E-12
307 => 5.2393979847584E-12
308 => 5.137573562692E-12
309 => 5.198894608084E-12
310 => 5.1770593583472E-12
311 => 5.2708774482085E-12
312 => 5.2153016900998E-12
313 => 5.0658721166362E-12
314 => 5.0896692687366E-12
315 => 5.0860723770699E-12
316 => 5.1600961526931E-12
317 => 5.1378760526341E-12
318 => 5.0817335459135E-12
319 => 5.2930857000223E-12
320 => 5.2793616667369E-12
321 => 5.2988192081848E-12
322 => 5.3073850196746E-12
323 => 5.4360313514379E-12
324 => 5.4887336373379E-12
325 => 5.5006979789206E-12
326 => 5.5507610743845E-12
327 => 5.499452363499E-12
328 => 5.7047237895318E-12
329 => 5.8412173099238E-12
330 => 5.9997615577514E-12
331 => 6.2314373165041E-12
401 => 6.3185495449156E-12
402 => 6.3028135005644E-12
403 => 6.4784674167718E-12
404 => 6.7941135996292E-12
405 => 6.3666146187896E-12
406 => 6.8167720836623E-12
407 => 6.6742574276015E-12
408 => 6.3363577418104E-12
409 => 6.3146009856211E-12
410 => 6.5434305759348E-12
411 => 7.0509525832187E-12
412 => 6.9238240766611E-12
413 => 7.0511605199129E-12
414 => 6.9026157949862E-12
415 => 6.8952392973604E-12
416 => 7.0439460341813E-12
417 => 7.3914074303456E-12
418 => 7.2263415454236E-12
419 => 6.9896791235724E-12
420 => 7.1644269729922E-12
421 => 7.0130442136748E-12
422 => 6.6719364875663E-12
423 => 6.923726863888E-12
424 => 6.7553618098187E-12
425 => 6.8044996833747E-12
426 => 7.1583779846166E-12
427 => 7.1157984111653E-12
428 => 7.1709003219736E-12
429 => 7.0736468916651E-12
430 => 6.9827968522986E-12
501 => 6.8132185072085E-12
502 => 6.7630147193387E-12
503 => 6.7768892401628E-12
504 => 6.7630078438152E-12
505 => 6.6681303182428E-12
506 => 6.6476415256288E-12
507 => 6.6134926403042E-12
508 => 6.6240768077908E-12
509 => 6.5598669127717E-12
510 => 6.6810442511139E-12
511 => 6.7035358329213E-12
512 => 6.7917185944153E-12
513 => 6.8008740212487E-12
514 => 7.0464617568066E-12
515 => 6.9111961589955E-12
516 => 7.001944000277E-12
517 => 6.993826659201E-12
518 => 6.343681052603E-12
519 => 6.4332653809089E-12
520 => 6.5726304826421E-12
521 => 6.5098466932162E-12
522 => 6.4210851041122E-12
523 => 6.3494053618154E-12
524 => 6.2408032226058E-12
525 => 6.393658648024E-12
526 => 6.5946472780866E-12
527 => 6.8059714245888E-12
528 => 7.0598635401046E-12
529 => 7.0031977755515E-12
530 => 6.8012250880929E-12
531 => 6.8102854353112E-12
601 => 6.8662929366992E-12
602 => 6.7937581335836E-12
603 => 6.7723662040973E-12
604 => 6.8633540140832E-12
605 => 6.8639805971246E-12
606 => 6.7805205400163E-12
607 => 6.6877699595697E-12
608 => 6.687381331251E-12
609 => 6.6708772613249E-12
610 => 6.9055518323621E-12
611 => 7.0345991181572E-12
612 => 7.0493941815036E-12
613 => 7.0336032925131E-12
614 => 7.0396805789676E-12
615 => 6.9645908067263E-12
616 => 7.1362237588896E-12
617 => 7.2937311285345E-12
618 => 7.2515157888155E-12
619 => 7.1882289933126E-12
620 => 7.1378180123895E-12
621 => 7.239640563794E-12
622 => 7.2351065658636E-12
623 => 7.292355439067E-12
624 => 7.289758299493E-12
625 => 7.2705076566737E-12
626 => 7.2515164763166E-12
627 => 7.3268143597669E-12
628 => 7.3051297785802E-12
629 => 7.2834115152495E-12
630 => 7.23985221324E-12
701 => 7.2457726458265E-12
702 => 7.1824967776812E-12
703 => 7.1532224657704E-12
704 => 6.7130070535281E-12
705 => 6.5953671109234E-12
706 => 6.6323790316487E-12
707 => 6.6445643169656E-12
708 => 6.5933672631843E-12
709 => 6.6667706868626E-12
710 => 6.6553308410358E-12
711 => 6.6998365890619E-12
712 => 6.6720313299101E-12
713 => 6.6731724674446E-12
714 => 6.7549418059036E-12
715 => 6.7786797927299E-12
716 => 6.766606461041E-12
717 => 6.7750622087063E-12
718 => 6.9699213447053E-12
719 => 6.9422186068106E-12
720 => 6.9275020794401E-12
721 => 6.9315786580963E-12
722 => 6.9813693451711E-12
723 => 6.9953080190813E-12
724 => 6.9362488782705E-12
725 => 6.9641015104937E-12
726 => 7.0826944834747E-12
727 => 7.1241953122371E-12
728 => 7.2566460361187E-12
729 => 7.2003786144899E-12
730 => 7.3036599020865E-12
731 => 7.621111368973E-12
801 => 7.8747135666926E-12
802 => 7.6414905051156E-12
803 => 8.1071986451825E-12
804 => 8.4698192340895E-12
805 => 8.455901251911E-12
806 => 8.3926699646698E-12
807 => 7.9798360649663E-12
808 => 7.5999401554524E-12
809 => 7.9177392149931E-12
810 => 7.9185493501518E-12
811 => 7.8912501290953E-12
812 => 7.7216970116855E-12
813 => 7.8853500481371E-12
814 => 7.8983402318701E-12
815 => 7.8910691833483E-12
816 => 7.7610732057685E-12
817 => 7.5625933752768E-12
818 => 7.6013758590613E-12
819 => 7.6649023586415E-12
820 => 7.54463344192E-12
821 => 7.5062002356769E-12
822 => 7.5776548782996E-12
823 => 7.8078966249959E-12
824 => 7.7643707564826E-12
825 => 7.7632341201539E-12
826 => 7.9494562434947E-12
827 => 7.8161613924322E-12
828 => 7.6018650303805E-12
829 => 7.5477523727407E-12
830 => 7.3556888927734E-12
831 => 7.4883478224935E-12
901 => 7.493121981206E-12
902 => 7.4204660411397E-12
903 => 7.6077606594872E-12
904 => 7.6060347066065E-12
905 => 7.7838430716024E-12
906 => 8.1237458837024E-12
907 => 8.0232198965629E-12
908 => 7.9063191107159E-12
909 => 7.9190294674447E-12
910 => 8.0584307089257E-12
911 => 7.9741455361054E-12
912 => 8.0044550719087E-12
913 => 8.0583848318131E-12
914 => 8.0909219949641E-12
915 => 7.9143478703858E-12
916 => 7.8731799954299E-12
917 => 7.7889649712307E-12
918 => 7.766994843365E-12
919 => 7.8355862233711E-12
920 => 7.8175148181087E-12
921 => 7.4927207316526E-12
922 => 7.4587779424807E-12
923 => 7.4598189193655E-12
924 => 7.3744681621011E-12
925 => 7.2442877707441E-12
926 => 7.5863940665631E-12
927 => 7.5589181432343E-12
