Line 456: |
Line 456: |
| | <math>\beta_i f = \Upsilon \langle f, f_i \rangle = \Upsilon \langle f \Rightarrow f_i \rangle.</math> | | | <math>\beta_i f = \Upsilon \langle f, f_i \rangle = \Upsilon \langle f \Rightarrow f_i \rangle.</math> |
| |} | | |} |
| + | |
| + | ====Table 1==== |
| | | |
| The values of the sixteen <math>\alpha_i\!</math> on each of the sixteen boolean functions <math>f : \mathbb{B}^2 \to \mathbb{B}</math> are shown in Table 1. Expressed in terms of the implication ordering on the sixteen functions, <math>\alpha_i f = 1\!</math> says that <math>f\!</math> is ''above or identical to'' <math>f_i\!</math> in the implication lattice, that is, <math>\ge f_i\!</math> in the implication ordering. | | The values of the sixteen <math>\alpha_i\!</math> on each of the sixteen boolean functions <math>f : \mathbb{B}^2 \to \mathbb{B}</math> are shown in Table 1. Expressed in terms of the implication ordering on the sixteen functions, <math>\alpha_i f = 1\!</math> says that <math>f\!</math> is ''above or identical to'' <math>f_i\!</math> in the implication lattice, that is, <math>\ge f_i\!</math> in the implication ordering. |
Line 802: |
Line 804: |
| | style="background:black; color:white" | 1 | | | style="background:black; color:white" | 1 |
| |}<br> | | |}<br> |
| + | |
| + | ====Table 2==== |
| | | |
| The values of the sixteen <math>\beta_i\!</math> on each of the sixteen boolean functions <math>f : \mathbb{B}^2 \to \mathbb{B}</math> are shown in Table 2. Expressed in terms of the implication ordering on the sixteen functions, <math>\beta_i f = 1\!</math> says that <math>f\!</math> is ''below or identical to'' <math>f_i\!</math> in the implication lattice, that is, <math>\le f_i\!</math> in the implication ordering. | | The values of the sixteen <math>\beta_i\!</math> on each of the sixteen boolean functions <math>f : \mathbb{B}^2 \to \mathbb{B}</math> are shown in Table 2. Expressed in terms of the implication ordering on the sixteen functions, <math>\beta_i f = 1\!</math> says that <math>f\!</math> is ''below or identical to'' <math>f_i\!</math> in the implication lattice, that is, <math>\le f_i\!</math> in the implication ordering. |
Line 1,148: |
Line 1,152: |
| | style="background:black; color:white" | 1 | | | style="background:black; color:white" | 1 |
| |}<br> | | |}<br> |
| + | |
| + | ====Table 3==== |
| | | |
| {| align="center" border="1" cellpadding="2" cellspacing="0" style="font-weight:bold; text-align:center; width:96%" | | {| align="center" border="1" cellpadding="2" cellspacing="0" style="font-weight:bold; text-align:center; width:96%" |
Line 1,167: |
Line 1,173: |
| | 0000 | | | 0000 |
| | <math>(~)</math> | | | <math>(~)</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_1</math> | | | <math>f_1</math> |
| | 0001 | | | 0001 |
| | <math>(u)(v)\!</math> | | | <math>(u)(v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_2</math> | | | <math>f_2</math> |
| | 0010 | | | 0010 |
| | <math>(u) v\!</math> | | | <math>(u) v\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_3</math> | | | <math>f_3</math> |
| | 0011 | | | 0011 |
| | <math>(u)\!</math> | | | <math>(u)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_4</math> | | | <math>f_4</math> |
| | 0100 | | | 0100 |
| | <math>u (v)\!</math> | | | <math>u (v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_5</math> | | | <math>f_5</math> |
| | 0101 | | | 0101 |
| | <math>(v)\!</math> | | | <math>(v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_6</math> | | | <math>f_6</math> |
| | 0110 | | | 0110 |
| | <math>(u, v)\!</math> | | | <math>(u, v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_7</math> | | | <math>f_7</math> |
| | 0111 | | | 0111 |
| | <math>(u v)\!</math> | | | <math>(u v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_8</math> | | | <math>f_8</math> |
| | 1000 | | | 1000 |
| | <math>u v\!</math> | | | <math>u v\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_9</math> | | | <math>f_9</math> |
| | 1001 | | | 1001 |
| | <math>((u, v))\!</math> | | | <math>((u, v))\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{10}</math> | | | <math>f_{10}</math> |
| | 1010 | | | 1010 |
