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October 04, 2016, 05:50:36 PM |
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I am starting up a new virtual currency to be used primarily as an appcoin codenamed AlephCoin for an encrypted Cloud platform. I want it to be highly scalable, fungible and divisible. The divisibility of the currency should be beyond or below 1 Satoshi=0.000000001 Bitcoin. In fact, I want it to be divisible up to 25 decimal points i.e. 25th numerical position after the decimal point---> 0.0000000000000000000000001
I have zeroed down my options to two privacy-preserving protocols, zkSNARK and CryptoNote. But zkSNARK's first implementation z.cash is a mirror of Satoshi==Zatoshi. So it does not match my criteria. About CryptoNote, I have got no idea as their forum does not allow me post anything related to my query.
I need help from experienced developers, cryptologists and mathematicians to extend zkSNARK and implement a new zkSNARK-based currency that can accommodate divisibility up to 25th decimal position.
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