The curious structure of an MTN: Difference between revisions

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{{subtable|
{{subtable|
A ball: <br>
An oval ball: <br>
(a) if it is oval
:(i) may be used for rugby  
:(i) may be used for rugby  
:(ii) may not be used for cricket
:(ii) may not be used for cricket
(b) if it is round:
A round ball:
:(i) may not be used for rugby
:(i) may not be used for rugby
::(a) if it is red:  
:(ii) if it is red:  
:::(I) may be used for test cricket
::(a) may be used for test cricket
:::(II) may not be used for one-day cricket
:::(b) may not be used for one-day cricket
::(a) if it is white:
:(iii) if it is white:
:::(I) may not be used for test cricket
::(a) may not be used for test cricket
:::(II) may be used for one-day cricket
:::(b) may be used for one-day cricket
}}
}}


There are more and less efficient ways of organising a logical structure containing those propositions.
Or how about:
 
{{subtable|
Rugby must be played with an oval ball <br>
Test cricket must be played with a round red ball <br>
One-day cricket must be played with a round white ball <br>
}}


{{sa}}
{{sa}}

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