Line 1,773:
Line 1,773:
Absolute terms:
Absolute terms:
−
: m = "man" = C +, I +, J +, O
+
{| align="center" cellspacing="6" width="90%"
−
+
|
−
: n = "noble" = C +, D +, O
+
<math>\begin{array}{*{11}{c}}
−
+
\mathrm{m}
−
: w = "woman" = B +, D +, E
+
& = & \text{man}
+
& = & \mathrm{C}
+
& +\!\!, & \mathrm{I}
+
& +\!\!, & \mathrm{J}
+
& +\!\!, & \mathrm{O}
+
\\[6pt]
+
\mathrm{n}
+
& = & \text{noble}
+
& = & \mathrm{C}
+
& +\!\!, & \mathrm{D}
+
& +\!\!, & \mathrm{O}
+
\\[6pt]
+
\mathrm{w}
+
& = & \text{woman}
+
& = & \mathrm{B}
+
& +\!\!, & \mathrm{D}
+
& +\!\!, & \mathrm{E}
+
\end{array}</math>
+
|}
Diagonal extensions:
Diagonal extensions:
−
: m, = "man that is ---" = C:C +, I:I +, J:J +, O:O
+
{| align="center" cellspacing="6" width="90%"
−
+
|
−
: n, = "noble that is ---" = C:C +, D:D +, O:O
+
<math>\begin{array}{*{11}{c}}
−
+
\mathit{m,}
−
: w, = "woman that is ---" = B:B +, D:D +, E:E
+
& = & \text{man that is}\, \underline{~~~~}
+
& = & \mathrm{C}:\mathrm{C}
+
& +\!\!, & \mathrm{I}:\mathrm{I}
+
& +\!\!, & \mathrm{J}:\mathrm{J}
+
& +\!\!, & \mathrm{O}:\mathrm{O}
+
\\[6pt]
+
\mathit{n,}
+
& = & \text{noble that is}\, \underline{~~~~}
+
& = & \mathrm{C}:\mathrm{C}
+
& +\!\!, & \mathrm{D}:\mathrm{D}
+
& +\!\!, & \mathrm{O}:\mathrm{O}
+
\\[6pt]
+
\mathit{w,}
+
& = & \text{woman that is}\, \underline{~~~~}
+
& = & \mathrm{B}:\mathrm{B}
+
& +\!\!, & \mathrm{D}:\mathrm{D}
+
& +\!\!, & \mathrm{E}:\mathrm{E}
+
\end{array}</math>
+
|}
Sample products:
Sample products: