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Preliminary support for Tor/I2P hidden services

There are plans to let Bitcoin function as Tor/I2P hidden service.
To do so, we could use the established encoding provided by OnionCat
and GarliCat (without actually using those tools) to embed Tor/I2P
addresses in IPv6.

This patch makes these addresses considered routable, so they can
travel over the Bitcoin network in 'addr' messages. This will hopefully
make it easier to deploy real hidden service support later.
0.8
Pieter Wuille 13 years ago
parent
commit
d32148567f
  1. 14
      src/netbase.cpp
  2. 2
      src/netbase.h

14
src/netbase.cpp

@ -615,6 +615,18 @@ bool CNetAddr::IsRFC4843() const @@ -615,6 +615,18 @@ bool CNetAddr::IsRFC4843() const
return (GetByte(15) == 0x20 && GetByte(14) == 0x01 && GetByte(13) == 0x00 && (GetByte(12) & 0xF0) == 0x10);
}
bool CNetAddr::IsOnionCat() const
{
static const unsigned char pchOnionCat[] = {0xFD,0x87,0xD8,0x7E,0xEB,0x43};
return (memcmp(ip, pchOnionCat, sizeof(pchOnionCat)) == 0);
}
bool CNetAddr::IsGarliCat() const
{
static const unsigned char pchGarliCat[] = {0xFD,0x60,0xDB,0x4D,0xDD,0xB5};
return (memcmp(ip, pchGarliCat, sizeof(pchGarliCat)) == 0);
}
bool CNetAddr::IsLocal() const
{
// IPv4 loopback
@ -673,7 +685,7 @@ bool CNetAddr::IsValid() const @@ -673,7 +685,7 @@ bool CNetAddr::IsValid() const
bool CNetAddr::IsRoutable() const
{
return IsValid() && !(IsRFC1918() || IsRFC3927() || IsRFC4862() || IsRFC4193() || IsRFC4843() || IsLocal());
return IsValid() && !(IsRFC1918() || IsRFC3927() || IsRFC4862() || (IsRFC4193() && !IsOnionCat() && !IsGarliCat()) || IsRFC4843() || IsLocal());
}
std::string CNetAddr::ToStringIP() const

2
src/netbase.h

@ -42,6 +42,8 @@ class CNetAddr @@ -42,6 +42,8 @@ class CNetAddr
bool IsRFC4862() const; // IPv6 autoconfig (FE80::/64)
bool IsRFC6052() const; // IPv6 well-known prefix (64:FF9B::/96)
bool IsRFC6145() const; // IPv6 IPv4-translated address (::FFFF:0:0:0/96)
bool IsOnionCat() const;
bool IsGarliCat() const;
bool IsLocal() const;
bool IsRoutable() const;
bool IsValid() const;

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