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	<title>Daren Matthews</title>
	
	<link>http://mccltd.net/blog</link>
	<description>Cisco Networking and Open Source Blog</description>
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		<title>Network Monitoring for Dummies</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/mJtcc3WUSkA/</link>
		<comments>http://mccltd.net/blog/?p=1539#comments</comments>
		<pubDate>Sat, 28 Apr 2012 10:29:57 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[Network Design]]></category>
		<category><![CDATA[Network Management]]></category>
		<category><![CDATA[NetFlow]]></category>
		<category><![CDATA[wireshark]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1539</guid>
		<description><![CDATA[A  nice little introduction to network monitoring (provided by my employer &#8211; registration required for obtaining the free download). This book does lean slightly towards using Cascade products to provide monitoring, troubleshooting and analytics &#8211; BUT I&#8217;m happy to say that it does remain a nice little read for anyone who has an interest in [...]]]></description>
			<content:encoded><![CDATA[<p>A  nice little introduction to network monitoring (provided by my employer &#8211; registration required for obtaining the free download). This book does lean slightly towards using Cascade products to provide monitoring, troubleshooting and analytics &#8211; BUT I&#8217;m happy to say that it does remain a nice little read for anyone who has an interest in network monitoring.<span id="more-1539"></span></p>
<p><strong>Read this book and:</strong></p>
<ul>
<li>Discover the best practices — for proactive network monitoring and fast troubleshooting</li>
<li>Enjoy the top benefits and ROI — automatic discovery, end-to-end visibility, faster MTTR, and more</li>
<li>Study the helpful evaluation checklist — ensure you’re getting the best solution for your needs</li>
</ul>
<p><strong>CLICK THE BOOK TO VISIT THE REGISTRATION AND DOWNLOAD PAGE:</strong></p>
<p style="text-valign: left;"><a title="register and download" href="http://www.riverbed.com/us/media/documents/deployment_guides/network_monitoring_and_troubleshooting_for_dummies.php" target="_blank"><img 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" alt="" width="213" height="319" /></a></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/mJtcc3WUSkA" height="1" width="1"/>]]></content:encoded>
			<wfw:commentRss>http://mccltd.net/blog/?feed=rss2&amp;p=1539</wfw:commentRss>
		<slash:comments>0</slash:comments>
		<feedburner:origLink>http://mccltd.net/blog/?p=1539</feedburner:origLink></item>
		<item>
		<title>AirPcap NX, 802.11N and the Extension channel</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/qQmw-YZ2G4w/</link>
		<comments>http://mccltd.net/blog/?p=1476#comments</comments>
		<pubDate>Tue, 07 Feb 2012 12:21:41 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[Protocol Analysis]]></category>
		<category><![CDATA[wireless]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1476</guid>
		<description><![CDATA[IEEE 802.11n uses the multiple-input-multiple-output  (MIMO) technology that enables spatial signal diversity and spatial signal multiplexing enabling increased range and  data transmission rates.  802.11n allows use of wider 40 MHz channels to double the bandwidth as compared to  the legacy 20 MHz operation.