928 => 7.5285868503469E-12
929 => 7.5323022606576E-12
930 => 7.6807990086145E-12
1001 => 7.594663395534E-12
1002 => 7.8236690402579E-12
1003 => 7.7765923642425E-12
1004 => 7.7283083491238E-12
1005 => 7.7216340274673E-12
1006 => 7.7030488010452E-12
1007 => 7.6393131443857E-12
1008 => 7.5623485090501E-12
1009 => 7.511529790239E-12
1010 => 6.9289891735331E-12
1011 => 7.0371053235108E-12
1012 => 7.1614830989631E-12
1013 => 7.2044178086365E-12
1014 => 7.1309750167486E-12
1015 => 7.6422131134485E-12
1016 => 7.7356212401285E-12
1017 => 7.4526819315536E-12
1018 => 7.399755539255E-12
1019 => 7.6456829589163E-12
1020 => 7.4973586614562E-12
1021 => 7.5641490835205E-12
1022 => 7.4197847234251E-12
1023 => 7.7131219577205E-12
1024 => 7.7108872194694E-12
1025 => 7.5967724100066E-12
1026 => 7.6932214655401E-12
1027 => 7.6764610686465E-12
1028 => 7.5476257298153E-12
1029 => 7.7172062677609E-12
1030 => 7.717290377592E-12
1031 => 7.6074573545539E-12
1101 => 7.4791964291859E-12
1102 => 7.4562664051179E-12
1103 => 7.438991712198E-12
1104 => 7.5599005680201E-12
1105 => 7.668307070078E-12
1106 => 7.8700246941568E-12
1107 => 7.9207412975428E-12
1108 => 8.1186915769536E-12
1109 => 8.0008218235886E-12
1110 => 8.0530719585864E-12
1111 => 8.1097968713595E-12
1112 => 8.1369928805324E-12
1113 => 8.0926784430034E-12
1114 => 8.400176706514E-12
1115 => 8.4261389814576E-12
1116 => 8.4348439076734E-12
1117 => 8.3311572233371E-12
1118 => 8.4232552671984E-12
1119 => 8.3801656424423E-12
1120 => 8.4922728754151E-12
1121 => 8.5098527210022E-12
1122 => 8.494963217211E-12
1123 => 8.5005433376794E-12
1124 => 8.238147816184E-12
1125 => 8.2245412241478E-12
1126 => 8.0390143762547E-12
1127 => 8.1146179381163E-12
1128 => 7.973280702989E-12
1129 => 8.0181001961827E-12
1130 => 8.0378562017267E-12
1201 => 8.027536785574E-12
1202 => 8.1188924500693E-12
1203 => 8.041221472519E-12
1204 => 7.8362349924729E-12
1205 => 7.6311926639973E-12
1206 => 7.6286185245872E-12
1207 => 7.5746344987973E-12
1208 => 7.5356139358187E-12
1209 => 7.5431306805772E-12
1210 => 7.5696206695307E-12
1211 => 7.5340742895045E-12
1212 => 7.5416599119303E-12
1213 => 7.6676317869361E-12
1214 => 7.6928945480783E-12
1215 => 7.6070418149194E-12
1216 => 7.2623307027964E-12
1217 => 7.177737731239E-12
1218 => 7.2385414816429E-12
1219 => 7.2094812052129E-12
1220 => 5.8186140095445E-12
1221 => 6.1453776261421E-12
1222 => 5.9512257810037E-12
1223 => 6.0406998837404E-12
1224 => 5.8425211252307E-12
1225 => 5.9371024162302E-12
1226 => 5.9196367053383E-12
1227 => 6.4450629311888E-12
1228 => 6.4368591233723E-12
1229 => 6.4407858520382E-12
1230 => 6.2533528617769E-12
1231 => 6.5519387046234E-12
]
'min_raw' => 3.8119244132314E-12
'max_raw' => 8.5098527210022E-12
'avg_raw' => 6.1608885671168E-12
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.0000000000038'
'max' => '$0.0000000000085'
'avg' => '$0.0000000000061'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 5.8779101018146E-13
'max_diff' => 1.2873958926547E-12
'year' => 2035
]
10 => [
'items' => [
101 => 6.6990328276092E-12
102 => 6.6718096202279E-12
103 => 6.6786611150248E-12
104 => 6.5609297343256E-12
105 => 6.4419257491514E-12
106 => 6.3099320150112E-12
107 => 6.5551600581251E-12
108 => 6.5278948859131E-12
109 => 6.590431381268E-12
110 => 6.7494792964899E-12
111 => 6.7728997061706E-12
112 => 6.8043769742878E-12
113 => 6.7930946143723E-12
114 => 7.0618862004155E-12
115 => 7.0293337658017E-12
116 => 7.1077757672463E-12
117 => 6.9464146188657E-12
118 => 6.7638191629321E-12
119 => 6.7985245896099E-12
120 => 6.7951821779374E-12
121 => 6.7526294411051E-12
122 => 6.7142147329544E-12
123 => 6.6502650671603E-12
124 => 6.8526112725026E-12
125 => 6.8443963860932E-12
126 => 6.9773858482995E-12
127 => 6.9538786690638E-12
128 => 6.7968919729455E-12
129 => 6.8024987835091E-12
130 => 6.8402072790907E-12
131 => 6.9707168128466E-12
201 => 7.009460928232E-12
202 => 6.9915131102994E-12
203 => 7.0339942640835E-12
204 => 7.0675696359382E-12
205 => 7.0382108138529E-12
206 => 7.4538698223042E-12
207 => 7.2812592223503E-12
208 => 7.365388427751E-12
209 => 7.385452747521E-12
210 => 7.3340584143373E-12
211 => 7.3452040049118E-12
212 => 7.3620865376404E-12
213 => 7.46459397043E-12
214 => 7.7336031348344E-12
215 => 7.8527454625418E-12
216 => 8.2111910338285E-12
217 => 7.842852350767E-12
218 => 7.8209966576511E-12
219 => 7.8855635290591E-12
220 => 8.0960090247215E-12
221 => 8.2665553328156E-12
222 => 8.3231353822629E-12
223 => 8.3306133698322E-12
224 => 8.436761303966E-12
225 => 8.4976033202697E-12
226 => 8.4238721527944E-12
227 => 8.361392708334E-12
228 => 8.137599093511E-12
229 => 8.1635038137966E-12
301 => 8.3419616480889E-12
302 => 8.5940438501407E-12
303 => 8.8103566041842E-12
304 => 8.7346114169787E-12
305 => 9.3124937275874E-12
306 => 9.3697883982467E-12
307 => 9.36187212732E-12
308 => 9.4923979136721E-12
309 => 9.2333308088774E-12
310 => 9.1225746023889E-12
311 => 8.3749014733981E-12
312 => 8.5849671254539E-12
313 => 8.8903098874402E-12
314 => 8.8498966279147E-12
315 => 8.6281485523249E-12
316 => 8.8101883883842E-12
317 => 8.750000325671E-12
318 => 8.7025275034041E-12
319 => 8.9200097052682E-12
320 => 8.6808790906421E-12
321 => 8.8879243766339E-12
322 => 8.6223866557402E-12
323 => 8.7349574146136E-12
324 => 8.6710568074421E-12
325 => 8.7124083316459E-12
326 => 8.4706681661009E-12
327 => 8.6011052915182E-12
328 => 8.465241552846E-12
329 => 8.4651771357439E-12
330 => 8.4621779361825E-12
331 => 8.6220210222182E-12
401 => 8.6272334995153E-12
402 => 8.5091092174254E-12
403 => 8.4920856629281E-12
