Transferring Encrypted One-time pad over the internet I was working with one-time pad, and as I understand , for one time pad to be 100% secure a key shouldn't be repeated. So assuming Alice and Bob have to exchange messages over the network secured over OTP, they both have to have the same key, which should happen by physically meeting and sharing the key on a drive for a example.

However I thought, if Alice and Bob had another type of encryption, symmetric encryption like AES, and they wanted security over OTP without meeting, couldn't just Bob generate OTP, encrypt it with AES, and send it to Alice over the network, and then it would be equally secure since the encrypted OTP was gibberish and still is gibberish before being encrypted and after being encrypted, therefore it is not susceptible to brute-force or cryptanalysis or other. 

Am I correct ?
No, encrypting the key with another cipher (AES) reduces the security of OTP to the security provided by this cipher (AES) or by the security measurement used to protect the encrypted key.

First of all, another requirement for OTP to be 100% secure is, that the key is chosen from random.

Example:


Assume Alice and Bob share a secret AES-Key $K_{shared}$. Alice generates a new, random key $K_{OPT}$ and encrypts it using AES: $C = Enc_{K_{shared}}(K_{OPT})$.
Alice sends the encrypted key $C$ over to Bob (lets ignore the
problem of authentication etc. for the moment).
Eve intercepts the message. In order to retrieve $K_{OPT}$, Eve has to decrypt the message $C$. This takes only as much effort as it takes to break the cipher based on the key $K_{shared}$.


The encrypted $K_{shared}$ is supposed to look like gibberish, but only to the extend, that a cipher(AES) is able to achieve.

If you are actually looking into exchanging a OPT key without meeting take a look into Quantum Key Exchange: https://en.wikipedia.org/wiki/Quantum_key_distribution
But thats more like the art of black magic than cryptography ;)