Xenharmonic Wiki

Metallic MOS: Difference between revisions

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VisualWikitext
Cmloegcmluin (talk | contribs)
autopatrolled, emailconfirmed
5,170 edits
→Silver: Extract giant table from wiki
Cmloegcmluin (talk | contribs)
autopatrolled, emailconfirmed
5,170 edits
→Bronze: Extract giant table from wiki
Line 973: Line 973:
[[File:Bronze Scale Tree PNG.png|1618x1618px]]
[[File:Bronze Scale Tree PNG.png|1618x1618px]]


{| class="wikitable"
[https://docs.google.com/spreadsheets/d/1BaHaYrbupUMd6LeNSI1y1PtVcVzGHSMesGYWSPmf9u4/edit#gid=2053807940 Bronze metallic MOS scale table]: for text values, to copy & paste
|+
 
|'''level'''
|'''isotope'''
|'''lean'''
|'''counts'''
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| rowspan="6" |'''1'''
| rowspan="2" |<math>{}_{3}μ_{3}</math>
|'''parent'''
|'''1'''
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|(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 1)
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|'''child'''
|'''0'''
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| rowspan="2" |<math>{}_{2}μ_{3}</math>
|'''parent'''
|'''1'''
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|(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 1)
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|'''child'''
|'''0'''
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| rowspan="2" |<math>{}_{1}μ_{3}</math>
|'''parent'''
|'''1'''
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|(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 1)
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|'''child'''
|'''0'''
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| rowspan="6" |'''2'''
| rowspan="2" |<math>{}_{3}μ_{3}</math>
|'''parent'''
|'''1'''
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|(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 2)
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|'''child'''
|'''1'''
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|(1<math>{}_{3}μ_{3}</math> + 0)/(2<math>{}_{3}μ_{3}</math> + 1)
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| rowspan="2" |<math>{}_{2}μ_{3}</math>
|'''parent'''
|'''1'''
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|(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 2)
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|'''child'''
|'''1'''
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|(1<math>{}_{2}μ_{3}</math> + 0)/(2<math>{}_{2}μ_{3}</math> + 1)
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| rowspan="2" |<math>{}_{1}μ_{3}</math>
|'''parent'''
|'''1'''
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|(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 2)
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|'''child'''
|'''1'''
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|(1<math>{}_{1}μ_{3}</math> + 0)/(2<math>{}_{1}μ_{3}</math> + 1)
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| rowspan="6" |'''3'''
| rowspan="2" |<math>{}_{3}μ_{3}</math>
|'''parent'''
|'''2'''
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|(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 3)
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|(1<math>{}_{3}μ_{3}</math> + 1)/(2<math>{}_{3}μ_{3}</math> + 3)
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|-
|'''child'''
|'''2'''
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|(1<math>{}_{3}μ_{3}</math> + 0)/(3<math>{}_{3}μ_{3}</math> + 1)
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|(1<math>{}_{3}μ_{3}</math> + 1)/(3<math>{}_{3}μ_{3}</math> + 2)
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| rowspan="2" |<math>{}_{2}μ_{3}</math>
|'''parent'''
|'''2'''
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|(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 3)
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|(1<math>{}_{2}μ_{3}</math> + 1)/(2<math>{}_{2}μ_{3}</math> + 3)
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|'''child'''
|'''2'''
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|(1<math>{}_{2}μ_{3}</math> + 0)/(3<math>{}_{2}μ_{3}</math> + 1)
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|(1<math>{}_{2}μ_{3}</math> + 1)/(3<math>{}_{2}μ_{3}</math> + 2)
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|-
| rowspan="2" |<math>{}_{1}μ_{3}</math>
|'''parent'''
|'''2'''
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|(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 3)
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|(1<math>{}_{1}μ_{3}</math> + 1)/(2<math>{}_{1}μ_{3}</math> + 3)
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|'''child'''
|'''2'''
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|(1<math>{}_{1}μ_{3}</math> + 0)/(3<math>{}_{1}μ_{3}</math> + 1)
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|(1<math>{}_{1}μ_{3}</math> + 1)/(3<math>{}_{1}μ_{3}</math> + 2)
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| rowspan="6" |'''4'''
| rowspan="2" |<math>{}_{3}μ_{3}</math>
|'''parent'''
|'''4'''
|
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|(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 4)
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|(1<math>{}_{3}μ_{3}</math> + 1)/(3<math>{}_{3}μ_{3}</math> + 4)
|
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|(1<math>{}_{3}μ_{3}</math> + 2)/(3<math>{}_{3}μ_{3}</math> + 5)
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|(1<math>{}_{3}μ_{3}</math> + 2)/(2<math>{}_{3}μ_{3}</math> + 5)
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|-
|'''child'''
|'''4'''
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|(1<math>{}_{3}μ_{3}</math> + 0)/(4<math>{}_{3}μ_{3}</math> + 1)
|
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|(1<math>{}_{3}μ_{3}</math> + 1)/(4<math>{}_{3}μ_{3}</math> + 3)
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|(2<math>{}_{3}μ_{3}</math> + 1)/(5<math>{}_{3}μ_{3}</math> + 3)
|
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|(2<math>{}_{3}μ_{3}</math> + 1)/(5<math>{}_{3}μ_{3}</math> + 2)
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|-
| rowspan="2" |<math>{}_{2}μ_{3}</math>
|'''parent'''
|'''4'''
|
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|(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 4)
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|(1<math>{}_{2}μ_{3}</math> + 1)/(3<math>{}_{2}μ_{3}</math> + 4)
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|(1<math>{}_{2}μ_{3}</math> + 2)/(3<math>{}_{2}μ_{3}</math> + 5)
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|(1<math>{}_{2}μ_{3}</math> + 2)/(2<math>{}_{2}μ_{3}</math> + 5)
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|'''child'''
|'''4'''
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|(1<math>{}_{2}μ_{3}</math> + 0)/(4<math>{}_{2}μ_{3}</math> + 1)
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|(1<math>{}_{2}μ_{3}</math> + 1)/(4<math>{}_{2}μ_{3}</math> + 3)
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|(2<math>{}_{2}μ_{3}</math> + 1)/(5<math>{}_{2}μ_{3}</math> + 3)
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|(2<math>{}_{2}μ_{3}</math> + 1)/(5<math>{}_{2}μ_{3}</math> + 2)
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|-
| rowspan="2" |<math>{}_{1}μ_{3}</math>
|'''parent'''
|'''4'''
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|(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 4)
