| Line 3,480: | 
Line 3,480: | 
|   |  |   |  | 
|   | =Work Area 1=  |   | =Work Area 1=  | 
|   | + |  | 
|   | + | ==Orbit Table Template==  | 
|   | + |  | 
|   | + | {| align="center" border="1" cellpadding="4" cellspacing="0" style="font-weight:bold; text-align:center; width:96%"  | 
|   | + | |+ '''Orbit Table Template'''  | 
|   | + | |- style="background:ghostwhite; height:36px"  | 
|   | + | |    | 
|   | + | | <math>f\!</math>  | 
|   | + | | <math>\operatorname{F}f|_{xy}</math>  | 
|   | + | | <math>\operatorname{F}f|_{x(y)}</math>  | 
|   | + | | <math>\operatorname{F}f|_{(x)y}</math>  | 
|   | + | | <math>\operatorname{F}f|_{(x)(y)}</math>  | 
|   | + | |- style="height:36px"  | 
|   | + | | <math>f_{0}\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{1}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{2}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{4}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{8}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x)(y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x)\ y\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>x\ (y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>x\ y\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{3}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{12}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>x\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{6}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{9}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x,\ y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>((x,\ y))\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{5}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{10}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>y\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{7}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{11}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{13}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{14}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x\ y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x\ (y))\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>((x)\ y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>((x)(y))\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |- style="height:36px"  | 
|   | + | | <math>f_{15}\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | |}  | 
|   | + | <br>  | 
|   |  |   |  | 
|   | ==Propositional Forms on Two Variables==  |   | ==Propositional Forms on Two Variables==  | 
| Line 3,786: | 
Line 4,077: | 
|   | | <p><math>(~)\!</math></p>  |   | | <p><math>(~)\!</math></p>  | 
|   | | <p><math>\operatorname{false}</math></p>  |   | | <p><math>\operatorname{false}</math></p>  | 
| − | | <p><math>0\!</math></p>  | + | | <p><math>1\!</math></p>  | 
|   | |-  |   | |-  | 
|   | |  |   | |  | 
| Line 4,409: | 
Line 4,700: | 
|   | o------o------------o------------o------------o------------o------------o  |   | o------o------------o------------o------------o------------o------------o  | 
|   | </pre>  |   | </pre>  | 
|   | + |  | 
|   | + | {| align="center" border="1" cellpadding="4" cellspacing="0" style="font-weight:bold; text-align:center; width:96%"  | 
|   | + | |+ '''Table 4.  <math>\operatorname{D}f</math> Expanded Over Ordinary Features <math>\{ x, y \}\!</math>'''  | 
|   | + | |- style="background:ghostwhite; height:36px"  | 
|   | + | |    | 
|   | + | | <math>f\!</math>  | 
|   | + | | <math>\operatorname{D}f|_{xy}</math>  | 
|   | + | | <math>\operatorname{D}f|_{x(y)}</math>  | 
|   | + | | <math>\operatorname{D}f|_{(x)y}</math>  | 
|   | + | | <math>\operatorname{D}f|_{(x)(y)}</math>  | 
|   | + | |- style="height:36px"  | 
|   | + | | <math>f_{0}\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | | <math>(~)\!</math>  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{1}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{2}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{4}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{8}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x)(y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x)\ y\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>x\ (y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>x\ y\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{3}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{12}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>x\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{6}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{9}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x,\ y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>((x,\ y))\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{5}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{10}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>y\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |-  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{7}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{11}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{13}\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>f_{14}\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x\ y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>(x\ (y))\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>((x)\ y)\!</math>  | 
|   | + | |-  | 
|   | + | | height="36px" | <math>((x)(y))\!</math>  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |  | 
|   | + | {| align="center"  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |-  | 
|   | + | | height="36px" |  | 
|   | + | |}  | 
|   | + | |- style="height:36px"  | 
|   | + | | <math>f_{15}\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | | <math>((~))\!</math>  | 
|   | + | |}  | 
|   | + | <br>  | 
|   |  |   |  | 
|   | ===Table 5===  |   | ===Table 5===  |