404 => 8.5550306663106E-12
405 => 8.4813385526723E-12
406 => 8.515818628831E-12
407 => 8.4823829190537E-12
408 => 8.474855836519E-12
409 => 8.4148787622553E-12
410 => 8.3890389895585E-12
411 => 8.3991714302418E-12
412 => 8.3645841865584E-12
413 => 8.3437441211639E-12
414 => 8.4580323226387E-12
415 => 8.3969727469636E-12
416 => 8.4486740669489E-12
417 => 8.3897538875989E-12
418 => 8.1855108756716E-12
419 => 8.0680485596815E-12
420 => 7.6822524434881E-12
421 => 7.791663743462E-12
422 => 7.8642035485388E-12
423 => 7.8402291433936E-12
424 => 7.8917354425086E-12
425 => 7.8948975109575E-12
426 => 7.8781522880706E-12
427 => 7.8587634651635E-12
428 => 7.8493260584415E-12
429 => 7.9196647562251E-12
430 => 7.9604987377801E-12
501 => 7.8714838884357E-12
502 => 7.8506289546844E-12
503 => 7.9406278820161E-12
504 => 7.9955271756978E-12
505 => 8.4008727149951E-12
506 => 8.3708434081951E-12
507 => 8.4462110753093E-12
508 => 8.4377258326033E-12
509 => 8.5167231547499E-12
510 => 8.6458503897001E-12
511 => 8.3832986165035E-12
512 => 8.4288685259732E-12
513 => 8.4176958365341E-12
514 => 8.5396763301935E-12
515 => 8.5400571399801E-12
516 => 8.4669237406537E-12
517 => 8.5065705428824E-12
518 => 8.4844407855315E-12
519 => 8.5244322480807E-12
520 => 8.3704423484948E-12
521 => 8.557985424008E-12
522 => 8.6643102628152E-12
523 => 8.6657865833051E-12
524 => 8.7161837130536E-12
525 => 8.767390115683E-12
526 => 8.8656763463924E-12
527 => 8.7646489660535E-12
528 => 8.5829105436411E-12
529 => 8.5960314707277E-12
530 => 8.4894783001628E-12
531 => 8.4912694782104E-12
601 => 8.4817080294152E-12
602 => 8.510402657002E-12
603 => 8.3767392056112E-12
604 => 8.4081097504899E-12
605 => 8.3641908039541E-12
606 => 8.4287730547606E-12
607 => 8.3592932287213E-12
608 => 8.417690448725E-12
609 => 8.4428927529801E-12
610 => 8.5358897982481E-12
611 => 8.3455574895216E-12
612 => 7.9574570276636E-12
613 => 8.0390404500094E-12
614 => 7.9183721601205E-12
615 => 7.9295404697663E-12
616 => 7.9521022326741E-12
617 => 7.8789721773404E-12
618 => 7.8929230873052E-12
619 => 7.8924246626302E-12
620 => 7.8881295080519E-12
621 => 7.8691055562429E-12
622 => 7.8415170623456E-12
623 => 7.9514211307417E-12
624 => 7.9700959735836E-12
625 => 8.0116078358974E-12
626 => 8.1351189803781E-12
627 => 8.1227773044511E-12
628 => 8.1429070899392E-12
629 => 8.0989638812426E-12
630 => 7.9315788691855E-12
701 => 7.9406686806538E-12
702 => 7.82731858599E-12
703 => 8.008709219131E-12
704 => 7.9657535229639E-12
705 => 7.9380597062016E-12
706 => 7.9305031917165E-12
707 => 8.0543204964347E-12
708 => 8.0913685746048E-12
709 => 8.0682826984932E-12
710 => 8.0209328930658E-12
711 => 8.1118585171998E-12
712 => 8.136186378374E-12
713 => 8.1416324893139E-12
714 => 8.3027352620202E-12
715 => 8.1506363446796E-12
716 => 8.1872480658167E-12
717 => 8.4728822628518E-12
718 => 8.2138514609658E-12
719 => 8.351065853801E-12
720 => 8.3443499233009E-12
721 => 8.4145441635935E-12
722 => 8.3385919467806E-12
723 => 8.3395334655359E-12
724 => 8.401861195546E-12
725 => 8.3143331396122E-12
726 => 8.2926599620531E-12
727 => 8.2627186224815E-12
728 => 8.3280944420541E-12
729 => 8.3672842891939E-12
730 => 8.6831256753692E-12
731 => 8.8871736149556E-12
801 => 8.87831535576E-12
802 => 8.9592632628414E-12
803 => 8.9227954893034E-12
804 => 8.8050314288365E-12
805 => 9.0060403202562E-12
806 => 8.9424326964418E-12
807 => 8.9476764316658E-12
808 => 8.9474812595789E-12
809 => 8.9897747687405E-12
810 => 8.9598059413563E-12
811 => 8.900734306345E-12
812 => 8.9399488144233E-12
813 => 9.0564018839725E-12
814 => 9.4178757850699E-12
815 => 9.6201613690162E-12
816 => 9.4056979389191E-12
817 => 9.5536319412203E-12
818 => 9.4649242541142E-12
819 => 9.4488034285419E-12
820 => 9.541716914224E-12
821 => 9.6347930326631E-12
822 => 9.6288644862976E-12
823 => 9.5612960038224E-12
824 => 9.523128282559E-12
825 => 9.8121470550906E-12
826 => 1.0025091163386E-11
827 => 1.0010569802795E-11
828 => 1.0074662365841E-11
829 => 1.0262840113253E-11
830 => 1.0280044728156E-11
831 => 1.0277877342122E-11
901 => 1.0235233908969E-11
902 => 1.0420519339264E-11
903 => 1.0575087705004E-11
904 => 1.0225363186281E-11
905 => 1.0358533704781E-11
906 => 1.0418318241021E-11
907 => 1.0506099677495E-11
908 => 1.0654201674703E-11
909 => 1.0815079725785E-11
910 => 1.0837829646146E-11
911 => 1.0821687488966E-11
912 => 1.0715584089643E-11
913 => 1.0891618772812E-11
914 => 1.0994735761691E-11
915 => 1.1056139568778E-11
916 => 1.1211849406932E-11
917 => 1.0418687449964E-11
918 => 9.8572479941147E-12
919 => 9.7695711157999E-12
920 => 9.9478654955761E-12
921 => 9.994880301652E-12
922 => 9.9759286922744E-12
923 => 9.3439775408741E-12
924 => 9.766244023773E-12
925 => 1.0220567254198E-11
926 => 1.0238019659768E-11
927 => 1.046546336837E-11
928 => 1.0539528363123E-11
929 => 1.0722650360275E-11
930 => 1.0711196029495E-11
1001 => 1.0755783321694E-11
1002 => 1.0745533475362E-11
1003 => 1.1084728414201E-11
1004 => 1.1458910802676E-11
1005 => 1.1445954056391E-11
1006 => 1.1392160910922E-11
1007 => 1.1472052905037E-11
1008 => 1.1858249229766E-11
1009 => 1.1822694460855E-11
1010 => 1.1857232890304E-11
1011 => 1.2312580122229E-11
1012 => 1.2904596296122E-11
1013 => 1.2629545345897E-11
1014 => 1.3226326764106E-11
1015 => 1.3601969032845E-11
1016 => 1.4251603494493E-11
1017 => 1.4170266060378E-11
1018 => 1.442316398906E-11
1019 => 1.4024655077676E-11
1020 => 1.3109598065201E-11
1021 => 1.2964786790279E-11
1022 => 1.3254702629878E-11
1023 => 1.3967432431958E-11
1024 => 1.323225623202E-11
1025 => 1.3380981419772E-11
1026 => 1.3338148555694E-11
1027 => 1.3335866174396E-11
1028 => 1.3422975385453E-11
1029 => 1.3296618931503E-11
1030 => 1.2781820007018E-11
1031 => 1.301774932038E-11
1101 => 1.2926645682235E-11
1102 => 1.3027731960983E-11
1103 => 1.3573252916237E-11
1104 => 1.3332065098324E-11
1105 => 1.307799332466E-11
1106 => 1.3396655711875E-11
1107 => 1.3802422435075E-11
1108 => 1.377703028277E-11
1109 => 1.3727758894202E-11
1110 => 1.4005499131794E-11
1111 => 1.4464244634041E-11
1112 => 1.458824169991E-11
1113 => 1.4679773798926E-11
1114 => 1.4692394528932E-11
1115 => 1.4822395891743E-11
1116 => 1.4123345799351E-11
1117 => 1.5232756248856E-11
1118 => 1.542432078664E-11
1119 => 1.5388314593073E-11
1120 => 1.5601230514553E-11
1121 => 1.5538585249298E-11
1122 => 1.5447822088685E-11
1123 => 1.5785339112744E-11
1124 => 1.5398403080879E-11
1125 => 1.4849196097538E-11
1126 => 1.4547890284395E-11
1127 => 1.4944674084789E-11
1128 => 1.5186976105843E-11
1129 => 1.5347122328457E-11
1130 => 1.5395582478657E-11
1201 => 1.4177611068083E-11
1202 => 1.3521192029575E-11
1203 => 1.3941949107399E-11
1204 => 1.4455301781447E-11
1205 => 1.4120494099327E-11
1206 => 1.4133617926591E-11
1207 => 1.36562701578E-11
1208 => 1.4497536467017E-11
1209 => 1.4374971041927E-11
1210 => 1.5010840684106E-11
1211 => 1.4859085290828E-11
1212 => 1.5377612299707E-11
1213 => 1.5241066760537E-11
1214 => 1.5807859659475E-11
1215 => 1.6033968692167E-11
1216 => 1.6413640949117E-11
1217 => 1.6692929406874E-11
1218 => 1.6856932931205E-11
1219 => 1.6847086774766E-11
1220 => 1.7496950444399E-11
1221 => 1.7113748542924E-11
1222 => 1.6632356640917E-11
1223 => 1.6623649780182E-11
1224 => 1.6872969467607E-11
1225 => 1.7395475134935E-11
1226 => 1.7530953252325E-11
1227 => 1.7606667037681E-11
1228 => 1.7490708739792E-11
1229 => 1.7074770540068E-11
1230 => 1.6895170534282E-11
1231 => 1.7048194942725E-11
]
'min_raw' => 6.3099320150112E-12
'max_raw' => 1.7606667037681E-11
'avg_raw' => 1.1958299526346E-11
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.0000000000063'
'max' => '$0.000000000017'
'avg' => '$0.000000000011'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 2.4980076017799E-12
'max_diff' => 9.0968143166785E-12
'year' => 2036
]
11 => [
'items' => [
101 => 1.6861059240736E-11
102 => 1.7184107963373E-11
103 => 1.7627722859036E-11
104 => 1.7536118137325E-11
105 => 1.7842338987858E-11
106 => 1.8159245352786E-11
107 => 1.8612435687789E-11
108 => 1.8730916422948E-11
109 => 1.8926760572748E-11
110 => 1.9128348534343E-11
111 => 1.919309315466E-11
112 => 1.931671072392E-11
113 => 1.9316059198311E-11
114 => 1.9688589063699E-11
115 => 2.0099501041511E-11
116 => 2.0254610800501E-11
117 => 2.0611277138496E-11
118 => 2.0000498533758E-11
119 => 2.0463781121571E-11
120 => 2.0881673612493E-11
121 => 2.038344495713E-11
122 => 2.107013708616E-11
123 => 2.1096799785452E-11
124 => 2.1499374889352E-11
125 => 2.1091287897492E-11
126 => 2.0848967144384E-11
127 => 2.1548538078965E-11
128 => 2.188703841793E-11
129 => 2.1785079361027E-11
130 => 2.1009165903651E-11
131 => 2.0557550990965E-11
201 => 1.9375587654455E-11
202 => 2.0775674283568E-11
203 => 2.1457615639522E-11
204 => 2.1007399840284E-11
205 => 2.123446250193E-11
206 => 2.2473242758557E-11
207 => 2.2944890075199E-11
208 => 2.2846790730401E-11
209 => 2.2863367904819E-11
210 => 2.3117860235875E-11
211 => 2.4246419383261E-11
212 => 2.3570160582351E-11
213 => 2.4087135096713E-11
214 => 2.436133651504E-11
215 => 2.4616030073794E-11
216 => 2.3990583190221E-11
217 => 2.3176885984333E-11
218 => 2.2919153922543E-11
219 => 2.0962634751834E-11
220 => 2.0860789432266E-11
221 => 2.0803620568164E-11
222 => 2.0443178966696E-11
223 => 2.0159970601205E-11
224 => 1.9934752794115E-11
225 => 1.934371401258E-11
226 => 1.9543172251222E-11
227 => 1.8601179792836E-11
228 => 1.9203833185549E-11
301 => 1.770039047676E-11
302 => 1.895250223968E-11
303 => 1.8271034733659E-11
304 => 1.8728621835943E-11
305 => 1.872702535765E-11
306 => 1.7884462424223E-11
307 => 1.7398489708062E-11
308 => 1.7708170437141E-11
309 => 1.80401727612E-11
310 => 1.8094039021289E-11
311 => 1.8524488700579E-11
312 => 1.8644617953584E-11
313 => 1.828062070868E-11
314 => 1.7669234968341E-11
315 => 1.7811245931598E-11
316 => 1.7395611860424E-11
317 => 1.6667229137826E-11
318 => 1.7190366325538E-11
319 => 1.7368988362142E-11
320 => 1.7447878029379E-11
321 => 1.6731597277024E-11
322 => 1.6506526313423E-11
323 => 1.638670042093E-11
324 => 1.7576772117881E-11
325 => 1.7641966931875E-11
326 => 1.7308421045864E-11
327 => 1.8816080078751E-11
328 => 1.8474850406312E-11
329 => 1.8856087553726E-11
330 => 1.7798359925171E-11
331 => 1.7838766545001E-11
401 => 1.7338021334806E-11
402 => 1.7618405192708E-11
403 => 1.7420238919136E-11
404 => 1.7595752947797E-11
405 => 1.7700955332904E-11
406 => 1.8201618375738E-11
407 => 1.8958219007403E-11
408 => 1.812683601278E-11
409 => 1.7764590536398E-11
410 => 1.7989325592599E-11
411 => 1.8587824662502E-11
412 => 1.9494581390009E-11
413 => 1.8957763157145E-11
414 => 1.9195993973125E-11
415 => 1.9248036808266E-11
416 => 1.8852206917443E-11
417 => 1.9509176202689E-11
418 => 1.9861251379862E-11
419 => 2.0222407659948E-11
420 => 2.0535989538578E-11
421 => 2.0078153899685E-11
422 => 2.0568103661461E-11
423 => 2.0173290641245E-11
424 => 1.9819102547091E-11
425 => 1.9819639704228E-11
426 => 1.9597452338903E-11
427 => 1.9166936321176E-11
428 => 1.9087542562206E-11
429 => 1.9500558922692E-11
430 => 1.9831758931007E-11
501 => 1.9859038150033E-11
502 => 2.0042407492307E-11