AirPcap NX adaptors can be configured to capture data on [...]]]></description>
			<content:encoded><![CDATA[<p>IEEE 802.11n uses the multiple-input-multiple-output  (MIMO) technology that enables spatial signal diversity and spatial signal multiplexing enabling increased range and  data transmission rates.  802.11n allows use of wider 40 MHz channels to double the bandwidth as compared to  the legacy 20 MHz operation.</p>
<p>AirPcap NX adaptors can be configured to capture data on 40MHz channels but you will need to determine the &#8220;extension channel&#8221;<span id="more-1476"></span></p>
<p><strong>What is an Extension channel?</strong><br />
For 802.11n adapters, use of the Extension Channel enables a “wide” channel to be used. The choices for setting the extension are -1 (the preceding 20MHz frequency band), 0 (no extension channel), or +1 (the succeeding 20MHz frequency band). (The channel of the additional frequency band is called the extension channel).</p>
<p><a href="http://mccltd.net/blog/wp-content/uploads/2012/02/2.4GHz-Wi-Fi-channels-802.11bg.svg.png"><img class="aligncenter size-full wp-image-1477" title="2.4GHz Wi-Fi channels (802.11b,g).svg" src="http://mccltd.net/blog/wp-content/uploads/2012/02/2.4GHz-Wi-Fi-channels-802.11bg.svg.png" alt="2.4GHz Wi-Fi channels (802.11b,g).svg" width="720" height="168" /></a><br />
The AirPcap adaptor configuration Extension Channel list box lets you choose a valid extension channel (above or below) for a given channe (see figure 1 below).</p>
<p><strong>Not all channels have above and below extension channels: </strong></p>
<p>For example, BG channels 1, 2, 3, and 4 do not have a -1 (below)  extension channel. The reason is that the center frequencies of the  primay and extension channels need to be separated by 20MHz. So if 4  were the primary channel, channel 1 (which is the lowest BG center  frequency) is only 15 MHz below channel 4.</p>
<div id="attachment_1478" class="wp-caption aligncenter" style="width: 641px"><a href="http://mccltd.net/blog/wp-content/uploads/2012/02/AirPcap-Adaptor-Settings.JPG"><img class="size-full wp-image-1478" title="AirPcap Adaptor Settings" src="http://mccltd.net/blog/wp-content/uploads/2012/02/AirPcap-Adaptor-Settings.JPG" alt="AirPcap Adaptor Settings" width="631" height="370" /></a><p class="wp-caption-text">Figure 1</p></div>
<p style="text-align: center;">
<p><a href="http://mccltd.net/blog/wp-content/uploads/2012/02/airpcap-nx-1.JPG"><img class="aligncenter size-full wp-image-1480" title="airpcap-nx-1" src="http://mccltd.net/blog/wp-content/uploads/2012/02/airpcap-nx-1.JPG" alt="airpcap-nx-1" width="851" height="573" /></a></p>
<p><a href="http://mccltd.net/blog/wp-content/uploads/2012/02/airpcap-nx-3.JPG"><img class="aligncenter size-full wp-image-1481" title="airpcap-nx-3" src="http://mccltd.net/blog/wp-content/uploads/2012/02/airpcap-nx-3.JPG" alt="airpcap-nx-3" width="834" height="509" /></a></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/qQmw-YZ2G4w" height="1" width="1"/>]]></content:encoded>
			<wfw:commentRss>http://mccltd.net/blog/?feed=rss2&amp;p=1476</wfw:commentRss>
		<slash:comments>2</slash:comments>
		<feedburner:origLink>http://mccltd.net/blog/?p=1476</feedburner:origLink></item>
		<item>
		<title>The Story of Linux</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/fQxj5P_Pvdw/</link>
		<comments>http://mccltd.net/blog/?p=1468#comments</comments>
		<pubDate>Mon, 23 Jan 2012 08:22:14 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[linux]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1468</guid>
		<description><![CDATA[A video from The Linux Foundation, commemorating 20 Years of the Linux Operating System:

]]></description>
			<content:encoded><![CDATA[<p><b>A video from The Linux Foundation, commemorating 20 Years of the Linux Operating System:</b><span id="more-1468"></span><br />
<iframe width="560" height="315" src="http://www.youtube.com/embed/5ocq6_3-nEw" frameborder="0" allowfullscreen></iframe></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/fQxj5P_Pvdw" height="1" width="1"/>]]></content:encoded>
			<wfw:commentRss>http://mccltd.net/blog/?feed=rss2&amp;p=1468</wfw:commentRss>
		<slash:comments>0</slash:comments>
		<feedburner:origLink>http://mccltd.net/blog/?p=1468</feedburner:origLink></item>
		<item>
