Build #1 for geoip2-

[all reports]

Package geoip2-
Install InstallOk
Docs Ok
Tests NotTried
Time submitted 2019-11-20 12:57:02.411074376 UTC
Compiler ghc-8.6.3
OS linux
Arch x86_64
Dependencies base-, bytestring-, cereal-, containers-, iproute-1.7.7, lens-4.18.1, mmap-0.5.9, reinterpret-cast-0.1.0, text-
Flags none

Build log

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Warning: The install command is a part of the legacy v1 style of cabal usage.

Please switch to using either the new project style and the new-install
command or the legacy v1-install alias as new-style projects will become the
default in the next version of cabal-install. Please file a bug if you cannot
replicate a working v1- use case with the new-style commands.

For more information, see:

Resolving dependencies...
Starting     StateVar-1.2
Starting     byteorder-1.0.4
Starting     appar-0.1.8
Starting     base-orphans-0.8.1
Building     StateVar-1.2
Building     appar-0.1.8
Building     base-orphans-0.8.1
Building     byteorder-1.0.4
Completed    byteorder-1.0.4
Starting     cabal-doctest-1.0.8
Completed    base-orphans-0.8.1
Starting     call-stack-0.2.0
Completed    appar-0.1.8
Starting     cereal-
Completed    StateVar-1.2
Starting     hashable-
Building     cabal-doctest-1.0.8
Building     call-stack-0.2.0
Building     cereal-
Building     hashable-
Completed    call-stack-0.2.0
Starting     mmap-0.5.9
Building     mmap-0.5.9
Completed    cabal-doctest-1.0.8
Starting     network-
Completed    hashable-
Starting     parallel-
Completed    mmap-0.5.9
Starting     primitive-
Building     parallel-
Building     primitive-
Building     network-
Completed    cereal-
Starting     reflection-2.1.5
Completed    parallel-
Starting     reinterpret-cast-0.1.0
Building     reflection-2.1.5
Building     reinterpret-cast-0.1.0
Completed    reinterpret-cast-0.1.0
Starting     semigroups-0.19.1
Building     semigroups-0.19.1
Completed    semigroups-0.19.1
Starting     tagged-0.8.6
Building     tagged-0.8.6
Completed    reflection-2.1.5
Starting     th-abstraction-
Building     th-abstraction-
Completed    tagged-0.8.6
Starting     transformers-compat-0.6.5
Completed    network-
Starting     type-equality-1
Building     transformers-compat-0.6.5
Building     type-equality-1
Completed    type-equality-1
Starting     void-0.7.3
Building     void-0.7.3
Completed    primitive-
Starting     contravariant-1.5.2
Building     contravariant-1.5.2
Completed    th-abstraction-
Starting     unordered-containers-
Completed    void-0.7.3
Starting     distributive-0.6.1
Completed    transformers-compat-0.6.5
Starting     iproute-1.7.7
Building     unordered-containers-
Building     iproute-1.7.7
Building     distributive-0.6.1
Completed    contravariant-1.5.2
Starting     vector-
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Completed    iproute-1.7.7
Starting     exceptions-0.10.3
Building     transformers-base-
Building     exceptions-0.10.3
Completed    transformers-base-
Starting     comonad-5.0.5
Completed    unordered-containers-
Completed    exceptions-0.10.3
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Completed    comonad-5.0.5
Starting     bifunctors-5.5.5
Building     bifunctors-5.5.5
Completed    bifunctors-5.5.5
Starting     profunctors-5.5
Starting     semigroupoids-5.3.3
Building     profunctors-5.5
Building     semigroupoids-5.3.3
Completed    vector-
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Starting     invariant-0.5.3
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Starting     free-5.1.2
Building     free-5.1.2
Completed    invariant-0.5.3
Completed    free-5.1.2
Starting     adjunctions-4.4
Building     adjunctions-4.4
Completed    adjunctions-4.4
Starting     kan-extensions-5.2
Building     kan-extensions-5.2
Completed    kan-extensions-5.2
Starting     lens-4.18.1
Building     lens-4.18.1
Completed    lens-4.18.1
Downloading  geoip2-
Downloaded   geoip2-
Starting     geoip2-
Building     geoip2-
Completed    geoip2-