503 => 2.0150923580211E-11
504 => 2.1214528762132E-11
505 => 2.1642319564904E-11
506 => 2.2165414060868E-11
507 => 2.2369188847037E-11
508 => 2.29824778961E-11
509 => 2.248719718008E-11
510 => 2.2380040081708E-11
511 => 2.0892401453999E-11
512 => 2.1136002195948E-11
513 => 2.1526030487782E-11
514 => 2.0898832876875E-11
515 => 2.1296645400006E-11
516 => 2.1375182018893E-11
517 => 2.0877520942057E-11
518 => 2.1143343225861E-11
519 => 2.0437398050892E-11
520 => 1.8973606683092E-11
521 => 1.9510805820929E-11
522 => 1.9906365205651E-11
523 => 1.9341853191532E-11
524 => 2.0353719127209E-11
525 => 1.9762607936739E-11
526 => 1.9575254067701E-11
527 => 1.8844319828108E-11
528 => 1.9189292652957E-11
529 => 1.96558733381E-11
530 => 1.9367580720508E-11
531 => 1.9965831189366E-11
601 => 2.0813113400841E-11
602 => 2.1416937161266E-11
603 => 2.1463291251882E-11
604 => 2.1075073026979E-11
605 => 2.1697195209962E-11
606 => 2.1701726690878E-11
607 => 2.099997032703E-11
608 => 2.0570148461568E-11
609 => 2.0472492029383E-11
610 => 2.0716456943654E-11
611 => 2.1012675387987E-11
612 => 2.1479729313967E-11
613 => 2.1761960219673E-11
614 => 2.2497868738048E-11
615 => 2.269698448297E-11
616 => 2.2915752318517E-11
617 => 2.320809361231E-11
618 => 2.3559124290277E-11
619 => 2.2791089151072E-11
620 => 2.2821604618949E-11
621 => 2.2106420931492E-11
622 => 2.1342144593728E-11
623 => 2.19221350657E-11
624 => 2.2680395454905E-11
625 => 2.2506449683818E-11
626 => 2.2486877231181E-11
627 => 2.2519792667571E-11
628 => 2.2388643236709E-11
629 => 2.1795459221546E-11
630 => 2.149756592266E-11
701 => 2.1881924278909E-11
702 => 2.2086193639433E-11
703 => 2.2402997603446E-11
704 => 2.2363944827961E-11
705 => 2.3179997816995E-11
706 => 2.3497091332372E-11
707 => 2.3415965241942E-11
708 => 2.343089439499E-11
709 => 2.400497705822E-11
710 => 2.4643475048837E-11
711 => 2.524151267428E-11
712 => 2.5849862233194E-11
713 => 2.5116473095635E-11
714 => 2.4744103320737E-11
715 => 2.5128293878151E-11
716 => 2.4924436960514E-11
717 => 2.609585927715E-11
718 => 2.6176966016755E-11
719 => 2.7348303626225E-11
720 => 2.84600424979E-11
721 => 2.7761779231471E-11
722 => 2.8420210041245E-11
723 => 2.9132356644667E-11
724 => 3.0506202984289E-11
725 => 3.0043539869601E-11
726 => 2.9689147174606E-11
727 => 2.9354247790248E-11
728 => 3.0051120245316E-11
729 => 3.0947635525953E-11
730 => 3.1140736330685E-11
731 => 3.1453633404537E-11
801 => 3.1124660390616E-11
802 => 3.1520872150695E-11
803 => 3.2919673768042E-11
804 => 3.2541705223472E-11
805 => 3.2004929128706E-11
806 => 3.3109148663266E-11
807 => 3.3508761420279E-11
808 => 3.6313453027821E-11
809 => 3.9854492038373E-11
810 => 3.8388478636289E-11
811 => 3.7478476809658E-11
812 => 3.7692348824448E-11
813 => 3.8985416399367E-11
814 => 3.9400708664517E-11
815 => 3.827180112801E-11
816 => 3.8670550354803E-11
817 => 4.0867697798591E-11
818 => 4.2046396909254E-11
819 => 4.0445565196563E-11
820 => 3.6028933991156E-11
821 => 3.1956598314366E-11
822 => 3.3036765115516E-11
823 => 3.2914307721744E-11
824 => 3.5274868550369E-11
825 => 3.2532690798686E-11
826 => 3.2578862039318E-11
827 => 3.4988236766001E-11
828 => 3.4345456896062E-11
829 => 3.3304235827786E-11
830 => 3.1964200380449E-11
831 => 2.948702091777E-11
901 => 2.7292913986415E-11
902 => 3.159606295145E-11
903 => 3.1410503343309E-11
904 => 3.1141785532328E-11
905 => 3.1739787942363E-11
906 => 3.4643517899547E-11
907 => 3.4576577525577E-11
908 => 3.415073701966E-11
909 => 3.4473733290212E-11
910 => 3.3247613019894E-11
911 => 3.3563612131795E-11
912 => 3.1955953235589E-11
913 => 3.268268219844E-11
914 => 3.330200183501E-11
915 => 3.3426339421235E-11
916 => 3.3706478351835E-11
917 => 3.1312721861713E-11
918 => 3.238744824878E-11
919 => 3.3018749312937E-11
920 => 3.0166508138145E-11
921 => 3.2962369675566E-11
922 => 3.1271051886847E-11
923 => 3.0696993226616E-11
924 => 3.146988758614E-11
925 => 3.1168689902569E-11
926 => 3.0909737821156E-11
927 => 3.0765238110366E-11
928 => 3.1332766426763E-11
929 => 3.130629055246E-11
930 => 3.0377704074335E-11
1001 => 2.9166400867648E-11
1002 => 2.9572953983484E-11
1003 => 2.9425249425045E-11
1004 => 2.8889949050994E-11
1005 => 2.9250676870691E-11
1006 => 2.7662214112918E-11
1007 => 2.4929346499279E-11
1008 => 2.6734762554848E-11
1009 => 2.6665256000623E-11
1010 => 2.6630207644112E-11
1011 => 2.7986927911837E-11
1012 => 2.7856510562957E-11
1013 => 2.7619801797691E-11
1014 => 2.8885601708891E-11
1015 => 2.8423567713891E-11
1016 => 2.9847447617579E-11
1017 => 3.0785307012926E-11
1018 => 3.0547435533693E-11
1019 => 3.1429496828085E-11
1020 => 2.9582320146151E-11
1021 => 3.0195878144024E-11
1022 => 3.0322331597031E-11
1023 => 2.8869981934471E-11
1024 => 2.7877848454133E-11
1025 => 2.7811684462144E-11
1026 => 2.6091461731652E-11
1027 => 2.7010390829128E-11
1028 => 2.7819010407037E-11
1029 => 2.7431744380633E-11
1030 => 2.7309147525917E-11
1031 => 2.7935468268648E-11
1101 => 2.7984138754432E-11
1102 => 2.6874446520676E-11
1103 => 2.7105186675457E-11
1104 => 2.8067411478251E-11
1105 => 2.7080941079241E-11
1106 => 2.5164390232989E-11
1107 => 2.468905912473E-11
1108 => 2.4625641192797E-11
1109 => 2.3336505528213E-11
1110 => 2.4720823022268E-11
1111 => 2.411653133871E-11
1112 => 2.6025481526541E-11
1113 => 2.4935099417158E-11
1114 => 2.4888095223741E-11
1115 => 2.4817041491376E-11
1116 => 2.3707429171345E-11
1117 => 2.395036374989E-11
1118 => 2.4757915288955E-11
1119 => 2.5046058775813E-11
1120 => 2.5016003049443E-11
1121 => 2.4753957845855E-11
1122 => 2.4873920798169E-11
