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if we have a rule that says if a then b and c that means that a alone is sufficient to require both b and c we have the word and but the word and is in the necessary condition so it actually isnt as complicated as it might otherwise be its simply saying a requires b also a requires c no need to do anything fancy in terms of diagramming you could diagram that as two separate conditional statements or you could have them combined where a has two arrows stemming from it one towards b and one towards c with the same variable a the same letter a connecting both of them in that way meaning that a is the common denominator of the common variable that requires both b and c we might separately have a rule saying if d or e then f that means that d alone is sufficient to require f also e alone is sufficient to require f fairly straightforward rule doesnt need to get that complicated so when we have the word and in the necessary condition its fairly simple when we have the word or in the suff