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|(1<math>{}_{1}μ_{3}</math> + 1)/(3<math>{}_{1}μ_{3}</math> + 4)
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|(1<math>{}_{1}μ_{3}</math> + 2)/(3<math>{}_{1}μ_{3}</math> + 5)
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|(1<math>{}_{1}μ_{3}</math> + 2)/(2<math>{}_{1}μ_{3}</math> + 5)
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|'''child'''
|'''4'''
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|(1<math>{}_{1}μ_{3}</math> + 0)/(4<math>{}_{1}μ_{3}</math> + 1)
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|(1<math>{}_{1}μ_{3}</math> + 1)/(4<math>{}_{1}μ_{3}</math> + 3)
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|(2<math>{}_{1}μ_{3}</math> + 1)/(5<math>{}_{1}μ_{3}</math> + 3)
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|(2<math>{}_{1}μ_{3}</math> + 1)/(5<math>{}_{1}μ_{3}</math> + 2)
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| rowspan="6" |'''5'''
| rowspan="2" |<math>{}_{3}μ_{3}</math>
|'''parent'''
|'''8'''
|
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|(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 5)
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|(1<math>{}_{3}μ_{3}</math> + 1)/(4<math>{}_{3}μ_{3}</math> + 5)
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|(1<math>{}_{3}μ_{3}</math> + 2)/(4<math>{}_{3}μ_{3}</math> + 7)
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|(1<math>{}_{3}μ_{3}</math> + 2)/(3<math>{}_{3}μ_{3}</math> + 7)
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|(1<math>{}_{3}μ_{3}</math> + 3)/(3<math>{}_{3}μ_{3}</math> + 8)
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|(2<math>{}_{3}μ_{3}</math> + 3)/(5<math>{}_{3}μ_{3}</math> + 8)
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|(2<math>{}_{3}μ_{3}</math> + 3)/(5<math>{}_{3}μ_{3}</math> + 7)
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|(1<math>{}_{3}μ_{3}</math> + 3)/(2<math>{}_{3}μ_{3}</math> + 7)
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|-
|'''child'''
|'''8'''
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|(1<math>{}_{3}μ_{3}</math> + 0)/(5<math>{}_{3}μ_{3}</math> + 1)
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|(1<math>{}_{3}μ_{3}</math> + 1)/(5<math>{}_{3}μ_{3}</math> + 4)
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|(2<math>{}_{3}μ_{3}</math> + 1)/(7<math>{}_{3}μ_{3}</math> + 4)
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|(2<math>{}_{3}μ_{3}</math> + 1)/(7<math>{}_{3}μ_{3}</math> + 3)
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|(3<math>{}_{3}μ_{3}</math> + 1)/(8<math>{}_{3}μ_{3}</math> + 3)
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|(3<math>{}_{3}μ_{3}</math> + 2)/(8<math>{}_{3}μ_{3}</math> + 5)
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|(3<math>{}_{3}μ_{3}</math> + 2)/(7<math>{}_{3}μ_{3}</math> + 5)
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|(3<math>{}_{3}μ_{3}</math> + 1)/(7<math>{}_{3}μ_{3}</math> + 2)
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|-
| rowspan="2" |<math>{}_{2}μ_{3}</math>
|'''parent'''
|'''8'''
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|(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 5)
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|(1<math>{}_{2}μ_{3}</math> + 1)/(4<math>{}_{2}μ_{3}</math> + 5)
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|(1<math>{}_{2}μ_{3}</math> + 2)/(4<math>{}_{2}μ_{3}</math> + 7)
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|(1<math>{}_{2}μ_{3}</math> + 2)/(3<math>{}_{2}μ_{3}</math> + 7)
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|(1<math>{}_{2}μ_{3}</math> + 3)/(3<math>{}_{2}μ_{3}</math> + 8)
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|(2<math>{}_{2}μ_{3}</math> + 3)/(5<math>{}_{2}μ_{3}</math> + 8)
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|(2<math>{}_{2}μ_{3}</math> + 3)/(5<math>{}_{2}μ_{3}</math> + 7)
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|(1<math>{}_{2}μ_{3}</math> + 3)/(2<math>{}_{2}μ_{3}</math> + 7)
|
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|-
|'''child'''
|'''8'''
|
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|(1<math>{}_{2}μ_{3}</math> + 0)/(5<math>{}_{2}μ_{3}</math> + 1)
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|(1<math>{}_{2}μ_{3}</math> + 1)/(5<math>{}_{2}μ_{3}</math> + 4)
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|(2<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 4)
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|(2<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 3)
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|(3<math>{}_{2}μ_{3}</math> + 1)/(8<math>{}_{2}μ_{3}</math> + 3)
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|(3<math>{}_{2}μ_{3}</math> + 2)/(8<math>{}_{2}μ_{3}</math> + 5)
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|(3<math>{}_{2}μ_{3}</math> + 2)/(7<math>{}_{2}μ_{3}</math> + 5)
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|(3<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 2)
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|-
| rowspan="2" |<math>{}_{1}μ_{3}</math>
|'''parent'''
|'''8'''
|
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|(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 5)
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|(1<math>{}_{1}μ_{3}</math> + 1)/(4<math>{}_{1}μ_{3}</math> + 5)
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|(1<math>{}_{1}μ_{3}</math> + 2)/(4<math>{}_{1}μ_{3}</math> + 7)
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|(1<math>{}_{1}μ_{3}</math> + 2)/(3<math>{}_{1}μ_{3}</math> + 7)
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|(1<math>{}_{1}μ_{3}</math> + 3)/(3<math>{}_{1}μ_{3}</math> + 8)
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|(2<math>{}_{1}μ_{3}</math> + 3)/(5<math>{}_{1}μ_{3}</math> + 8)
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|(2<math>{}_{1}μ_{3}</math> + 3)/(5<math>{}_{1}μ_{3}</math> + 7)
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|(1<math>{}_{1}μ_{3}</math> + 3)/(2<math>{}_{1}μ_{3}</math> + 7)
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|-
|'''child'''
|'''8'''
|
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|(1<math>{}_{1}μ_{3}</math> + 0)/(5<math>{}_{1}μ_{3}</math> + 1)
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|(1<math>{}_{1}μ_{3}</math> + 1)/(5<math>{}_{1}μ_{3}</math> + 4)
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|(2<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 4)
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|(2<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 3)
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|(3<math>{}_{1}μ_{3}</math> + 1)/(8<math>{}_{1}μ_{3}</math> + 3)
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|(3<math>{}_{1}μ_{3}</math> + 2)/(8<math>{}_{1}μ_{3}</math> + 5)
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|(3<math>{}_{1}μ_{3}</math> + 2)/(7<math>{}_{1}μ_{3}</math> + 5)
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|(3<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 2)
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|-
| rowspan="6" |'''6'''
| rowspan="2" |<math>{}_{3}μ_{3}</math>
|'''parent'''
|'''16'''
|
|(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 6)
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|(1<math>{}_{3}μ_{3}</math> + 1)/(5<math>{}_{3}μ_{3}</math> + 6)
