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MyWikiBiz, Author Your Legacy — Friday November 08, 2024
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<table rules = groups>
 
<table rules = groups>
 
<table border cellpadding = 10 span = 2>
 
<table border cellpadding = 10 span = 2>
<COL width=45%>
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<thead>
   
<tr> <th>Latin</th><th>English</th>
 
<tr> <th>Latin</th><th>English</th>
</tr> </thead> <tbody>
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</tr>  
 
<tr> <td>    ARISTOTELES: DE INTERPRETATIONE  
 
<tr> <td>    ARISTOTELES: DE INTERPRETATIONE  
 
               </td> <td>     
 
               </td> <td>     
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               </td> <td>    It is evident, also, that neither true judgements nor true propositions can be contrary the one to the other. For whereas, when two propositions are true, a man may state both at the same time without inconsistency, contrary propositions are those which state contrary conditions, and contrary conditions cannot subsist at one and the same time in the same subject.
 
               </td> <td>    It is evident, also, that neither true judgements nor true propositions can be contrary the one to the other. For whereas, when two propositions are true, a man may state both at the same time without inconsistency, contrary propositions are those which state contrary conditions, and contrary conditions cannot subsist at one and the same time in the same subject.
 
               </td> </tr>
 
               </td> </tr>
</tbody> </table>  
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</table>  
    
<br> <br> <br>  
 
<br> <br> <br>  
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