		<title>Configuring Elastix SIP Trunk to Sipgate</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/PaUVjCu9WiE/</link>
		<comments>http://mccltd.net/blog/?p=1422#comments</comments>
		<pubDate>Mon, 16 Jan 2012 08:21:05 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[Voice over IP]]></category>
		<category><![CDATA[asterisk]]></category>
		<category><![CDATA[elastix]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1422</guid>
		<description><![CDATA[Another aide-memoir, these are the setting required to enable a sipgate account (and PSTN number) to connect to a phone registered to your Elastix / Asterisk PBX:

Outbound Caller ID: [your sipgate userid]
PEER Details:
&#8212;&#8212;&#8212;&#8212;
type=friend
insecure=invite
nat=yes
username=[your sipgate userid]
fromuser=[your sipgate userid]
fromdomain=sipgate.co.uk
secret=[your sipgate password]
host=sipgate.co.uk
qualify=yes
canreinvite=no
dtmfmode=rfc2833
context=from-sipgate
disallow=all
allow=ulaw&#038;alaw
USER Context: [your sipgate userid]
USER Details:
&#8212;&#8212;&#8212;&#8212;-
authuser=[your sipgate userid]
context=from-trunk
nat=yes
dtmfmode=info
fromdomain=sipgate.co.uk
fromuser=[your sipgate userid]
host=sipgate.co.uk
insecure=very
secret=[your sipgate password]
type=peer
username=[your sipgate userid]
disallow=all
allow=ulaw&#038;alaw
Register String: [your sipgate [...]]]></description>
			<content:encoded><![CDATA[<p>Another aide-memoir, these are the setting required to enable a sipgate account (and PSTN number) to connect to a phone registered to your Elastix / Asterisk PBX:<br />
<span id="more-1422"></span></p>
<p>Outbound Caller ID: [your sipgate userid]</p>
<p>PEER Details:<br />
&#8212;&#8212;&#8212;&#8212;<br />
type=friend<br />
insecure=invite<br />
nat=yes<br />
username=[your sipgate userid]<br />
fromuser=[your sipgate userid]<br />
fromdomain=sipgate.co.uk<br />
secret=[your sipgate password]<br />
host=sipgate.co.uk<br />
qualify=yes<br />
canreinvite=no<br />
dtmfmode=rfc2833<br />
context=from-sipgate<br />
disallow=all<br />
allow=ulaw&#038;alaw</p>
<p>USER Context: [your sipgate userid]</p>
<p>USER Details:<br />
&#8212;&#8212;&#8212;&#8212;-<br />
authuser=[your sipgate userid]<br />
context=from-trunk<br />
nat=yes<br />
dtmfmode=info<br />
fromdomain=sipgate.co.uk<br />
fromuser=[your sipgate userid]<br />
host=sipgate.co.uk<br />
insecure=very<br />
secret=[your sipgate password]<br />
type=peer<br />
username=[your sipgate userid]<br />
disallow=all<br />
allow=ulaw&#038;alaw</p>
<p>Register String: [your sipgate userid]:[your sipgate userid]@sipgate.co.uk/[your sipgate userid]</p>
<p>NOW CONFIGURE INBOUND ROUTE:<br />
&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;-</p>
<p>DID Number: [your sipgate userid]<br />
Then route to target (e.g. an extension) of your choice.</p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/PaUVjCu9WiE" height="1" width="1"/>]]></content:encoded>
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		<feedburner:origLink>http://mccltd.net/blog/?p=1422</feedburner:origLink></item>
		<item>
		<title>Virtual Routing and Forwarding (VRF)</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/iE1crxyQPRU/</link>
		<comments>http://mccltd.net/blog/?p=1311#comments</comments>
		<pubDate>Wed, 28 Dec 2011 10:28:06 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[CISCO]]></category>
		<category><![CDATA[Network Design]]></category>
		<category><![CDATA[mpls]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1311</guid>
		<description><![CDATA[Two videos which explain about VRF configuration and troubleshooting.  the first is an excellent overview and the second a practical demonstration of VRF configuration:


Ivan Pepelnjak &#8211; Introduction to Virtual Routing and Forwarding (VRF) tables
Keith Barker &#8211; Cisco VRF and troubleshooting





]]></description>
			<content:encoded><![CDATA[<p>Two videos which explain about VRF configuration and troubleshooting.  the first is an excellent overview and the second a practical demonstration of VRF configuration:<br />
</p>
<ol>
<li>Ivan Pepelnjak &#8211; Introduction to Virtual Routing and Forwarding (VRF) tables</li>
<li>Keith Barker &#8211; Cisco VRF and troubleshooting</li>
</ol>
<p><span id="more-1311"></span><br />