|
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|(1<math>{}_{3}μ_{3}</math> + 2)/(5<math>{}_{3}μ_{3}</math> + 9)
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|(1<math>{}_{3}μ_{3}</math> + 2)/(4<math>{}_{3}μ_{3}</math> + 9)
|
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|(1<math>{}_{3}μ_{3}</math> + 3)/(4<math>{}_{3}μ_{3}</math> + 11)
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|(2<math>{}_{3}μ_{3}</math> + 3)/(7<math>{}_{3}μ_{3}</math> + 11)
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|(2<math>{}_{3}μ_{3}</math> + 3)/(7<math>{}_{3}μ_{3}</math> + 10)
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|(1<math>{}_{3}μ_{3}</math> + 3)/(3<math>{}_{3}μ_{3}</math> + 10)
|
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|(1<math>{}_{3}μ_{3}</math> + 4)/(3<math>{}_{3}μ_{3}</math> + 11)
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|(3<math>{}_{3}μ_{3}</math> + 4)/(8<math>{}_{3}μ_{3}</math> + 11)
|
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|(3<math>{}_{3}μ_{3}</math> + 5)/(8<math>{}_{3}μ_{3}</math> + 13)
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|(2<math>{}_{3}μ_{3}</math> + 5)/(5<math>{}_{3}μ_{3}</math> + 13)
|
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|(2<math>{}_{3}μ_{3}</math> + 5)/(5<math>{}_{3}μ_{3}</math> + 12)
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|(3<math>{}_{3}μ_{3}</math> + 5)/(7<math>{}_{3}μ_{3}</math> + 12)
|
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|(3<math>{}_{3}μ_{3}</math> + 4)/(7<math>{}_{3}μ_{3}</math> + 9)
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|(1<math>{}_{3}μ_{3}</math> + 4)/(2<math>{}_{3}μ_{3}</math> + 9)
|
|-
|'''child'''
|'''16'''
|
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|
|
|(1<math>{}_{3}μ_{3}</math> + 0)/(6<math>{}_{3}μ_{3}</math> + 1)
|
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|(1<math>{}_{3}μ_{3}</math> + 1)/(6<math>{}_{3}μ_{3}</math> + 5)
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|(2<math>{}_{3}μ_{3}</math> + 1)/(9<math>{}_{3}μ_{3}</math> + 5)
|
|
|(2<math>{}_{3}μ_{3}</math> + 1)/(9<math>{}_{3}μ_{3}</math> + 4)
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|(3<math>{}_{3}μ_{3}</math> + 1)/(11<math>{}_{3}μ_{3}</math> + 4)
|
|
|(3<math>{}_{3}μ_{3}</math> + 2)/(11<math>{}_{3}μ_{3}</math> + 7)
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|(3<math>{}_{3}μ_{3}</math> + 2)/(10<math>{}_{3}μ_{3}</math> + 7)
|
|
|(3<math>{}_{3}μ_{3}</math> + 1)/(10<math>{}_{3}μ_{3}</math> + 3)
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|(4<math>{}_{3}μ_{3}</math> + 1)/(11<math>{}_{3}μ_{3}</math> + 3)
|
|
|(4<math>{}_{3}μ_{3}</math> + 3)/(11<math>{}_{3}μ_{3}</math> + 8)
|
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|(5<math>{}_{3}μ_{3}</math> + 3)/(13<math>{}_{3}μ_{3}</math> + 8)
|
|
|(5<math>{}_{3}μ_{3}</math> + 2)/(13<math>{}_{3}μ_{3}</math> + 5)
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|(5<math>{}_{3}μ_{3}</math> + 2)/(12<math>{}_{3}μ_{3}</math> + 5)
|
|
|(5<math>{}_{3}μ_{3}</math> + 3)/(12<math>{}_{3}μ_{3}</math> + 7)
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|(4<math>{}_{3}μ_{3}</math> + 3)/(9<math>{}_{3}μ_{3}</math> + 7)
|
|
|(4<math>{}_{3}μ_{3}</math> + 1)/(9<math>{}_{3}μ_{3}</math> + 2)
|
|
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|
|
|
|
|
|-
| rowspan="2" |<math>{}_{2}μ_{3}</math>
|'''parent'''
|'''16'''
|
|
|(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 6)
|
|
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|
|
|(1<math>{}_{2}μ_{3}</math> + 1)/(5<math>{}_{2}μ_{3}</math> + 6)
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 2)/(5<math>{}_{2}μ_{3}</math> + 9)
|
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|
|
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 2)/(4<math>{}_{2}μ_{3}</math> + 9)
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 3)/(4<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 3)/(7<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 3)/(7<math>{}_{2}μ_{3}</math> + 10)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 3)/(3<math>{}_{2}μ_{3}</math> + 10)
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 4)/(3<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 4)/(8<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 5)/(8<math>{}_{2}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 5)/(5<math>{}_{2}μ_{3}</math> + 13)
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 5)/(5<math>{}_{2}μ_{3}</math> + 12)
|
|
|
|
|
|
|
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|
|
|
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|
|
|
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|
|
|(3<math>{}_{2}μ_{3}</math> + 5)/(7<math>{}_{2}μ_{3}</math> + 12)
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 4)/(7<math>{}_{2}μ_{3}</math> + 9)
|
|
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|
|
|
|
|
|
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|
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|
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|(1<math>{}_{2}μ_{3}</math> + 4)/(2<math>{}_{2}μ_{3}</math> + 9)
|
|
|-
|'''child'''
|'''16'''
|
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 0)/(6<math>{}_{2}μ_{3}</math> + 1)
|
|
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|(1<math>{}_{2}μ_{3}</math> + 1)/(6<math>{}_{2}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 1)/(9<math>{}_{2}μ_{3}</math> + 5)
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 1)/(9<math>{}_{2}μ_{3}</math> + 4)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
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|(3<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 4)
|
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|(3<math>{}_{2}μ_{3}</math> + 2)/(11<math>{}_{2}μ_{3}</math> + 7)
|
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|
|
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|
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|
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|(3<math>{}_{2}μ_{3}</math> + 2)/(10<math>{}_{2}μ_{3}</math> + 7)
|
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|
|
|(3<math>{}_{2}μ_{3}</math> + 1)/(10<math>{}_{2}μ_{3}</math> + 3)
|
|
|
|
|
|
|
|
|
|
|
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|
|
|
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|
|
|(4<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 3)
|
|
|
|
|(4<math>{}_{2}μ_{3}</math> + 3)/(11<math>{}_{2}μ_{3}</math> + 8)
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 3)/(13<math>{}_{2}μ_{3}</math> + 8)
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 2)/(13<math>{}_{2}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|
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|
|
|
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|
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|(5<math>{}_{2}μ_{3}</math> + 2)/(12<math>{}_{2}μ_{3}</math> + 5)
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 3)/(12<math>{}_{2}μ_{3}</math> + 7)
|
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|
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|
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|(4<math>{}_{2}μ_{3}</math> + 3)/(9<math>{}_{2}μ_{3}</math> + 7)
|
|
|
|
|(4<math>{}_{2}μ_{3}</math> + 1)/(9<math>{}_{2}μ_{3}</math> + 2)
|
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|
|
|
|
|-
| rowspan="2" |<math>{}_{1}μ_{3}</math>
