Hi All

   I just follow instruction in http://wiki.debian.org/EmdebianToolchain to
install gcc-4.3-arm-linux-gnueabi over lenny with 2.6.25-2-686.

   First, I add the following to my /etc/apt/sources.list***
   *
   deb http://www.emdebian.org/debian/ unstable main

   Then, I type

   # aptitude install gcc-4.3-arm-linux-gnueabi

   Finally, I get the following messages.

Reading package lists... Done
Building dependency tree
Reading state information... Done
Reading extended state information
Initializing package states... Done
Reading task descriptions... Done
The following packages are BROKEN:
  libgcc1-armel-cross
The following NEW packages will be installed:
  binutils-arm-linux-gnueabi{a} cpp-4.3-arm-linux-gnueabi{a}
gcc-4.3-arm-linux-gnueabi gcc-4.3-arm-linux-gnueabi-base{a}
  libc6-armel-cross{a} libc6-dev-armel-cross{a}
linux-libc-dev-armel-cross{a}
0 packages upgraded, 8 newly installed, 0 to remove and 0 not upgraded.
Need to get 6809kB/11.4MB of archives. After unpacking 16.8MB will be used.
The following packages have unmet dependencies:
  libgcc1-armel-cross: Depends: gcc-4.3-arm-linux-gnueabi-base (= 4.3.1-8)
but 4.3.1-7 is to be installed.
The following actions will resolve these dependencies:

Keep the following packages at their current version:
gcc-4.3-arm-linux-gnueabi [Not Installed]
libc6-armel-cross [Not Installed]
libc6-dev-armel-cross [Not Installed]
libgcc1-armel-cross [Not Installed]

Score is -9846

And, I check the repository pool on
http://www.emdebian.org/debian/pool/main/g/gcc-4.3

I only find 
gcc-4.3-arm-linux-gnu-base_4.3.1-7_i386.deb<http://www.emdebian.org/debian/pool/main/g/gcc-4.3/gcc-4.3-arm-linux-gnu-base_4.3.1-7_i386.deb>not
gcc-4.3-arm-linux-gnu-base_4.3.1-8_i386.deb<http://www.emdebian.org/debian/pool/main/g/gcc-4.3/gcc-4.3-arm-linux-gnu-base_4.3.1-7_i386.deb>

What's wrong with my installation?

Deeply appreciate any suggestion!


An-Min
=============================================================================
If a function its limit at a point is exist we know that its left limit and
right limit are equal.

Reply via email to