What happens if you first pick a generator and set its generative rules with a modulus, then grab another generator and do the same, all while keeping the same group order for both BEFORE you even pick a manifold? You end up with a flawless one-to-one match that can be resolved in no time by the identity of either of the matching positions, no matter what their labels are, if you go with the public and private key groups and choose something simple like a circle or a line for your manifold. Then, boom, security just vanishes into thin air.
So, go grab some coin.
Where's the security at?
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In as much as I try to understand Whats youre saying, unfortunately I couldnt grab anything at all. If youre trying to pass a message All you need to do is to make your information explicitly simple as possible so that audience will understand and follow that communication. Im sorry to say your post is really confusing.
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