|'''parent'''
|'''16'''
|
|
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|
|
|(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 6)
|
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|
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|(1<math>{}_{1}μ_{3}</math> + 1)/(5<math>{}_{1}μ_{3}</math> + 6)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 2)/(5<math>{}_{1}μ_{3}</math> + 9)
|
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|
|
|
|
|
|
|
|
|
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|(1<math>{}_{1}μ_{3}</math> + 2)/(4<math>{}_{1}μ_{3}</math> + 9)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 3)/(4<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 3)/(7<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 3)/(7<math>{}_{1}μ_{3}</math> + 10)
|
|
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 3)/(3<math>{}_{1}μ_{3}</math> + 10)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 4)/(3<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 4)/(8<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 5)/(8<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|
|
|
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|(2<math>{}_{1}μ_{3}</math> + 5)/(5<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 5)/(5<math>{}_{1}μ_{3}</math> + 12)
|
|
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 5)/(7<math>{}_{1}μ_{3}</math> + 12)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 4)/(7<math>{}_{1}μ_{3}</math> + 9)
|
|
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 4)/(2<math>{}_{1}μ_{3}</math> + 9)
|
|
|
|
|
|-
|'''child'''
|'''16'''
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 0)/(6<math>{}_{1}μ_{3}</math> + 1)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 1)/(6<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 1)/(9<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 1)/(9<math>{}_{1}μ_{3}</math> + 4)
|
|
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 4)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 2)/(11<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 2)/(10<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 1)/(10<math>{}_{1}μ_{3}</math> + 3)
|
|
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 3)
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 3)/(11<math>{}_{1}μ_{3}</math> + 8)
|
|
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 3)/(13<math>{}_{1}μ_{3}</math> + 8)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 2)/(13<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 2)/(12<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 3)/(12<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 3)/(9<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 1)/(9<math>{}_{1}μ_{3}</math> + 2)
|
|
|
|
|
|
|-
| rowspan="6" |'''7'''
| rowspan="2" |<math>{}_{3}μ_{3}</math>
|'''parent'''
|'''32'''
|(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{3}μ_{3}</math> + 1)/(6<math>{}_{3}μ_{3}</math> + 7)
|(1<math>{}_{3}μ_{3}</math> + 2)/(6<math>{}_{3}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{3}μ_{3}</math> + 2)/(5<math>{}_{3}μ_{3}</math> + 11)
|(1<math>{}_{3}μ_{3}</math> + 3)/(5<math>{}_{3}μ_{3}</math> + 14)
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{3}μ_{3}</math> + 3)/(9<math>{}_{3}μ_{3}</math> + 14)
|(2<math>{}_{3}μ_{3}</math> + 3)/(9<math>{}_{3}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{3}μ_{3}</math> + 3)/(4<math>{}_{3}μ_{3}</math> + 13)
|(1<math>{}_{3}μ_{3}</math> + 4)/(4<math>{}_{3}μ_{3}</math> + 15)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{3}μ_{3}</math> + 4)/(11<math>{}_{3}μ_{3}</math> + 15)
|(3<math>{}_{3}μ_{3}</math> + 5)/(11<math>{}_{3}μ_{3}</math> + 18)
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{3}μ_{3}</math> + 5)/(7<math>{}_{3}μ_{3}</math> + 18)
|(2<math>{}_{3}μ_{3}</math> + 5)/(7<math>{}_{3}μ_{3}</math> + 17)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{3}μ_{3}</math> + 5)/(10<math>{}_{3}μ_{3}</math> + 17)
|(3<math>{}_{3}μ_{3}</math> + 4)/(10<math>{}_{3}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{3}μ_{3}</math> + 4)/(3<math>{}_{3}μ_{3}</math> + 13)
|(1<math>{}_{3}μ_{3}</math> + 5)/(3<math>{}_{3}μ_{3}</math> + 14)
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{3}μ_{3}</math> + 5)/(11<math>{}_{3}μ_{3}</math> + 14)
|(4<math>{}_{3}μ_{3}</math> + 7)/(11<math>{}_{3}μ_{3}</math> + 19)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{3}μ_{3}</math> + 7)/(8<math>{}_{3}μ_{3}</math> + 19)
|(3<math>{}_{3}μ_{3}</math> + 8)/(8<math>{}_{3}μ_{3}</math> + 21)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{3}μ_{3}</math> + 8)/(13<math>{}_{3}μ_{3}</math> + 21)
|(5<math>{}_{3}μ_{3}</math> + 7)/(13<math>{}_{3}μ_{3}</math> + 18)
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{3}μ_{3}</math> + 7)/(5<math>{}_{3}μ_{3}</math> + 18)
|(2<math>{}_{3}μ_{3}</math> + 7)/(5<math>{}_{3}μ_{3}</math> + 17)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{3}μ_{3}</math> + 7)/(12<math>{}_{3}μ_{3}</math> + 17)
|(5<math>{}_{3}μ_{3}</math> + 8)/(12<math>{}_{3}μ_{3}</math> + 19)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{3}μ_{3}</math> + 8)/(7<math>{}_{3}μ_{3}</math> + 19)
|(3<math>{}_{3}μ_{3}</math> + 7)/(7<math>{}_{3}μ_{3}</math> + 16)
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{3}μ_{3}</math> + 7)/(9<math>{}_{3}μ_{3}</math> + 16)
|(4<math>{}_{3}μ_{3}</math> + 5)/(9<math>{}_{3}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|(1<math>{}_{3}μ_{3}</math> + 5)/(2<math>{}_{3}μ_{3}</math> + 11)
|-
|'''child'''
|'''32'''
|
|
|
|
|
|(1<math>{}_{3}μ_{3}</math> + 0)/(7<math>{}_{3}μ_{3}</math> + 1)
|(1<math>{}_{3}μ_{3}</math> + 1)/(7<math>{}_{3}μ_{3}</math> + 6)
|
|
|
|
|
|
|
|
|
|
|(2<math>{}_{3}μ_{3}</math> + 1)/(11<math>{}_{3}μ_{3}</math> + 6)
|(2<math>{}_{3}μ_{3}</math> + 1)/(11<math>{}_{3}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{3}μ_{3}</math> + 1)/(14<math>{}_{3}μ_{3}</math> + 5)
|(3<math>{}_{3}μ_{3}</math> + 2)/(14<math>{}_{3}μ_{3}</math> + 9)
|
|
|
|
|
|
|
|
|
|
|(3<math>{}_{3}μ_{3}</math> + 2)/(13<math>{}_{3}μ_{3}</math> + 9)
|(3<math>{}_{3}μ_{3}</math> + 1)/(13<math>{}_{3}μ_{3}</math> + 4)
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{3}μ_{3}</math> + 1)/(15<math>{}_{3}μ_{3}</math> + 4)
|(4<math>{}_{3}μ_{3}</math> + 3)/(15<math>{}_{3}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{3}μ_{3}</math> + 3)/(18<math>{}_{3}μ_{3}</math> + 11)
|(5<math>{}_{3}μ_{3}</math> + 2)/(18<math>{}_{3}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{3}μ_{3}</math> + 2)/(17<math>{}_{3}μ_{3}</math> + 7)
|(5<math>{}_{3}μ_{3}</math> + 3)/(17<math>{}_{3}μ_{3}</math> + 10)
|
|
|
|
|
|
|
|
|
|
|(4<math>{}_{3}μ_{3}</math> + 3)/(13<math>{}_{3}μ_{3}</math> + 10)
|(4<math>{}_{3}μ_{3}</math> + 1)/(13<math>{}_{3}μ_{3}</math> + 3)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{3}μ_{3}</math> + 1)/(14<math>{}_{3}μ_{3}</math> + 3)
|(5<math>{}_{3}μ_{3}</math> + 4)/(14<math>{}_{3}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|
|
|(7<math>{}_{3}μ_{3}</math> + 4)/(19<math>{}_{3}μ_{3}</math> + 11)
|(7<math>{}_{3}μ_{3}</math> + 3)/(19<math>{}_{3}μ_{3}</math> + 8)
|
|
|
|
|
|
|
|
|
|
|(8<math>{}_{3}μ_{3}</math> + 3)/(21<math>{}_{3}μ_{3}</math> + 8)
|(8<math>{}_{3}μ_{3}</math> + 5)/(21<math>{}_{3}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|
|
|(7<math>{}_{3}μ_{3}</math> + 5)/(18<math>{}_{3}μ_{3}</math> + 13)
|(7<math>{}_{3}μ_{3}</math> + 2)/(18<math>{}_{3}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|