<iframe width="420" height="315" src="http://www.youtube.com/embed/6R6TAOr_ztI" frameborder="0" allowfullscreen></iframe></p>
<p>
<iframe width="420" height="315" src="http://www.youtube.com/embed/01t_E3IzaK4" frameborder="0" allowfullscreen></iframe></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/iE1crxyQPRU" height="1" width="1"/>]]></content:encoded>
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		<feedburner:origLink>http://mccltd.net/blog/?p=1311</feedburner:origLink></item>
		<item>
		<title>Cisco Networkers Online – Introduction to MPLS</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/1oZdvTPbnjU/</link>
		<comments>http://mccltd.net/blog/?p=1309#comments</comments>
		<pubDate>Wed, 28 Dec 2011 10:17:54 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[CISCO]]></category>
		<category><![CDATA[Network Design]]></category>
		<category><![CDATA[mpls]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1309</guid>
		<description><![CDATA[This video (1 hour 52 minutes in length) is an excellent tutorial / introduction / refresher on the subject of MPLS and MPLS VPN.


]]></description>
			<content:encoded><![CDATA[<p>This video (1 hour 52 minutes in length) is an excellent tutorial / introduction / refresher on the subject of MPLS and MPLS VPN.<br />
<span id="more-1309"></span><br />
<iframe width="420" height="315" src="http://www.youtube.com/embed/--IHeAdipHk" frameborder="0" allowfullscreen></iframe></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/1oZdvTPbnjU" height="1" width="1"/>]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Asterisk Security Threats and Best Practices</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/KBWEfhVZJmA/</link>
		<comments>http://mccltd.net/blog/?p=1306#comments</comments>
		<pubDate>Wed, 28 Dec 2011 10:01:56 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[Security]]></category>
		<category><![CDATA[Voice over IP]]></category>
		<category><![CDATA[asterisk]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1306</guid>
		<description><![CDATA[Attacks on Asterisk-based telephony systems are not uncommon. This video explains how to mitigate some attack vectors:


]]></description>
			<content:encoded><![CDATA[<p>Attacks on Asterisk-based telephony systems are not uncommon. This video explains how to mitigate some attack vectors:<br />
<span id="more-1306"></span><br />
<iframe width="420" height="315" src="http://www.youtube.com/embed/wx4iyZJWoGQ" frameborder="0" allowfullscreen></iframe></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/KBWEfhVZJmA" height="1" width="1"/>]]></content:encoded>
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		<slash:comments>0</slash:comments>
		<feedburner:origLink>http://mccltd.net/blog/?p=1306</feedburner:origLink></item>
		<item>
		<title>DISA UNIX STIG Checklist</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/pNfKdtXuc5Y/</link>
		<comments>http://mccltd.net/blog/?p=1304#comments</comments>
		<pubDate>Tue, 20 Dec 2011 11:52:50 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[Computer Architecture]]></category>
		<category><![CDATA[Security]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1304</guid>
		<description><![CDATA[Another Aide memoir:
UNIX SECURITY TECHNICAL IMPLEMENTATION GUIDE
Version 5, Release 1
Can be downloaded from: http://iase.disa.mil/stigs/downloads/pdf/unix-stig-v5r1.pdf
]]></description>
			<content:encoded><![CDATA[<p>Another Aide memoir:</p>
<p>UNIX SECURITY TECHNICAL IMPLEMENTATION GUIDE<br />
Version 5, Release 1</p>
<p>Can be downloaded from: <a href="http://iase.disa.mil/stigs/downloads/pdf/unix-stig-v5r1.pdf">http://iase.disa.mil/stigs/downloads/pdf/unix-stig-v5r1.pdf</a></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/pNfKdtXuc5Y" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>SSL Certificates and Encoding</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/-1rx-VSuU7k/</link>
		<comments>http://mccltd.net/blog/?p=1299#comments</comments>
		<pubDate>Fri, 11 Nov 2011 15:39:16 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[Security]]></category>
		<category><![CDATA[ssl]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1299</guid>
		<description><![CDATA[At its core an X.509 certificate is a digital document that has been encoded and/or digitally signed according to RFC 5280.
