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<blockquote data-quote="Lanefan" data-source="post: 7473463" data-attributes="member: 29398"><p>Even here I disagree, in that a true binary - only one 'yes' option and only one 'no' option - is very rare indeed outside of spaces like arithmetic. Take something as simple as the colour of a clear sky:</p><p></p><p>"The sky is blue"</p><p>"The sky is pink"</p><p>"The sky is gray"</p><p></p><p>These can all be truthfully said simultaneously by three people standing side by side, giving a three-way (trinary?) condition.</p><p></p><p>The person who says the sky is blue is looking straight up.</p><p>The person who says the sky is pink is looking west at the sunset</p><p>The person who says the sky is gray is colour-blind</p><p></p><p>But as soon as you hit three evaluations (or conditions) you're no longer binary. Each evaluation has two "no" conditions (those being the other two evaluations); and in this example there has to be a fourth option: "none of these are true".</p><p></p><p>Contrast that with a true binary: the electric light is either on or off; in either state one statement about its condition is true and the other is false.</p></blockquote><p></p>
[QUOTE="Lanefan, post: 7473463, member: 29398"] Even here I disagree, in that a true binary - only one 'yes' option and only one 'no' option - is very rare indeed outside of spaces like arithmetic. Take something as simple as the colour of a clear sky: "The sky is blue" "The sky is pink" "The sky is gray" These can all be truthfully said simultaneously by three people standing side by side, giving a three-way (trinary?) condition. The person who says the sky is blue is looking straight up. The person who says the sky is pink is looking west at the sunset The person who says the sky is gray is colour-blind But as soon as you hit three evaluations (or conditions) you're no longer binary. Each evaluation has two "no" conditions (those being the other two evaluations); and in this example there has to be a fourth option: "none of these are true". Contrast that with a true binary: the electric light is either on or off; in either state one statement about its condition is true and the other is false. [/QUOTE]
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