|
|(7<math>{}_{3}μ_{3}</math> + 2)/(17<math>{}_{3}μ_{3}</math> + 5)
|(7<math>{}_{3}μ_{3}</math> + 5)/(17<math>{}_{3}μ_{3}</math> + 12)
|
|
|
|
|
|
|
|
|
|
|(8<math>{}_{3}μ_{3}</math> + 5)/(19<math>{}_{3}μ_{3}</math> + 12)
|(8<math>{}_{3}μ_{3}</math> + 3)/(19<math>{}_{3}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|
|
|(7<math>{}_{3}μ_{3}</math> + 3)/(16<math>{}_{3}μ_{3}</math> + 7)
|(7<math>{}_{3}μ_{3}</math> + 4)/(16<math>{}_{3}μ_{3}</math> + 9)
|
|
|
|
|
|
|
|
|
|
|(5<math>{}_{3}μ_{3}</math> + 4)/(11<math>{}_{3}μ_{3}</math> + 9)
|(5<math>{}_{3}μ_{3}</math> + 1)/(11<math>{}_{3}μ_{3}</math> + 2)
|
|
|
|
|
|-
| rowspan="2" |<math>{}_{2}μ_{3}</math>
|'''parent'''
|'''32'''
|
|(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 1)/(6<math>{}_{2}μ_{3}</math> + 7)
|
|
|(1<math>{}_{2}μ_{3}</math> + 2)/(6<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 2)/(5<math>{}_{2}μ_{3}</math> + 11)
|
|
|(1<math>{}_{2}μ_{3}</math> + 3)/(5<math>{}_{2}μ_{3}</math> + 14)
|
|
|
|
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 3)/(9<math>{}_{2}μ_{3}</math> + 14)
|
|
|(2<math>{}_{2}μ_{3}</math> + 3)/(9<math>{}_{2}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 3)/(4<math>{}_{2}μ_{3}</math> + 13)
|
|
|(1<math>{}_{2}μ_{3}</math> + 4)/(4<math>{}_{2}μ_{3}</math> + 15)
|
|
|
|
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 4)/(11<math>{}_{2}μ_{3}</math> + 15)
|
|
|(3<math>{}_{2}μ_{3}</math> + 5)/(11<math>{}_{2}μ_{3}</math> + 18)
|
|
|
|
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 5)/(7<math>{}_{2}μ_{3}</math> + 18)
|
|
|(2<math>{}_{2}μ_{3}</math> + 5)/(7<math>{}_{2}μ_{3}</math> + 17)
|
|
|
|
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 5)/(10<math>{}_{2}μ_{3}</math> + 17)
|
|
|(3<math>{}_{2}μ_{3}</math> + 4)/(10<math>{}_{2}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 4)/(3<math>{}_{2}μ_{3}</math> + 13)
|
|
|(1<math>{}_{2}μ_{3}</math> + 5)/(3<math>{}_{2}μ_{3}</math> + 14)
|
|
|
|
|
|
|
|
|(4<math>{}_{2}μ_{3}</math> + 5)/(11<math>{}_{2}μ_{3}</math> + 14)
|
|
|(4<math>{}_{2}μ_{3}</math> + 7)/(11<math>{}_{2}μ_{3}</math> + 19)
|
|
|
|
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 7)/(8<math>{}_{2}μ_{3}</math> + 19)
|
|
|(3<math>{}_{2}μ_{3}</math> + 8)/(8<math>{}_{2}μ_{3}</math> + 21)
|
|
|
|
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 8)/(13<math>{}_{2}μ_{3}</math> + 21)
|
|
|(5<math>{}_{2}μ_{3}</math> + 7)/(13<math>{}_{2}μ_{3}</math> + 18)
|
|
|
|
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 7)/(5<math>{}_{2}μ_{3}</math> + 18)
|
|
|(2<math>{}_{2}μ_{3}</math> + 7)/(5<math>{}_{2}μ_{3}</math> + 17)
|
|
|
|
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 7)/(12<math>{}_{2}μ_{3}</math> + 17)
|
|
|(5<math>{}_{2}μ_{3}</math> + 8)/(12<math>{}_{2}μ_{3}</math> + 19)
|
|
|
|
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 8)/(7<math>{}_{2}μ_{3}</math> + 19)
|
|
|(3<math>{}_{2}μ_{3}</math> + 7)/(7<math>{}_{2}μ_{3}</math> + 16)
|
|
|
|
|
|
|
|
|(4<math>{}_{2}μ_{3}</math> + 7)/(9<math>{}_{2}μ_{3}</math> + 16)
|
|
|(4<math>{}_{2}μ_{3}</math> + 5)/(9<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 5)/(2<math>{}_{2}μ_{3}</math> + 11)
|
|-
|'''child'''
|'''32'''
|
|
|
|
|(1<math>{}_{2}μ_{3}</math> + 0)/(7<math>{}_{2}μ_{3}</math> + 1)
|
|
|(1<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 6)
|
|
|
|
|
|
|
|
|(2<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 6)
|
|
|(2<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 1)/(14<math>{}_{2}μ_{3}</math> + 5)
|
|
|(3<math>{}_{2}μ_{3}</math> + 2)/(14<math>{}_{2}μ_{3}</math> + 9)
|
|
|
|
|
|
|
|
|(3<math>{}_{2}μ_{3}</math> + 2)/(13<math>{}_{2}μ_{3}</math> + 9)
|
|
|(3<math>{}_{2}μ_{3}</math> + 1)/(13<math>{}_{2}μ_{3}</math> + 4)
|
|
|
|
|
|
|
|
|(4<math>{}_{2}μ_{3}</math> + 1)/(15<math>{}_{2}μ_{3}</math> + 4)
|
|
|(4<math>{}_{2}μ_{3}</math> + 3)/(15<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 3)/(18<math>{}_{2}μ_{3}</math> + 11)
|
|
|(5<math>{}_{2}μ_{3}</math> + 2)/(18<math>{}_{2}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 2)/(17<math>{}_{2}μ_{3}</math> + 7)
|
|
|(5<math>{}_{2}μ_{3}</math> + 3)/(17<math>{}_{2}μ_{3}</math> + 10)
|
|
|
|
|
|
|
|
|(4<math>{}_{2}μ_{3}</math> + 3)/(13<math>{}_{2}μ_{3}</math> + 10)
|
|
|(4<math>{}_{2}μ_{3}</math> + 1)/(13<math>{}_{2}μ_{3}</math> + 3)
|
|
|
|
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 1)/(14<math>{}_{2}μ_{3}</math> + 3)
|
|
|(5<math>{}_{2}μ_{3}</math> + 4)/(14<math>{}_{2}μ_{3}</math> + 11)
|
|
|
|
|
|
|
|
|(7<math>{}_{2}μ_{3}</math> + 4)/(19<math>{}_{2}μ_{3}</math> + 11)
|
|
|(7<math>{}_{2}μ_{3}</math> + 3)/(19<math>{}_{2}μ_{3}</math> + 8)
|
|
|
|
|
|
|
|
|(8<math>{}_{2}μ_{3}</math> + 3)/(21<math>{}_{2}μ_{3}</math> + 8)
|
|
|(8<math>{}_{2}μ_{3}</math> + 5)/(21<math>{}_{2}μ_{3}</math> + 13)
|
|
|
|
|
|
|
|
|(7<math>{}_{2}μ_{3}</math> + 5)/(18<math>{}_{2}μ_{3}</math> + 13)
|
|
|(7<math>{}_{2}μ_{3}</math> + 2)/(18<math>{}_{2}μ_{3}</math> + 5)
|
|
|
|
|
|
|
|
|(7<math>{}_{2}μ_{3}</math> + 2)/(17<math>{}_{2}μ_{3}</math> + 5)
|
|
|(7<math>{}_{2}μ_{3}</math> + 5)/(17<math>{}_{2}μ_{3}</math> + 12)
|
|
|
|
|
|
|
|
|(8<math>{}_{2}μ_{3}</math> + 5)/(19<math>{}_{2}μ_{3}</math> + 12)
|
|
|(8<math>{}_{2}μ_{3}</math> + 3)/(19<math>{}_{2}μ_{3}</math> + 7)
|
|
|
|
|
|
|
|
|(7<math>{}_{2}μ_{3}</math> + 3)/(16<math>{}_{2}μ_{3}</math> + 7)
|
|
|(7<math>{}_{2}μ_{3}</math> + 4)/(16<math>{}_{2}μ_{3}</math> + 9)
|
|
|
|
|
|
|
|
|(5<math>{}_{2}μ_{3}</math> + 4)/(11<math>{}_{2}μ_{3}</math> + 9)
|
|
|(5<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 2)
|
|
|
|
|-
| rowspan="2" |<math>{}_{1}μ_{3}</math>
|'''parent'''
|'''32'''
|
|
|(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 1)/(6<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 2)/(6<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 2)/(5<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 3)/(5<math>{}_{1}μ_{3}</math> + 14)
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 3)/(9<math>{}_{1}μ_{3}</math> + 14)
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 3)/(9<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 3)/(4<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 4)/(4<math>{}_{1}μ_{3}</math> + 15)
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 4)/(11<math>{}_{1}μ_{3}</math> + 15)
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 5)/(11<math>{}_{1}μ_{3}</math> + 18)
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 5)/(7<math>{}_{1}μ_{3}</math> + 18)
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 5)/(7<math>{}_{1}μ_{3}</math> + 17)
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 5)/(10<math>{}_{1}μ_{3}</math> + 17)
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 4)/(10<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 4)/(3<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 5)/(3<math>{}_{1}μ_{3}</math> + 14)
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 5)/(11<math>{}_{1}μ_{3}</math> + 14)
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 7)/(11<math>{}_{1}μ_{3}</math> + 19)
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 7)/(8<math>{}_{1}μ_{3}</math> + 19)
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 8)/(8<math>{}_{1}μ_{3}</math> + 21)
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 8)/(13<math>{}_{1}μ_{3}</math> + 21)
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 7)/(13<math>{}_{1}μ_{3}</math> + 18)
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 7)/(5<math>{}_{1}μ_{3}</math> + 18)
