This file contains message digests of all files listed in MANIFEST,
signed via the Module::Signature module, version 0.64.

To verify the content in this distribution, first make sure you have
Module::Signature installed, then type:

    % cpansign -v

It will check each file's integrity, as well as the signature's
validity.  If "==> Signature verified OK! <==" is not displayed,
the distribution may already have been compromised, and you should
not run its Makefile.PL or Build.PL.

-----BEGIN PGP SIGNED MESSAGE-----
Hash: SHA1

SHA1 c0f256eab33a141985352f3ac1b368a22b5a0eb0 Changes
SHA1 7193d3ad93fd5d64144f68ac20a4f25a41efd5c0 LICENSE
SHA1 d9a5987b06cc12da85cf76e637f7cd6d7c8ce1c7 MANIFEST
SHA1 bc9e43d92c07e0980dac90851a310b80948c52ca MANIFEST.SKIP
SHA1 ec23e3eb230e8b90eda51b338948f42f5bb3518f META.json
SHA1 02fc2ae82478d88c6b6a2937a614b0a6ad208489 META.yml
SHA1 14e9c33c8438efc56d7482d32e850772aa68d474 Makefile.PL
SHA1 a240768e1250ef47b86006f06a2f13573cc0c145 README
SHA1 ed01a819cd60943604efa373d9fcb7534971a96b dist.ini
SHA1 7990cb3faf9caa1d1391418d521b88cf18b02e4d lib/PowerDNS/API/Client.pm
SHA1 f4a59d603e7f197a51f8b7510aaa69a727c5414a lib/PowerDNS/API/Client/Request.pm
SHA1 285212734a77d52ff6d218a0e349893cd6b0ec98 lib/PowerDNS/API/Client/Response.pm
SHA1 2b50bdfbb9664a7669992d8b449b5449e9685b85 runtests
SHA1 9ff1d8b9e15ed7c95dddd474e8299df7d3c39f72 t/00-compile.t
SHA1 0a0e1b025d1f862e4eb02fa8e265880a5b01cfc2 t/basic.t
SHA1 87768d177f8c2e2df9c591cde869e7c8a245555e t/release-dist-manifest.t
SHA1 bf8570ef6888d79ca6a0c9e21b206b904b0775e2 t/release-distmeta.t
SHA1 a032c41ef6887fab1b900669c2d304fab46680e2 t/release-eol.t
SHA1 0068bf52fc88b39cc6509199f19a77890edb9bb0 t/release-has-version.t
SHA1 455d1dd1867212a665ad5ea4126b572411de300c t/release-no-tabs.t
-----BEGIN PGP SIGNATURE-----
Version: GnuPG v1.4.2.2 (Darwin)

iQCVAwUBTVyLFPkoKP1ixIspAQKX8QP9HK1mooUJmzjXmmImRrYbQ+7mSzCCRMXL
M/F2tZUWYR0Ob8zVO8d1awlG3eVmcGf1hks5i7vgZXjbNx40e0ddjg+5GKcmTgie
0JRzU/h4LQJNPLtGUbfxiodH/ibd5o8mE9tXfwMRkorF8rtyCTgY01FJfCC3YuSi
3J0eVmm2K7k=
=D2Sq
-----END PGP SIGNATURE-----