In fact, the term X.509 certificate usually refers to the IETF’s PKIX Certificate and CRL Profile of the X.509 v3 certificate standard, as specified in RFC 5280, commonly referred to as PKIX for Public Key [...]]]></description>
			<content:encoded><![CDATA[<p>At its core an X.509 certificate is a digital document that has been encoded and/or digitally signed according to RFC 5280.</p>
<p>In fact, the term <em>X.509 certificate</em> usually refers to the IETF’s PKIX Certificate and <a title="Certificate revocation list" href="http://en.wikipedia.org/wiki/Certificate_revocation_list" target="_blank">CRL</a> Profile of the X.509 v3 certificate standard, as specified in <a href="http://tools.ietf.org/html/rfc5280">RFC 5280</a>, commonly referred to as PKIX for <em>Public Key Infrastructure (X.509)</em>.<span id="more-1299"></span></p>
<h2>X509 File Extensions</h2>
<p>The first thing we have to understand is what each type of file  extension is.   There is a lot of confusion about what DER, PEM, CRT,  and CER are and many have incorrectly said that they are all  interchangeable.  While in certain cases some can be interchanged the  best practice is to identify how your certificate is encoded and then  label it correctly.  Correctly labeled certificates will be much easier  to manipulat</p>
<h3>Encodings (also used as extensions)</h3>
<ul>
<li><span style="color: #993300;">.DER</span> = The DER extension is  used for binary DER encoded 					certificates. These files may also bear  the CER or 					the CRT extension.   Proper English usage would be “I  have a DER encoded certificate” not “I have a DER certificate”.</li>
<li><span style="color: #993300;">.PEM</span> = The PEM extension is  used for different types of X.509v3 					files which contain ASCII  (Base64) armored data prefixed 					with a “—– BEGIN …” line.</li>
</ul>
<h3>Common Extensions</h3>
<ul>
<li><span style="color: #993300;">.CRT</span> = The CRT extension is  used for certificates. The certificates 					may be encoded as binary  DER or as ASCII PEM. The CER and 					CRT extensions are nearly  synonymous.  Most common among *nix systems</li>
<li><span style="color: #993300;">CER</span> = alternate form of .crt  (Microsoft Convention) You can use MS to convert .crt to .cer (.both DER  encoded .cer, or base64[PEM] encoded .cer)  The <strong>.cer</strong> file extension is also recognized by IE as a command to run a MS  cryptoAPI command (specifically rundll32.exe  cryptext.dll,CryptExtOpenCER) which displays a dialogue for importing  and/or viewing certificate contents.</li>
<li><span style="color: #993300;">.KEY</span> = The KEY extension is  used both for public and private 					PKCS#8 keys. The keys may be  encoded as binary DER or as 					ASCII PEM.</li>
</ul>
<p>The only time CRT and CER can safely be interchanged is when the  encoding type can be identical.  (ie  PEM encoded CRT = PEM encoded CER)</p>
<h2>Common OpenSSL Certificate Manipulations</h2>
<p>There are four basic types of certificate manipulations. View, Transform, Combination , and Extraction</p>
<h3>View</h3>
<p>Even though PEM encoded certificates are ASCII they are not human  readable.  Here are some commands that will let you output the contents  of a certificate in human readable form;</p>
<div style="padding:7px; float: right; padding-right: 0; margin: 3px;"><ins style="display: inline-table; border: medium none; height: 60px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 468px;"><ins id="aswift_1_anchor" style="display: block; border: medium none; height: 60px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 468px;"></ins></ins></div>
<h4>View PEM encoded certificate</h4>
<p>Use the command that has the extension of your certificate replacing cert.xxx with the name of your certificate</p>