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 7)/(5<math>{}_{1}μ_{3}</math> + 17)
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 7)/(12<math>{}_{1}μ_{3}</math> + 17)
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 8)/(12<math>{}_{1}μ_{3}</math> + 19)
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 8)/(7<math>{}_{1}μ_{3}</math> + 19)
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 7)/(7<math>{}_{1}μ_{3}</math> + 16)
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 7)/(9<math>{}_{1}μ_{3}</math> + 16)
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 5)/(9<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 5)/(2<math>{}_{1}μ_{3}</math> + 11)
|
|
|-
|'''child'''
|'''32'''
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 0)/(7<math>{}_{1}μ_{3}</math> + 1)
|
|
|
|
|(1<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 6)
|
|
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 6)
|
|
|
|
|(2<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 1)/(14<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 2)/(14<math>{}_{1}μ_{3}</math> + 9)
|
|
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 2)/(13<math>{}_{1}μ_{3}</math> + 9)
|
|
|
|
|(3<math>{}_{1}μ_{3}</math> + 1)/(13<math>{}_{1}μ_{3}</math> + 4)
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 1)/(15<math>{}_{1}μ_{3}</math> + 4)
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 3)/(15<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 3)/(18<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 2)/(18<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 2)/(17<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 3)/(17<math>{}_{1}μ_{3}</math> + 10)
|
|
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 3)/(13<math>{}_{1}μ_{3}</math> + 10)
|
|
|
|
|(4<math>{}_{1}μ_{3}</math> + 1)/(13<math>{}_{1}μ_{3}</math> + 3)
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 1)/(14<math>{}_{1}μ_{3}</math> + 3)
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 4)/(14<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 4)/(19<math>{}_{1}μ_{3}</math> + 11)
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 3)/(19<math>{}_{1}μ_{3}</math> + 8)
|
|
|
|
|
|
|(8<math>{}_{1}μ_{3}</math> + 3)/(21<math>{}_{1}μ_{3}</math> + 8)
|
|
|
|
|(8<math>{}_{1}μ_{3}</math> + 5)/(21<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 5)/(18<math>{}_{1}μ_{3}</math> + 13)
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 2)/(18<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 2)/(17<math>{}_{1}μ_{3}</math> + 5)
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 5)/(17<math>{}_{1}μ_{3}</math> + 12)
|
|
|
|
|
|
|(8<math>{}_{1}μ_{3}</math> + 5)/(19<math>{}_{1}μ_{3}</math> + 12)
|
|
|
|
|(8<math>{}_{1}μ_{3}</math> + 3)/(19<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 3)/(16<math>{}_{1}μ_{3}</math> + 7)
|
|
|
|
|(7<math>{}_{1}μ_{3}</math> + 4)/(16<math>{}_{1}μ_{3}</math> + 9)
|
|
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 4)/(11<math>{}_{1}μ_{3}</math> + 9)
|
|
|
|
|(5<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 2)
|
|
|
|-
| colspan="3" rowspan="3" |
|'''value'''
|'''0.097061222642'''
|'''0.107494799288'''
|'''0.120441650315'''
|'''0.128740028512'''
|'''0.134512405484'''
|'''0.136934235640'''
|'''0.147763047454'''
|'''0.149315588953'''
|'''0.152305723122'''
|'''0.155418062993'''
|'''0.158660256604'''
|'''0.160451623293'''
|'''0.172074997747'''
|'''0.173382586864'''
|'''0.175524068636'''
|'''0.177346626876'''
|'''0.178916568438'''
|'''0.179670580865'''
|'''0.184017744381'''
|'''0.184815461617'''
|'''0.186521057602'''
|'''0.188580484696'''
|'''0.191116590473'''
|'''0.192730941141'''
|'''0.206554394652'''
|'''0.207838871007'''
|'''0.209749497299'''
|'''0.211212044806'''
|'''0.212367595055'''
|'''0.212891683019'''
|'''0.215578799857'''
|'''0.216017783826'''
|'''0.216908018385'''
|'''0.217903030996'''
|'''0.219022476427'''
|'''0.219681086486'''
|'''0.224822834538'''
|'''0.225516845634'''
|'''0.226716102815'''
|'''0.227803359783'''
|'''0.228793606350'''
|'''0.229288120296'''
|'''0.232408120756'''
|'''0.233035935393'''
|'''0.234443417381'''
|'''0.236272110692'''
|'''0.238744367848'''
|'''0.240462057080'''
|'''0.258861759286'''
|'''0.260325841191'''
|'''0.262369438994'''
|'''0.263834804398'''
|'''0.264936935496'''
|'''0.265421529733'''
|'''0.267767837244'''
|'''0.268130528632'''
|'''0.268849479329'''
|'''0.269627803176'''
|'''0.270473171768'''
|'''0.270956219762'''
|'''0.274400532450'''
|'''0.274825310455'''
|'''0.275539137712'''
|'''0.276165132852'''
|'''0.276718567170'''
|'''0.276989196004'''
|'''0.278613828760'''
|'''0.278924436183'''
|'''0.279602264669'''
|'''0.280446581132'''
|'''0.281527312336'''
|'''0.282240085203'''
|'''0.289275082684'''
|'''0.290027679549'''
|'''0.291183667925'''
|'''0.292099492382'''
|'''0.292842953308'''
|'''0.293186116562'''
|'''0.295006929477'''
|'''0.295314532057'''
|'''0.295947465995'''
|'''0.296669747858'''
|'''0.297501733571'''
|'''0.298001109639'''
|'''0.302172602096'''
|'''0.302775637732'''
|'''0.303842052252'''
|'''0.304836544436'''
|'''0.305766152932'''
|'''0.306239176442'''
|'''0.309366875296'''
|'''0.310027833633'''
|'''0.311550792621'''
|'''0.313619180949'''
|'''0.316589920650'''
|'''0.318782583530'''
|'''0.347275477196'''
|'''0.349275944845'''
|'''0.351946648522'''
|'''0.353779749376'''
|'''0.355115874045'''
|'''0.355692202660'''
|'''0.358390760626'''
|'''0.358794810344'''
|'''0.359585790077'''
|'''0.360427490225'''
|'''0.361324950944'''
|'''0.361830122230'''
|'''0.365279382194'''
|'''0.365687074214'''
|'''0.366363865582'''
|'''0.366948953341'''
|'''0.367459793310'''
|'''0.367707430588'''
|'''0.369164933096'''
|'''0.369438034184'''
|'''0.370027989443'''
|'''0.370751508102'''
|'''0.371659737189'''
|'''0.372248042016'''
|'''0.377635895984'''
|'''0.378170801828'''
|'''0.378978078547'''
|'''0.379605623239'''
|'''0.380107446712'''
|'''0.380336816045'''
|'''0.381530574703'''
|'''0.381728462699'''
|'''0.382132288464'''
|'''0.382587682485'''
|'''0.383105196318'''
|'''0.383412259980'''
|'''0.385877741380'''
|'''0.386220085535'''
|'''0.386817207764'''
|'''0.387364729375'''
|'''0.387868584116'''
|'''0.388122076120'''
|'''0.389750884060'''
|'''0.390084919064'''
|'''0.390841635138'''
|'''0.391841356212'''
|'''0.393223526955'''
|'''0.394205229592'''
|'''0.405967676999'''
|'''0.407014128302'''
|'''0.408505615211'''
|'''0.409597868783'''
|'''0.410432264679'''
|'''0.410802706919'''
|'''0.412627889427'''
|'''0.412914789283'''
|'''0.413487352360'''
|'''0.414113038508'''
|'''0.414799600619'''
|'''0.415195212203'''
|'''0.418087929370'''
|'''0.418453658358'''
|'''0.419072828220'''
|'''0.419620586429'''
|'''0.420108613730'''
|'''0.420348555969'''
|'''0.421807176578'''
|'''0.422089651096'''
|'''0.422710176211'''
|'''0.423491057256'''
|'''0.424503676189'''
|'''0.425179712571'''
|'''0.432223249286'''
|'''0.433019114761'''
|'''0.434258545911'''
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|'''(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 5)'''
|'''(1<math>{}_{1}μ_{3}</math> + 0)/(7<math>{}_{1}μ_{3}</math> + 1)'''
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|'''(1<math>{}_{1}μ_{3}</math> + 0)/(6<math>{}_{1}μ_{3}</math> + 1)'''
|'''(1<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 6)'''
|'''(1<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 6)'''
|'''(1<math>{}_{2}μ_{3}</math> + 0)/(6<math>{}_{2}μ_{3}</math> + 1)'''
