Question flowchart @JBTweets83 and anyone else. (Testing it out)

Given p="God exists":

#1:
Do you agree if you accept p is true, that is theism?

#2:
Do you agree every proposition has a logical negation s.t. p V ~p ≡ T (it is always a tautology and true)?

(Con't)
#3:

Do you agree the negation of p is ~p?

#4:

Do you agree ~p ="God does not exist"?

#5:

Do you agree affirming ~p that is atheism? (else what would you call it?)

#6:

If you agree affirming ~p would be atheism, then do you agree ~p is the proposition of atheism?

(Con't)
#7:

If you agree ~p is the proposition of atheism since affirming it is atheism, then it follows the converse is atheism is the proposition God does not exist.

(Con't)
#8:

If you agree the converse is atheism is the proposition God does not exist, then believing ~p is a necessary and sufficient condition for atheism.

(Con't)
#9:

If you agree that believing ~p would be a necessary and sufficient condition for atheism, then not believing ~p may or not may not be sufficient depending upon semantics.

(Con't)
#10

If you agree not believing ~p may or not may not be sufficient depending upon semantics, then lacktheism where lacking a belief is necessary and sufficient for atheism is merely a semantic assertion.

(end)

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