<pre>openssl x509 -in cert.pem -text -noout
openssl x509 -in cert.cer -text -noout
openssl x509 -in cert.crt -text -noout</pre>
<p>If you get the folowing error it means that you are trying to view a  DER encoded certifciate and need to use the commands in the “View DER  encoded certificate  below”</p>
<pre>unable to load certificate
12626:error:0906D06C:PEM routines:PEM_read_bio:no start line:pem_lib.c:647:Expecting: TRUSTED CERTIFICATE</pre>
<h4>View DER encoded Certificate</h4>
<pre>openssl x509 -in certificate.der -inform der -text -noout</pre>
<p>If you get the following error it means that you are trying to view a  PEM encoded certificate with a command meant for DER encoded certs.   Use a command in the “View PEM encoded certificate above</p>
<pre>unable to load certificate
13978:error:0D0680A8:asn1 encoding routines:ASN1_CHECK_TLEN:wrong tag:tasn_dec.c:1306:
13978:error:0D07803A:asn1 encoding routines:ASN1_ITEM_EX_D2I:nested asn1 error:tasn_dec.c:380:Type=X509</pre>
<h3>Transform</h3>
<p>Transforms can take one type of encoded certificate to another. (ie. PEM To DER conversion)</p>
<h4>PEM to DER</h4>
<pre>openssl x509 -in cert.crt -outform der -out cert.der</pre>
<h4>DER to PEM</h4>
<pre>openssl x509 -in cert.crt -inform der -outform pem -out cert.pem</pre>
<h3>Combination</h3>
<p>In some cases it is advantageous to combine multiple pieces of the  X.509 infrastructure into a single file.  One common example would be to  combine both the private key and public key into the same certificate.</p>
<p>The easiest way to combine certs keys and chains is to convert each  to a PEM encoded certificate then simple copy the contents of each file  into a new file.   This is suitable for combining files to use in  applications lie Apache.</p>
<h3>Extraction</h3>
<p>Some certs will come in a combined form.  Where one file can contain  any one of: Certificate, Private Key, Public Key, Signed Certificate,  Certificate Authority (CA), and/or Authority Chain.</p>
<p><strong>MANY THANKS:</strong></p>
<p>SOURCE: <a href="http://www.gtopia.org/blog/2010/02/der-vs-crt-vs-cer-vs-pem-certificates/">http://www.gtopia.org/blog/2010/02/der-vs-crt-vs-cer-vs-pem-certificates/</a></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/-1rx-VSuU7k" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Understanding the Linux Startup Processes</title>
		<link>http://feedproxy.google.com/~r/DarenMatthews/~3/fY7fePoPmGI/</link>
		<comments>http://mccltd.net/blog/?p=1294#comments</comments>
		<pubDate>Wed, 17 Aug 2011 19:33:08 +0000</pubDate>
		<dc:creator>Daren Matthews</dc:creator>
				<category><![CDATA[linux]]></category>

		<guid isPermaLink="false">http://mccltd.net/blog/?p=1294</guid>
		<description><![CDATA[This is a link to a brief description of what happens in a Linux system, from the time that you turn on the power, to the time that you log in and get a bash prompt. Understanding this will be helpful when you need to solve problems or configure your system.
http://www.tldp.org/HOWTO/From-PowerUp-To-Bash-Prompt-HOWTO.html
Greg O&#8217;Keefe, gcokeefe@postoffice.utas.edu.au
]]></description>
			<content:encoded><![CDATA[<p>This is a link to a brief description of what happens in a Linux system, from the time that you turn on the power, to the time that you log in and get a bash prompt. Understanding this will be helpful when you need to solve problems or configure your system.</p>
<p><a href="http://www.tldp.org/HOWTO/From-PowerUp-To-Bash-Prompt-HOWTO.html">http://www.tldp.org/HOWTO/From-PowerUp-To-Bash-Prompt-HOWTO.html</a><br />
Greg O&#8217;Keefe, <code>gcokeefe@postoffice.utas.edu.au</code></p>
<img src="http://feeds.feedburner.com/~r/DarenMatthews/~4/fY7fePoPmGI" height="1" width="1"/>]]></content:encoded>
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	</channel>
</rss>