1123 => 2.4487478330903E-11
1124 => 2.4351017452606E-11
1125 => 2.3920309384181E-11
1126 => 2.3287287509738E-11
1127 => 2.3375313083928E-11
1128 => 2.2121131111471E-11
1129 => 2.1437786208401E-11
1130 => 2.1248645345573E-11
1201 => 2.0995718279057E-11
1202 => 2.1277214130749E-11
1203 => 2.2117578171523E-11
1204 => 2.1103920845173E-11
1205 => 1.9366076458939E-11
1206 => 1.9470523867695E-11
1207 => 1.9705186184454E-11
1208 => 1.926789450962E-11
1209 => 1.8854034638497E-11
1210 => 1.9213852218925E-11
1211 => 1.8477504642881E-11
1212 => 1.9794170271077E-11
1213 => 1.9758558155747E-11
1214 => 2.0249329679882E-11
1215 => 2.055621918557E-11
1216 => 1.9848938231618E-11
1217 => 1.967105898439E-11
1218 => 1.9772387087772E-11
1219 => 1.8097659250006E-11
1220 => 2.0112468686294E-11
1221 => 2.0129892841965E-11
1222 => 1.9980696642592E-11
1223 => 2.1053520467152E-11
1224 => 2.3317513359117E-11
1225 => 2.2465708164257E-11
1226 => 2.2135863446859E-11
1227 => 2.150882839797E-11
1228 => 2.2344315370957E-11
1229 => 2.2280163007059E-11
1230 => 2.1990041688449E-11
1231 => 2.181457540972E-11
]
'min_raw' => 1.638670042093E-11
'max_raw' => 4.2046396909254E-11
'avg_raw' => 2.9216548665092E-11
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.000000000016'
'max' => '$0.000000000042'
'avg' => '$0.000000000029'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0076768405918E-11
'max_diff' => 2.4439729871573E-11
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 5.1435980154982E-13
]
1 => [
'year' => 2028
'avg' => 8.827907391768E-13
]
2 => [
'year' => 2029
'avg' => 2.4116251918806E-12
]
3 => [
'year' => 2030
'avg' => 1.8605652440359E-12
]
4 => [
'year' => 2031
'avg' => 1.8273056469555E-12
]
5 => [
'year' => 2032
'avg' => 3.2038418733644E-12
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 5.1435980154982E-13
'min' => '$0.00000000000051'
'max_raw' => 3.2038418733644E-12
'max' => '$0.0000000000032'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 3.2038418733644E-12
]
1 => [
'year' => 2033
'avg' => 8.240610745468E-12
]
2 => [
'year' => 2034
'avg' => 5.2232951156987E-12
]
3 => [
'year' => 2035
'avg' => 6.1608885671168E-12
]
4 => [
'year' => 2036
'avg' => 1.1958299526346E-11
]
5 => [
'year' => 2037
'avg' => 2.9216548665092E-11
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 3.2038418733644E-12
'min' => '$0.0000000000032'
'max_raw' => 2.9216548665092E-11
'max' => '$0.000000000029'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.9216548665092E-11
]
]
]
]
'prediction_2025_max_price' => '$0.00000000000087'
'last_price' => 8.5863779121646E-13
'sma_50day_nextmonth' => '$0.00000000000081'
'sma_200day_nextmonth' => '$0.0000000000013'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.00000000000086'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.00000000000085'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.00000000000087'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.00000000000085'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.000000000001'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.0000000000012'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.0000000000016'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.00000000000085'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.00000000000086'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.00000000000086'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.00000000000089'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.000000000001'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.0000000000012'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.0000000000023'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0000000000013'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.0000000000032'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.00000000000086'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.00000000000089'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.000000000001'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.0000000000015'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0000000000056'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.00000000001'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.0000000000052'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '45.86'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 69.28
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.00000000000086'
'vwma_10_action' => 'SELL'
'hma_9' => '0.00000000000085'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 49.99
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 5.33
'cci_20_action' => 'NEUTRAL'
'adx_14' => 10.72
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000000000000042'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -50.01
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 45.32
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.00000000000072'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 28
'buy_signals' => 3
'sell_pct' => 90.32
'buy_pct' => 9.68
'overall_action' => 'bearish'
'overall_action_label' => 'Bärisch'
'overall_action_dir' => -1
'last_updated' => 1767703649
'last_updated_date' => '6. Januar 2026'
]
Baby Grok Preisprognose für 2026
Die Preisprognose für Baby Grok im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.00000000000029 am unteren Ende und $0.00000000000087 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Baby Grok im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn BABYGROK das prognostizierte Preisziel erreicht.