| | <math>v\!</math> | | | <math>v\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{11}</math> | | | <math>f_{11}</math> |
| | 1011 | | | 1011 |
| | <math>(u (v))\!</math> | | | <math>(u (v))\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{12}</math> | | | <math>f_{12}</math> |
| | 1100 | | | 1100 |
| | <math>u\!</math> | | | <math>u\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{13}</math> | | | <math>f_{13}</math> |
| | 1101 | | | 1101 |
| | <math>((u) v)\!</math> | | | <math>((u) v)\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{14}</math> | | | <math>f_{14}</math> |
| | 1110 | | | 1110 |
| | <math>((u)(v))\!</math> | | | <math>((u)(v))\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{15}</math> | | | <math>f_{15}</math> |
| | 1111 | | | 1111 |
| | <math>((~))</math> | | | <math>((~))</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |}<br> | | |}<br> |
| + | |
| + | ====Table 4==== |
| | | |
| {| align="center" border="1" cellpadding="2" cellspacing="0" style="font-weight:bold; text-align:center; width:96%" | | {| align="center" border="1" cellpadding="2" cellspacing="0" style="font-weight:bold; text-align:center; width:96%" |
Line 1,375: |
Line 1,383: |
| | 0000 | | | 0000 |
| | <math>(~)</math> | | | <math>(~)</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_1</math> | | | <math>f_1</math> |
| | 0001 | | | 0001 |
| | <math>(u)(v)\!</math> | | | <math>(u)(v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_2</math> | | | <math>f_2</math> |
| | 0010 | | | 0010 |
| | <math>(u) v\!</math> | | | <math>(u) v\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_4</math> | | | <math>f_4</math> |
| | 0100 | | | 0100 |
| | <math>u (v)\!</math> | | | <math>u (v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_8</math> | | | <math>f_8</math> |
| | 1000 | | | 1000 |
| | <math>u v\!</math> | | | <math>u v\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_3</math> | | | <math>f_3</math> |
| | 0011 | | | 0011 |
| | <math>(u)\!</math> | | | <math>(u)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_{12}</math> | | | <math>f_{12}</math> |
| | 1100 | | | 1100 |
| | <math>u\!</math> | | | <math>u\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_6</math> | | | <math>f_6</math> |
| | 0110 | | | 0110 |
| | <math>(u, v)\!</math> | | | <math>(u, v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_9</math> | | | <math>f_9</math> |
| | 1001 | | | 1001 |
| | <math>((u, v))\!</math> | | | <math>((u, v))\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_5</math> | | | <math>f_5</math> |
| | 0101 | | | 0101 |
| | <math>(v)\!</math> | | | <math>(v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_{10}</math> | | | <math>f_{10}</math> |
| | 1010 | | | 1010 |
| | <math>v\!</math> | | | <math>v\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_7</math> | | | <math>f_7</math> |
| | 0111 | | | 0111 |
| | <math>(u v)\!</math> | | | <math>(u v)\!</math> |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
| |- | | |- |
| | <math>f_{11}</math> | | | <math>f_{11}</math> |
| | 1011 | | | 1011 |
| | <math>(u (v))\!</math> | | | <math>(u (v))\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{13}</math> | | | <math>f_{13}</math> |
| | 1101 | | | 1101 |
| | <math>((u) v)\!</math> | | | <math>((u) v)\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{14}</math> | | | <math>f_{14}</math> |
| | 1110 | | | 1110 |
| | <math>((u)(v))\!</math> | | | <math>((u)(v))\!</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |- | | |- |
| | <math>f_{15}</math> | | | <math>f_{15}</math> |
| | 1111 | | | 1111 |
| | <math>((~))</math> | | | <math>((~))</math> |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | | + | | style="background:white; color:black" | 0 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
− | | 1 | + | | style="background:black; color:white" | 1 |
| |}<br> | | |}<br> |
| + | |
| + | ====Table 5==== |
| | | |
| {| align="center" border="1" cellpadding="2" cellspacing="0" style="font-weight:bold; text-align:center; width:96%" | | {| align="center" border="1" cellpadding="2" cellspacing="0" style="font-weight:bold; text-align:center; width:96%" |