All I'm really missing is something telling me if anyone is nearby. That's probably not easy.
Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
121–130 of 139 posts
Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#122I'm curious about how this actually works, geometrically. Example: A B C Those are three people. Imagine each segment is 1 mile long. So A can see B; B can see C; but A can't see C. If B and C are having a conversation, does A see B talking to someone who effectively does not exist?
turns out you're right. anybody have suggestions on how to fix this?
Not sure what you're using on the backend, but if it's PostGIS... here you go: http://gis.stackexchange.com/questions/11567/spatial-cluster...
Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#123Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#124Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#1251) Give it to participants at conferences. You could partner with conference promoters and advertisers
2) Partner with baseball and football stadiums and "teams"
3) Partner with bands and gigs
Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#126If you can solve the "AB—BC" problem, then you'll have a really powerful application that'll easily get some investments, you just need to market it right.
Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#127Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#128Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#129"the device [...] has a range of around three blocks. Everyone in those three blocks can then communicate with each other and that will obviously change as users move in and out of a local area."
Will definitively try to maybe see people from HN in Paris.
Re: Show HN: Popcorn Messaging – Anonymously chat with people within 1 mile
#130I'm curious about how this actually works, geometrically. Example: A B C Those are three people. Imagine each segment is 1 mile long. So A can see B; B can see C; but A can't see C. If B and C are having a conversation, does A see B talking to someone who effectively does not exist?
turns out you're right. anybody have suggestions on how to fix this?