Distribution: sid trixie bookworm bullseye buster
Problems for source package rstatd
Current Source Version: 4.0.1-10
Current Maintainer: Anibal Monsalve Salazar <anibal@debian.org>
Section: main
BTS entry: https://bugs.debian.org/src:rstatd
Binary Package: rstatd (Version: 4.0.1-10)
BTS entry: https://bugs.debian.org/rstatd
Half Broken Relationships(not necessarily bugs)Package has a Depends on netbase (<< 4.00) which cannot be satisfied on s390x. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Package has a Depends on netbase (<< 4.00) which cannot be satisfied on ppc64el. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Package has a Depends on netbase (<< 4.00) which cannot be satisfied on mipsel. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Package has a Depends on netbase (<< 4.00) which cannot be satisfied on arm64. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Package has a Depends on netbase (<< 4.00) which cannot be satisfied on mips64el. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Package has a Depends on netbase (<< 4.00) which cannot be satisfied on armhf. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Package has a Depends on netbase (<< 4.00) which cannot be satisfied on i386. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Package has a Depends on netbase (<< 4.00) which cannot be satisfied on armel. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Binary Package: rstatd (Version: 4.0.1-10+b1)
BTS entry: https://bugs.debian.org/rstatd
Half Broken Relationships(not necessarily bugs)Package has a Depends on netbase (<< 4.00) which cannot be satisfied on amd64. netbase 6.3 is available. At least one of rpcbind | netbase (<< 4.00) can be satisfied however.
Last updated: Fri Nov 22 15:26:51 2024
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