|'''(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 3)'''
|'''(1<math>{}_{3}μ_{3}</math> + 1)/(6<math>{}_{3}μ_{3}</math> + 7)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(6<math>{}_{3}μ_{3}</math> + 11)'''
|'''(1<math>{}_{1}μ_{3}</math> + 0)/(5<math>{}_{1}μ_{3}</math> + 1)'''
|'''(1<math>{}_{2}μ_{3}</math> + 1)/(6<math>{}_{2}μ_{3}</math> + 5)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 6)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 6)'''
|'''(1<math>{}_{1}μ_{3}</math> + 1)/(6<math>{}_{1}μ_{3}</math> + 5)'''
|'''(1<math>{}_{2}μ_{3}</math> + 0)/(5<math>{}_{2}μ_{3}</math> + 1)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 5)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 5)'''
|'''(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 2)'''
|'''(1<math>{}_{3}μ_{3}</math> + 1)/(5<math>{}_{3}μ_{3}</math> + 6)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(5<math>{}_{3}μ_{3}</math> + 11)'''
|'''(1<math>{}_{3}μ_{3}</math> + 3)/(5<math>{}_{3}μ_{3}</math> + 14)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(5<math>{}_{3}μ_{3}</math> + 9)'''
|'''(1<math>{}_{1}μ_{3}</math> + 0)/(4<math>{}_{1}μ_{3}</math> + 1)'''
|'''(3<math>{}_{1}μ_{3}</math> + 1)/(14<math>{}_{1}μ_{3}</math> + 5)'''
|'''(3<math>{}_{2}μ_{3}</math> + 1)/(14<math>{}_{2}μ_{3}</math> + 5)'''
|'''(1<math>{}_{2}μ_{3}</math> + 1)/(5<math>{}_{2}μ_{3}</math> + 4)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(9<math>{}_{1}μ_{3}</math> + 5)'''
|'''(3<math>{}_{2}μ_{3}</math> + 2)/(14<math>{}_{2}μ_{3}</math> + 9)'''
|'''(3<math>{}_{1}μ_{3}</math> + 2)/(14<math>{}_{1}μ_{3}</math> + 9)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(9<math>{}_{2}μ_{3}</math> + 5)'''
|'''(1<math>{}_{1}μ_{3}</math> + 1)/(5<math>{}_{1}μ_{3}</math> + 4)'''
|'''(2<math>{}_{3}μ_{3}</math> + 3)/(9<math>{}_{3}μ_{3}</math> + 14)'''
|'''(2<math>{}_{3}μ_{3}</math> + 3)/(9<math>{}_{3}μ_{3}</math> + 13)'''
|'''(1<math>{}_{2}μ_{3}</math> + 0)/(4<math>{}_{2}μ_{3}</math> + 1)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(9<math>{}_{2}μ_{3}</math> + 4)'''
|'''(3<math>{}_{1}μ_{3}</math> + 2)/(13<math>{}_{1}μ_{3}</math> + 9)'''
|'''(3<math>{}_{2}μ_{3}</math> + 2)/(13<math>{}_{2}μ_{3}</math> + 9)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(9<math>{}_{1}μ_{3}</math> + 4)'''
|'''(0<math>{}_{3}μ_{3}</math> + 1)/(1<math>{}_{3}μ_{3}</math> + 1)'''
|'''(3<math>{}_{2}μ_{3}</math> + 1)/(13<math>{}_{2}μ_{3}</math> + 4)'''
|'''(3<math>{}_{1}μ_{3}</math> + 1)/(13<math>{}_{1}μ_{3}</math> + 4)'''
|'''(1<math>{}_{3}μ_{3}</math> + 1)/(4<math>{}_{3}μ_{3}</math> + 5)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(4<math>{}_{3}μ_{3}</math> + 9)'''
|'''(1<math>{}_{3}μ_{3}</math> + 3)/(4<math>{}_{3}μ_{3}</math> + 13)'''
|'''(1<math>{}_{3}μ_{3}</math> + 4)/(4<math>{}_{3}μ_{3}</math> + 15)'''
|'''(1<math>{}_{3}μ_{3}</math> + 3)/(4<math>{}_{3}μ_{3}</math> + 11)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(4<math>{}_{3}μ_{3}</math> + 7)'''
|'''(4<math>{}_{1}μ_{3}</math> + 1)/(15<math>{}_{1}μ_{3}</math> + 4)'''
|'''(4<math>{}_{2}μ_{3}</math> + 1)/(15<math>{}_{2}μ_{3}</math> + 4)'''
|'''(1<math>{}_{1}μ_{3}</math> + 0)/(3<math>{}_{1}μ_{3}</math> + 1)'''
|'''(3<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 4)'''
|'''(4<math>{}_{2}μ_{3}</math> + 3)/(15<math>{}_{2}μ_{3}</math> + 11)'''
|'''(4<math>{}_{1}μ_{3}</math> + 3)/(15<math>{}_{1}μ_{3}</math> + 11)'''
|'''(3<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 4)'''
|'''(1<math>{}_{2}μ_{3}</math> + 1)/(4<math>{}_{2}μ_{3}</math> + 3)'''
|'''(3<math>{}_{3}μ_{3}</math> + 4)/(11<math>{}_{3}μ_{3}</math> + 15)'''
|'''(3<math>{}_{3}μ_{3}</math> + 5)/(11<math>{}_{3}μ_{3}</math> + 18)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 4)'''
|'''(3<math>{}_{2}μ_{3}</math> + 2)/(11<math>{}_{2}μ_{3}</math> + 7)'''
|'''(5<math>{}_{1}μ_{3}</math> + 3)/(18<math>{}_{1}μ_{3}</math> + 11)'''
|'''(5<math>{}_{2}μ_{3}</math> + 3)/(18<math>{}_{2}μ_{3}</math> + 11)'''
|'''(3<math>{}_{1}μ_{3}</math> + 2)/(11<math>{}_{1}μ_{3}</math> + 7)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 4)'''
|'''(5<math>{}_{2}μ_{3}</math> + 2)/(18<math>{}_{2}μ_{3}</math> + 7)'''
|'''(5<math>{}_{1}μ_{3}</math> + 2)/(18<math>{}_{1}μ_{3}</math> + 7)'''
|'''(1<math>{}_{1}μ_{3}</math> + 1)/(4<math>{}_{1}μ_{3}</math> + 3)'''
|'''(2<math>{}_{3}μ_{3}</math> + 3)/(7<math>{}_{3}μ_{3}</math> + 11)'''
|'''(2<math>{}_{3}μ_{3}</math> + 5)/(7<math>{}_{3}μ_{3}</math> + 18)'''
|'''(2<math>{}_{3}μ_{3}</math> + 5)/(7<math>{}_{3}μ_{3}</math> + 17)'''
|'''(2<math>{}_{3}μ_{3}</math> + 3)/(7<math>{}_{3}μ_{3}</math> + 10)'''
|'''(1<math>{}_{2}μ_{3}</math> + 0)/(3<math>{}_{2}μ_{3}</math> + 1)'''
|'''(5<math>{}_{1}μ_{3}</math> + 2)/(17<math>{}_{1}μ_{3}</math> + 7)'''
|'''(5<math>{}_{2}μ_{3}</math> + 2)/(17<math>{}_{2}μ_{3}</math> + 7)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 3)'''
|'''(3<math>{}_{1}μ_{3}</math> + 2)/(10<math>{}_{1}μ_{3}</math> + 7)'''
|'''(5<math>{}_{2}μ_{3}</math> + 3)/(17<math>{}_{2}μ_{3}</math> + 10)'''
|'''(5<math>{}_{1}μ_{3}</math> + 3)/(17<math>{}_{1}μ_{3}</math> + 10)'''
|'''(3<math>{}_{2}μ_{3}</math> + 2)/(10<math>{}_{2}μ_{3}</math> + 7)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 3)'''
|'''(3<math>{}_{3}μ_{3}</math> + 5)/(10<math>{}_{3}μ_{3}</math> + 17)'''
|'''(3<math>{}_{3}μ_{3}</math> + 4)/(10<math>{}_{3}μ_{3}</math> + 13)'''
|'''(0<math>{}_{2}μ_{3}</math> + 1)/(1<math>{}_{2}μ_{3}</math> + 1)'''
|'''(3<math>{}_{2}μ_{3}</math> + 1)/(10<math>{}_{2}μ_{3}</math> + 3)'''
|'''(4<math>{}_{1}μ_{3}</math> + 3)/(13<math>{}_{1}μ_{3}</math> + 10)'''
|'''(4<math>{}_{2}μ_{3}</math> + 3)/(13<math>{}_{2}μ_{3}</math> + 10)'''
|'''(3<math>{}_{1}μ_{3}</math> + 1)/(10<math>{}_{1}μ_{3}</math> + 3)'''
|'''(1<math>{}_{3}μ_{3}</math> + 1)/(3<math>{}_{3}μ_{3}</math> + 4)'''
|'''(4<math>{}_{2}μ_{3}</math> + 1)/(13<math>{}_{2}μ_{3}</math> + 3)'''
|'''(4<math>{}_{1}μ_{3}</math> + 1)/(13<math>{}_{1}μ_{3}</math> + 3)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(3<math>{}_{3}μ_{3}</math> + 7)'''
|'''(1<math>{}_{3}μ_{3}</math> + 3)/(3<math>{}_{3}μ_{3}</math> + 10)'''
|'''(1<math>{}_{3}μ_{3}</math> + 4)/(3<math>{}_{3}μ_{3}</math> + 13)'''
|'''(1<math>{}_{3}μ_{3}</math> + 5)/(3<math>{}_{3}μ_{3}</math> + 14)'''
|'''(1<math>{}_{3}μ_{3}</math> + 4)/(3<math>{}_{3}μ_{3}</math> + 11)'''
|'''(1<math>{}_{3}μ_{3}</math> + 3)/(3<math>{}_{3}μ_{3}</math> + 8)'''
|'''(5<math>{}_{1}μ_{3}</math> + 1)/(14<math>{}_{1}μ_{3}</math> + 3)'''
|'''(5<math>{}_{2}μ_{3}</math> + 1)/(14<math>{}_{2}μ_{3}</math> + 3)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(3<math>{}_{3}μ_{3}</math> + 5)'''
|'''(4<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 3)'''
|'''(5<math>{}_{2}μ_{3}</math> + 4)/(14<math>{}_{2}μ_{3}</math> + 11)'''
|'''(5<math>{}_{1}μ_{3}</math> + 4)/(14<math>{}_{1}μ_{3}</math> + 11)'''
|'''(4<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 3)'''
|'''(1<math>{}_{1}μ_{3}</math> + 0)/(2<math>{}_{1}μ_{3}</math> + 1)'''
|'''(4<math>{}_{3}μ_{3}</math> + 5)/(11<math>{}_{3}μ_{3}</math> + 14)'''
|'''(4<math>{}_{3}μ_{3}</math> + 7)/(11<math>{}_{3}μ_{3}</math> + 19)'''
|'''(3<math>{}_{1}μ_{3}</math> + 1)/(8<math>{}_{1}μ_{3}</math> + 3)'''
|'''(4<math>{}_{2}μ_{3}</math> + 3)/(11<math>{}_{2}μ_{3}</math> + 8)'''
|'''(7<math>{}_{1}μ_{3}</math> + 4)/(19<math>{}_{1}μ_{3}</math> + 11)'''
|'''(7<math>{}_{2}μ_{3}</math> + 4)/(19<math>{}_{2}μ_{3}</math> + 11)'''
|'''(4<math>{}_{1}μ_{3}</math> + 3)/(11<math>{}_{1}μ_{3}</math> + 8)'''