Baby Grok Preisprognose 2027-2032
Die Preisprognose für BABYGROK für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.00000000000051 am unteren Ende und $0.0000000000032 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Baby Grok, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Baby Grok Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.00000000000028 | $0.00000000000051 | $0.00000000000074 |
| 2028 | $0.00000000000051 | $0.00000000000088 | $0.0000000000012 |
| 2029 | $0.0000000000011 | $0.0000000000024 | $0.0000000000036 |
| 2030 | $0.00000000000095 | $0.0000000000018 | $0.0000000000027 |
| 2031 | $0.0000000000011 | $0.0000000000018 | $0.0000000000025 |
| 2032 | $0.0000000000017 | $0.0000000000032 | $0.0000000000046 |
Baby Grok Preisprognose 2032-2037
Die Preisprognose für Baby Grok für die Jahre 2032-2037 wird derzeit zwischen $0.0000000000032 am unteren Ende und $0.000000000029 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Baby Grok bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Baby Grok Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.0000000000017 | $0.0000000000032 | $0.0000000000046 |
| 2033 | $0.000000000004 | $0.0000000000082 | $0.000000000012 |
| 2034 | $0.0000000000032 | $0.0000000000052 | $0.0000000000072 |
| 2035 | $0.0000000000038 | $0.0000000000061 | $0.0000000000085 |
| 2036 | $0.0000000000063 | $0.000000000011 | $0.000000000017 |
| 2037 | $0.000000000016 | $0.000000000029 | $0.000000000042 |
Baby Grok Potenzielles Preishistogramm
Baby Grok Preisprognose basierend auf technischer Analyse
Marktstimmungsindikator
Bullisch 9.68%
Bärisch 90.32%
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Baby Grok Bärisch, mit 3 technischen Indikatoren, die bullische Signale zeigen, und 28 anzeigen bärische Signale. Die Preisprognose für BABYGROK wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Baby Grok
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Baby Grok im nächsten Monat steigen, und bis zum 04.02.2026 $0.0000000000013 erreichen. Der kurzfristige 50-Tage-SMA für Baby Grok wird voraussichtlich bis zum 04.02.2026 $0.00000000000081 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 45.86, was darauf hindeutet, dass sich der BABYGROK-Markt in einem NEUTRAL Zustand befindet.
Beliebte BABYGROK Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.00000000000086 | SELL |
| SMA 5 | $0.00000000000085 | BUY |
| SMA 10 | $0.00000000000087 | SELL |
| SMA 21 | $0.00000000000085 | SELL |
| SMA 50 | $0.000000000001 | SELL |
| SMA 100 | $0.0000000000012 | SELL |
| SMA 200 | $0.0000000000016 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.00000000000085 | SELL |
| EMA 5 | $0.00000000000086 | SELL |
| EMA 10 | $0.00000000000086 | SELL |
| EMA 21 | $0.00000000000089 | SELL |
| EMA 50 | $0.000000000001 | SELL |
| EMA 100 | $0.0000000000012 | SELL |
| EMA 200 | $0.0000000000023 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.0000000000013 | SELL |
| SMA 50 | $0.0000000000032 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.0000000000015 | SELL |
| EMA 50 | $0.0000000000056 | SELL |
| EMA 100 | $0.00000000001 | SELL |
| EMA 200 | $0.0000000000052 | SELL |
Baby Grok Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 45.86 | NEUTRAL |
| Stoch RSI (14) | 69.28 | NEUTRAL |
| Stochastic Fast (14) | 49.99 | NEUTRAL |
| Commodity Channel Index (20) | 5.33 | NEUTRAL |
| Average Directional Index (14) | 10.72 | NEUTRAL |
| Awesome Oscillator (5, 34) | -0.000000000000042 | SELL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Prozentbereich (14) | -50.01 | NEUTRAL |
| Ultimate Oscillator (7, 14, 28) | 45.32 | NEUTRAL |
| VWMA (10) | 0.00000000000086 | SELL |
| Hull Moving Average (9) | 0.00000000000085 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.00000000000072 | SELL |
Auf weltweiten Geldflüssen basierende Baby Grok-Preisprognose
Definition weltweiter Geldflüsse, die für Baby Grok-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Baby Grok-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.0000000000011 | $0.0000000000016 | $0.0000000000023 | $0.0000000000033 | $0.0000000000046 | $0.0000000000065 |
| Amazon.com aktie | $0.0000000000017 | $0.0000000000037 | $0.0000000000077 | $0.000000000016 | $0.000000000033 | $0.00000000007 |
| Apple aktie | $0.0000000000012 | $0.0000000000017 | $0.0000000000024 | $0.0000000000034 | $0.0000000000048 | $0.0000000000069 |
| Netflix aktie | $0.0000000000013 | $0.0000000000021 | $0.0000000000033 | $0.0000000000052 | $0.0000000000083 | $0.000000000013 |
| Google aktie | $0.0000000000011 | $0.0000000000014 | $0.0000000000018 | $0.0000000000023 | $0.0000000000031 | $0.000000000004 |
| Tesla aktie | $0.0000000000019 | $0.0000000000043 | $0.0000000000099 | $0.000000000022 | $0.000000000051 | $0.00000000011 |
| Kodak aktie | $0.00000000000063 | $0.00000000000047 | $0.00000000000035 | $0.00000000000026 | $0.0000000000002 | $0.00000000000015 |
| Nokia aktie | $0.00000000000056 | $0.00000000000037 | $0.00000000000024 | $0.00000000000016 | $0.0000000000001 | $0.000000000000072 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Baby Grok Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Baby Grok investieren?", "Sollte ich heute BABYGROK kaufen?", "Wird Baby Grok auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Baby Grok-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Baby Grok.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Baby Grok zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Baby Grok-Preis entspricht heute $0.000000000001 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
Baby Grok-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Baby Grok 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.00000000000087 | $0.00000000000089 | $0.00000000000092 | $0.00000000000094 |
| Wenn die Wachstumsrate von Baby Grok 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.00000000000089 | $0.00000000000094 | $0.00000000000099 | $0.000000000001 |
| Wenn die Wachstumsrate von Baby Grok 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.00000000000096 | $0.000000000001 | $0.0000000000012 | $0.0000000000013 |
| Wenn die Wachstumsrate von Baby Grok 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.000000000001 | $0.0000000000013 | $0.0000000000017 | $0.0000000000021 |
| Wenn die Wachstumsrate von Baby Grok 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.0000000000012 | $0.0000000000019 | $0.0000000000029 | $0.0000000000045 |
| Wenn die Wachstumsrate von Baby Grok 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.0000000000019 | $0.0000000000045 | $0.00000000001 | $0.000000000023 |
| Wenn die Wachstumsrate von Baby Grok 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.000000000003 | $0.000000000011 | $0.000000000039 | $0.00000000014 |
Fragefeld
Ist BABYGROK eine gute Investition?
