The idea sounds interesting, so i'm going to take a look at this project.
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Topic: KCY. Buy or not to buy? (Read 187 times)
Please join telegram chat to follow the latest news https://t.me/kickcity_chat
The idea sounds interesting, so i'm going to take a look at this project.
I saw an article about this token in cointelegraph. I trust this media so may be its not that bad
Can I have more information please
sure =) you can visit web site https://ico.kickcity.io
and join telegram chat https://telegram.me/kickcity_chat
Can I have more information please
2018, February the 1st, KickCity lunching ICO
KickCity proposes a socially viral model for event marketing, where the vendor achieves maximum result because an unlimited number of people are rewarded for promoting his events while the attendees also get rewarded for being loyal to the platform. A decentralized peer-to-peer protocol for event marketing which rewards its participants would allow for more effective & economic event marketing without going through a centralized advertising platform/ institution. The nature of events (i.e. concerts) entails that people attend in groups. A reward based P2P marketing protocol will allow for the fastest mass adoption of crypto-tokens as more connections will be formed faster according to David P. Reed‘s Law (2N−N−1).
So what do you think about it?
KickCity proposes a socially viral model for event marketing, where the vendor achieves maximum result because an unlimited number of people are rewarded for promoting his events while the attendees also get rewarded for being loyal to the platform. A decentralized peer-to-peer protocol for event marketing which rewards its participants would allow for more effective & economic event marketing without going through a centralized advertising platform/ institution. The nature of events (i.e. concerts) entails that people attend in groups. A reward based P2P marketing protocol will allow for the fastest mass adoption of crypto-tokens as more connections will be formed faster according to David P. Reed‘s Law (2N−N−1).
So what do you think about it?
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