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Say you have a jar full of jellybeans. We know that the number of whole jellybeans in the jar must be either even or odd.
If someone asks you if you believe the number of jellybeans in the jar is even, you can and should say "no" if you haven't counted them or otherwise gathered any evidence to support that conclusion. To believe something is to say you feel it is more likely true than false, and you can't say that about the given proposition.
Importantly, this does not mean you do believe the number of jellybeans is odd. The fact that one of those two things must be true does not mean you have to pick one to believe and one to disbelieve. It is perfectly rational to reserve belief either way until you have evidence one way or the other. You do not believe it's even, nor do you believe it's odd.
So, if we define "atheist" as "someone who does not believe in any gods", I think you meet the definition of atheist. Just like the person in the above example does not believe the jellybeans are even & also does not believe they are odd, you don't need to believe "there are no gods anywhere" to not believe "there is at least one god".
If you do not believe there is at least one god, don't you automatically believe there is at most zero gods? Isn't that how logic works? If you don't know you say you don't know, not you dont believe. When you say you do not believe you think have proof it isn't...
The purpose of my jellybean thought exercise was to show that "I don't know" and "I don't believe" are not mutually exclusive. Basically:
I do not believe [x] != I believe [not x]
I don't believe in String Theory. String Theory may be correct for all I know: I am not a physicist, and my understanding of String Theory is cursory at best.
Because I do not have enough evidence to warrant belief, I cannot say I believe in String Theory. But that same lack of understanding means I must also say I don't believe that String Theory is false.