Die Entscheidung, Baby Grok zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Baby Grok in den letzten 2026 Stunden um -33.2659% gefallen, und Baby Grok hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Baby Grok investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Baby Grok steigen?
Es scheint, dass der Durchschnittswert von Baby Grok bis zum Ende dieses Jahres potenziell auf $0.00000000000087 steigen könnte. Betrachtet man die Aussichten von Baby Grok in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.0000000000027 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Baby Grok nächste Woche kosten?
Basierend auf unserer neuen experimentellen Baby Grok-Prognose wird der Preis von Baby Grok in der nächsten Woche um 0.86% steigen und $0.00000000000086 erreichen bis zum 13. Januar 2026.
Wie viel wird Baby Grok nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Baby Grok-Prognose wird der Preis von Baby Grok im nächsten Monat um -11.62% fallen und $0.000000000000753 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Baby Grok in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Baby Grok im Jahr 2026 wird erwartet, dass BABYGROK innerhalb der Spanne von $0.00000000000029 bis $0.00000000000087 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Baby Grok-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Baby Grok in 5 Jahren sein?
Die Zukunft von Baby Grok scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.0000000000027 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Baby Grok-Prognose für 2030 könnte der Wert von Baby Grok seinen höchsten Gipfel von ungefähr $0.0000000000027 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.00000000000095 liegen wird.
Wie viel wird Baby Grok im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Baby Grok-Preisprognosesimulation wird der Wert von BABYGROK im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.00000000000087 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.00000000000087 und $0.00000000000029 während des Jahres 2026 liegen.
Wie viel wird Baby Grok im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Baby Grok könnte der Wert von BABYGROK um -12.62% fallen und bis zu $0.00000000000074 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.00000000000074 und $0.00000000000028 im Laufe des Jahres schwanken.
Wie viel wird Baby Grok im Jahr 2028 kosten?
Unser neues experimentelles Baby Grok-Preisprognosemodell deutet darauf hin, dass der Wert von BABYGROK im Jahr 2028 um 47.02% steigen, und im besten Fall $0.0000000000012 erreichen wird. Der Preis wird voraussichtlich zwischen $0.0000000000012 und $0.00000000000051 im Laufe des Jahres liegen.
Wie viel wird Baby Grok im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Baby Grok im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.0000000000036 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.0000000000036 und $0.0000000000011.
Wie viel wird Baby Grok im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Baby Grok-Preisprognosen wird der Wert von BABYGROK im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.0000000000027 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.0000000000027 und $0.00000000000095 während des Jahres 2030 liegen.
Wie viel wird Baby Grok im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Baby Grok im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.0000000000025 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.0000000000025 und $0.0000000000011 während des Jahres schwanken.
Wie viel wird Baby Grok im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Baby Grok-Preisprognose könnte BABYGROK eine 449.04% Steigerung im Wert erfahren und $0.0000000000046 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.0000000000046 und $0.0000000000017 liegen.
Wie viel wird Baby Grok im Jahr 2033 kosten?
Laut unserer experimentellen Baby Grok-Preisprognose wird der Wert von BABYGROK voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.000000000012 beträgt. Im Laufe des Jahres könnte der Preis von BABYGROK zwischen $0.000000000012 und $0.000000000004 liegen.
Wie viel wird Baby Grok im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Baby Grok-Preisprognosesimulation deuten darauf hin, dass BABYGROK im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.0000000000072 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.0000000000072 und $0.0000000000032.
Wie viel wird Baby Grok im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Baby Grok könnte BABYGROK um 897.93% steigen, wobei der Wert im Jahr 2035 $0.0000000000085 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.0000000000085 und $0.0000000000038.
Wie viel wird Baby Grok im Jahr 2036 kosten?
Unsere jüngste Baby Grok-Preisprognosesimulation deutet darauf hin, dass der Wert von BABYGROK im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.000000000017 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.000000000017 und $0.0000000000063.
Wie viel wird Baby Grok im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Baby Grok um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $0.000000000042 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.000000000042 und $0.000000000016 liegen.
Verwandte Prognosen
OneFinity-Preisprognose- Husky Axax-Preisprognose
- Amulet Protocol-Preisprognose
- Coupon Assets-Preisprognose
- Witch Token-Preisprognose
- Super Trump-Preisprognose
- AngelBlock-Preisprognose
- SuperWalk GRND-Preisprognose
- WaultSwap-Preisprognose
- Hanu Yokia-Preisprognose
- Raven Protocol-Preisprognose
- Vault AI-Preisprognose
- Notional Finance-Preisprognose
- Bellscoin-Preisprognose
- Polkaswap-Preisprognose
- f(x) Protocol-Preisprognose
- STAT-Preisprognose
- YOUR AI-Preisprognose
- Gameswap-Preisprognose
- Canxium-Preisprognose
- BountyMarketCap-Preisprognose
- Lovely Inu finance-Preisprognose
- MAXX AI-Preisprognose
- SunContract-Preisprognose
- Boom Token-Preisprognose
OneFinity-Preisprognose
Husky Axax-Preisprognose
Amulet Protocol-Preisprognose
Coupon Assets-Preisprognose
Witch Token-Preisprognose
Super Trump-Preisprognose
AngelBlock-Preisprognose
SuperWalk GRND-Preisprognose
WaultSwap-Preisprognose
Hanu Yokia-Preisprognose
Raven Protocol-Preisprognose
Vault AI-Preisprognose
Notional Finance-Preisprognose
Bellscoin-Preisprognose
Polkaswap-Preisprognose
f(x) Protocol-Preisprognose
STAT-Preisprognose
YOUR AI-Preisprognose
Gameswap-Preisprognose
Canxium-Preisprognose
BountyMarketCap-Preisprognose
Lovely Inu finance-Preisprognose
MAXX AI-Preisprognose
SunContract-Preisprognose
Boom Token-PreisprognoseWie liest und prognostiziert man die Kursbewegungen von Baby Grok?
Baby Grok-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Baby Grok Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Baby Grok. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von BABYGROK über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von BABYGROK über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von BABYGROK einzuschätzen.
Wie liest man Baby Grok-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Baby Grok in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von BABYGROK innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Baby Grok?
Die Preisentwicklung von Baby Grok wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von BABYGROK. Die Marktkapitalisierung von Baby Grok kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von BABYGROK-„Walen“, großen Inhabern von Baby Grok, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Baby Grok-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man