From: Peter Korsgaard Date: Thu, 12 Oct 2017 21:17:52 +0000 (+0200) Subject: libnss: security bump to version 3.33 X-Git-Tag: 2017.02.7~41 X-Git-Url: https://rtime.felk.cvut.cz/gitweb/coffee/buildroot.git/commitdiff_plain/fd49d225a392077fcf9ea937b6e68d12c34f57d9 libnss: security bump to version 3.33 Fixes CVE-2017-7805 - Martin Thomson discovered that nss, the Mozilla Network Security Service library, is prone to a use-after-free vulnerability in the TLS 1.2 implementation when handshake hashes are generated. A remote attacker can take advantage of this flaw to cause an application using the nss library to crash, resulting in a denial of service, or potentially to execute arbitrary code. Also add a hash for the license file while we're at it. Signed-off-by: Peter Korsgaard Signed-off-by: Thomas Petazzoni (cherry picked from commit 746502418fbf603464efe0dfc77c6bc10b10603e) Signed-off-by: Peter Korsgaard --- diff --git a/package/libnss/libnss.hash b/package/libnss/libnss.hash index e4e24283cb..6c8ce83784 100644 --- a/package/libnss/libnss.hash +++ b/package/libnss/libnss.hash @@ -1,2 +1,4 @@ -# From https://ftp.mozilla.org/pub/security/nss/releases/NSS_3_31_RTM/src/SHA256SUMS -sha256 e90561256a3271486162c1fbe8d614d118c333d36a4455be2af8688bd420a65d nss-3.31.tar.gz +# From https://ftp.mozilla.org/pub/security/nss/releases/NSS_3_33_RTM/src/SHA256SUMS +sha256 98f0dabd36408e83dd3a11727336cc3cdfee4cbdd9aede2b2831eb2389c284e4 nss-3.33.tar.gz +# Locally calculated +sha256 a20c1a32d1f8102432360b42e932869f7c11c7cdbacf9cac554c422132af47f4 nss/COPYING diff --git a/package/libnss/libnss.mk b/package/libnss/libnss.mk index 994db001d7..53e278557e 100644 --- a/package/libnss/libnss.mk +++ b/package/libnss/libnss.mk @@ -4,7 +4,7 @@ # ################################################################################ -LIBNSS_VERSION = 3.31 +LIBNSS_VERSION = 3.33 LIBNSS_SOURCE = nss-$(LIBNSS_VERSION).tar.gz LIBNSS_SITE = https://ftp.mozilla.org/pub/mozilla.org/security/nss/releases/NSS_$(subst .,_,$(LIBNSS_VERSION))_RTM/src LIBNSS_DISTDIR = dist