|'''(3<math>{}_{2}μ_{3}</math> + 1)/(8<math>{}_{2}μ_{3}</math> + 3)'''
|'''(7<math>{}_{2}μ_{3}</math> + 3)/(19<math>{}_{2}μ_{3}</math> + 8)'''
|'''(7<math>{}_{1}μ_{3}</math> + 3)/(19<math>{}_{1}μ_{3}</math> + 8)'''
|'''(1<math>{}_{2}μ_{3}</math> + 1)/(3<math>{}_{2}μ_{3}</math> + 2)'''
|'''(3<math>{}_{3}μ_{3}</math> + 4)/(8<math>{}_{3}μ_{3}</math> + 11)'''
|'''(3<math>{}_{3}μ_{3}</math> + 7)/(8<math>{}_{3}μ_{3}</math> + 19)'''
|'''(3<math>{}_{3}μ_{3}</math> + 8)/(8<math>{}_{3}μ_{3}</math> + 21)'''
|'''(3<math>{}_{3}μ_{3}</math> + 5)/(8<math>{}_{3}μ_{3}</math> + 13)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(5<math>{}_{1}μ_{3}</math> + 3)'''
|'''(8<math>{}_{1}μ_{3}</math> + 3)/(21<math>{}_{1}μ_{3}</math> + 8)'''
|'''(8<math>{}_{2}μ_{3}</math> + 3)/(21<math>{}_{2}μ_{3}</math> + 8)'''
|'''(3<math>{}_{2}μ_{3}</math> + 2)/(8<math>{}_{2}μ_{3}</math> + 5)'''
|'''(5<math>{}_{1}μ_{3}</math> + 3)/(13<math>{}_{1}μ_{3}</math> + 8)'''
|'''(8<math>{}_{2}μ_{3}</math> + 5)/(21<math>{}_{2}μ_{3}</math> + 13)'''
|'''(8<math>{}_{1}μ_{3}</math> + 5)/(21<math>{}_{1}μ_{3}</math> + 13)'''
|'''(5<math>{}_{2}μ_{3}</math> + 3)/(13<math>{}_{2}μ_{3}</math> + 8)'''
|'''(3<math>{}_{1}μ_{3}</math> + 2)/(8<math>{}_{1}μ_{3}</math> + 5)'''
|'''(5<math>{}_{3}μ_{3}</math> + 8)/(13<math>{}_{3}μ_{3}</math> + 21)'''
|'''(5<math>{}_{3}μ_{3}</math> + 7)/(13<math>{}_{3}μ_{3}</math> + 18)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(5<math>{}_{2}μ_{3}</math> + 3)'''
|'''(5<math>{}_{2}μ_{3}</math> + 2)/(13<math>{}_{2}μ_{3}</math> + 5)'''
|'''(7<math>{}_{1}μ_{3}</math> + 5)/(18<math>{}_{1}μ_{3}</math> + 13)'''
|'''(7<math>{}_{2}μ_{3}</math> + 5)/(18<math>{}_{2}μ_{3}</math> + 13)'''
|'''(5<math>{}_{1}μ_{3}</math> + 2)/(13<math>{}_{1}μ_{3}</math> + 5)'''
|'''(1<math>{}_{1}μ_{3}</math> + 1)/(3<math>{}_{1}μ_{3}</math> + 2)'''
|'''(7<math>{}_{2}μ_{3}</math> + 2)/(18<math>{}_{2}μ_{3}</math> + 5)'''
|'''(7<math>{}_{1}μ_{3}</math> + 2)/(18<math>{}_{1}μ_{3}</math> + 5)'''
|'''(2<math>{}_{3}μ_{3}</math> + 3)/(5<math>{}_{3}μ_{3}</math> + 8)'''
|'''(2<math>{}_{3}μ_{3}</math> + 5)/(5<math>{}_{3}μ_{3}</math> + 13)'''
|'''(2<math>{}_{3}μ_{3}</math> + 7)/(5<math>{}_{3}μ_{3}</math> + 18)'''
|'''(2<math>{}_{3}μ_{3}</math> + 7)/(5<math>{}_{3}μ_{3}</math> + 17)'''
|'''(2<math>{}_{3}μ_{3}</math> + 5)/(5<math>{}_{3}μ_{3}</math> + 12)'''
|'''(2<math>{}_{3}μ_{3}</math> + 3)/(5<math>{}_{3}μ_{3}</math> + 7)'''
|'''(7<math>{}_{1}μ_{3}</math> + 2)/(17<math>{}_{1}μ_{3}</math> + 5)'''
|'''(7<math>{}_{2}μ_{3}</math> + 2)/(17<math>{}_{2}μ_{3}</math> + 5)'''
|'''(1<math>{}_{2}μ_{3}</math> + 0)/(2<math>{}_{2}μ_{3}</math> + 1)'''
|'''(5<math>{}_{1}μ_{3}</math> + 2)/(12<math>{}_{1}μ_{3}</math> + 5)'''
|'''(7<math>{}_{2}μ_{3}</math> + 5)/(17<math>{}_{2}μ_{3}</math> + 12)'''
|'''(7<math>{}_{1}μ_{3}</math> + 5)/(17<math>{}_{1}μ_{3}</math> + 12)'''
|'''(5<math>{}_{2}μ_{3}</math> + 2)/(12<math>{}_{2}μ_{3}</math> + 5)'''
|'''(2<math>{}_{2}μ_{3}</math> + 1)/(5<math>{}_{2}μ_{3}</math> + 2)'''
|'''(5<math>{}_{3}μ_{3}</math> + 7)/(12<math>{}_{3}μ_{3}</math> + 17)'''
|'''(5<math>{}_{3}μ_{3}</math> + 8)/(12<math>{}_{3}μ_{3}</math> + 19)'''
|'''(3<math>{}_{1}μ_{3}</math> + 2)/(7<math>{}_{1}μ_{3}</math> + 5)'''
|'''(5<math>{}_{2}μ_{3}</math> + 3)/(12<math>{}_{2}μ_{3}</math> + 7)'''
|'''(8<math>{}_{1}μ_{3}</math> + 5)/(19<math>{}_{1}μ_{3}</math> + 12)'''
|'''(8<math>{}_{2}μ_{3}</math> + 5)/(19<math>{}_{2}μ_{3}</math> + 12)'''
|'''(5<math>{}_{1}μ_{3}</math> + 3)/(12<math>{}_{1}μ_{3}</math> + 7)'''
|'''(3<math>{}_{2}μ_{3}</math> + 2)/(7<math>{}_{2}μ_{3}</math> + 5)'''
|'''(8<math>{}_{2}μ_{3}</math> + 3)/(19<math>{}_{2}μ_{3}</math> + 7)'''
|'''(8<math>{}_{1}μ_{3}</math> + 3)/(19<math>{}_{1}μ_{3}</math> + 7)'''
|'''(2<math>{}_{1}μ_{3}</math> + 1)/(5<math>{}_{1}μ_{3}</math> + 2)'''
|'''(3<math>{}_{3}μ_{3}</math> + 5)/(7<math>{}_{3}μ_{3}</math> + 12)'''
|'''(3<math>{}_{3}μ_{3}</math> + 8)/(7<math>{}_{3}μ_{3}</math> + 19)'''
|'''(3<math>{}_{3}μ_{3}</math> + 7)/(7<math>{}_{3}μ_{3}</math> + 16)'''
|'''(3<math>{}_{3}μ_{3}</math> + 4)/(7<math>{}_{3}μ_{3}</math> + 9)'''
|'''(0<math>{}_{1}μ_{3}</math> + 1)/(1<math>{}_{1}μ_{3}</math> + 1)'''
|'''(7<math>{}_{1}μ_{3}</math> + 3)/(16<math>{}_{1}μ_{3}</math> + 7)'''
|'''(7<math>{}_{2}μ_{3}</math> + 3)/(16<math>{}_{2}μ_{3}</math> + 7)'''
|'''(3<math>{}_{2}μ_{3}</math> + 1)/(7<math>{}_{2}μ_{3}</math> + 2)'''
|'''(4<math>{}_{1}μ_{3}</math> + 3)/(9<math>{}_{1}μ_{3}</math> + 7)'''
|'''(7<math>{}_{2}μ_{3}</math> + 4)/(16<math>{}_{2}μ_{3}</math> + 9)'''
|'''(7<math>{}_{1}μ_{3}</math> + 4)/(16<math>{}_{1}μ_{3}</math> + 9)'''
|'''(4<math>{}_{2}μ_{3}</math> + 3)/(9<math>{}_{2}μ_{3}</math> + 7)'''
|'''(3<math>{}_{1}μ_{3}</math> + 1)/(7<math>{}_{1}μ_{3}</math> + 2)'''
|'''(4<math>{}_{3}μ_{3}</math> + 7)/(9<math>{}_{3}μ_{3}</math> + 16)'''
|'''(4<math>{}_{3}μ_{3}</math> + 5)/(9<math>{}_{3}μ_{3}</math> + 11)'''
|'''(1<math>{}_{3}μ_{3}</math> + 1)/(2<math>{}_{3}μ_{3}</math> + 3)'''
|'''(4<math>{}_{2}μ_{3}</math> + 1)/(9<math>{}_{2}μ_{3}</math> + 2)'''
|'''(5<math>{}_{1}μ_{3}</math> + 4)/(11<math>{}_{1}μ_{3}</math> + 9)'''
|'''(5<math>{}_{2}μ_{3}</math> + 4)/(11<math>{}_{2}μ_{3}</math> + 9)'''
|'''(4<math>{}_{1}μ_{3}</math> + 1)/(9<math>{}_{1}μ_{3}</math> + 2)'''
|'''(1<math>{}_{3}μ_{3}</math> + 2)/(2<math>{}_{3}μ_{3}</math> + 5)'''
|'''(5<math>{}_{2}μ_{3}</math> + 1)/(11<math>{}_{2}μ_{3}</math> + 2)'''
|'''(5<math>{}_{1}μ_{3}</math> + 1)/(11<math>{}_{1}μ_{3}</math> + 2)'''
|'''(1<math>{}_{3}μ_{3}</math> + 3)/(2<math>{}_{3}μ_{3}</math> + 7)'''
|'''(1<math>{}_{3}μ_{3}</math> + 4)/(2<math>{}_{3}μ_{3}</math> + 9)'''
|'''(1<math>{}_{3}μ_{3}</math> + 5)/(2<math>{}_{3}μ_{3}</math> + 11)'''
|-
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|'''3_67'''
|'''3_9'''
|'''3_134'''
|'''3_135'''
|'''3_34'''
|'''3_68'''
|'''3_136'''
|'''3_137'''
|'''3_69'''
|'''3_35'''
|'''3_138'''
|'''3_139'''
|'''3_2'''
|'''3_70'''
|'''3_140'''
|'''3_141'''
|'''3_71'''
|'''3_18'''
|'''3_142'''
|'''3_143'''
|'''3_36'''
|'''3_72'''
|'''3_144'''
|'''3_145'''
|'''3_73'''
|'''3_37'''
|'''3_146'''
|'''3_147'''
|'''3_19'''
|'''3_74'''
|'''3_148'''
|'''3_149'''
|'''3_75'''
|'''3_5'''
|'''3_150'''
|'''3_151'''
|'''3_38'''
|'''3_76'''
|'''3_152'''
|'''3_153'''
|'''3_77'''
|'''3_39'''
|'''3_154'''
|'''3_155'''
|'''3_10'''
|'''3_78'''
|'''3_156'''
|'''3_157'''
|'''3_79'''
|'''3_20'''
|'''3_158'''
|'''3_159'''
|'''3_40'''
|'''3_80'''
|'''3_160'''
|'''3_161'''
|'''3_81'''
|'''3_41'''
|'''3_162'''
|'''3_163'''
|'''3_21'''
|'''3_82'''
|'''3_164'''
|'''3_165'''
|'''3_83'''
|'''3_11'''
|'''3_166'''
|'''3_167'''
|'''3_42'''
|'''3_84'''
|'''3_168'''
|'''3_169'''
|'''3_85'''
|'''3_43'''
|'''3_170'''
|'''3_171'''
|'''3_6'''
|'''3_86'''
|'''3_172'''
|'''3_173'''
|'''3_87'''
|'''3_22'''
|'''3_174'''
|'''3_175'''
|'''3_44'''
|'''3_88'''
|'''3_176'''
|'''3_177'''
|'''3_89'''
|'''3_45'''
|'''3_178'''
|'''3_179'''
|'''3_23'''
|'''3_90'''
|'''3_180'''
|'''3_181'''
|'''3_91'''
|'''3_3'''
|'''3_182'''
|'''3_183'''
|'''3_46'''
|'''3_92'''
|'''3_184'''
|'''3_185'''
|'''3_93'''
|'''3_47'''
|'''3_186'''
|'''3_187'''
|'''3_12'''
|'''3_94'''
|'''3_188'''
|'''3_189'''
|'''3_95'''
|'''3_24'''
|'''3_190'''
|'''3_191'''
|'''3_48'''
|'''3_96'''
|'''3_192'''
|}
[[File:Generator Equivalence Patterns - Bronze Mean.png|none|thumb|153x153px|
[[File:Generator Equivalence Patterns - Bronze Mean.png|none|thumb|153x153px|
generator equivalence patterns - bronze
generator equivalence patterns - bronze
Retrieved from "https://en.xen.wiki/w/Metallic_MOS"