tag:blogger.com,1999:blog-20774690615614108082024-03-14T15:13:47.269+01:00Whatever Crossed My MindProgramming, physics, math, performance, security and everything in between.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.comBlogger82125tag:blogger.com,1999:blog-2077469061561410808.post-90072704254231048752019-10-08T21:44:00.002+02:002021-05-02T15:06:00.621+02:00Escape the Crab Mentality<p class="MsoNormal"><span lang="en-DK" style="color: black; line-height: 107%;">There is a well-known concept within psychology called Crab
mentality, which is a way of thinking best described by "If I can't have
it, neither can you". It is a mentality shared by millions around the
world, everywhere from small teams to local communities and all the way up to
large enterprises and countries.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">It is a way to survive when resources are scarce, as any
single entity in the group who consumes too much must be forced to live under
the same constraints as everyone else. However, the crab survivalist way of
thinking can often transcend constraints on resources, and factors such as envy
can exacerbate the mentality into a selfish ego-centric paradigm, which limits
other people's potential to accelerate beyond their peers and become better.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">It is from this mentality we hear stories like, "I want
to leave my local community to attend university, but our priest says I have to
stay and help my parents". What we see here is that our protagonist is not
allowed to leave, as the priest - a local community authority figure - would
rather have them stay and help their parents than attend a university.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">The fact that the priest interferes in the affairs of our
protagonist is rather odd, and from the simplified description we started out
with in the first paragraph, Crab mentality means "the priest can't go to
the university, so he doesn't want anyone to go". That is not the case,
but it is close! The difference between envy and Crab mentality is that in the
latter, our priest is not thinking of himself; he is thinking of himself and on
behalf of the whole community. He does not want our protagonist to leave.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">You see, when someone wants to better themselves, they often
realize that they can't become better while constrained by their current
situation, and the only solution is to look elsewhere for an open mind and
acceptance. However, at the same time, the local community will lose a member,
which is good at something, because they better themselves. It is kind of like
a catch-22 situation where the community doesn't want to lose somebody that is
good at something, but the person that is good at it feels like they are
constrained by their community and therefore want to leave.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">If you think about it, you might know someone who is caught
by this mentality, or you might be in this situation yourself. Some societies
even have this mentality </span><span lang="en-DK"><a href="https://en.wikipedia.org/wiki/%C7%83Kung_people#Hunting_rituals" style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; widows: 2; word-spacing: 0px;" target="_blank"><span style="line-height: 107%;">ingrained into their culture</span></a></span><span lang="en-DK" style="color: black; line-height: 107%;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> , and others have </span></span><span lang="en-DK"><a href="https://en.wikipedia.org/wiki/Harrison_Bergeron#Plot" style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; widows: 2; word-spacing: 0px;" target="_blank"><span style="line-height: 107%;">written satirical books</span></a></span><span lang="en-DK" style="color: black; line-height: 107%;"><span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;"> to illustrate just how ridiculous this behavior is.</span><br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<br style="-webkit-text-stroke-width: 0px; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;" />
<span style="-webkit-text-stroke-width: 0px; float: none; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; widows: 2; word-spacing: 0px;">So if you are reading this: Don't be limited by your peers
and don't accept your current constraints if you can do better. Read what you
can, research what you need, and learn to become a better person through
knowledge.</span></span><span lang="en-DK"><o:p></o:p></span></p>Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-30342885589622372212019-06-09T16:30:00.001+02:002019-08-04T18:50:41.919+02:00Strings from a Security PerspectiveThere are times when you have to store secrets in your application. You wish to do it securely, but how exactly would you do that? It is more problematic than you think, and if you don't design your application around certain concepts, you will end up with a security nightmare that is nearly impossible to solve.<br />
<br />
Let's take a look at an example. Here we are using the popular S3 client from Amazon's official AWS SDK for .NET:<br />
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;">AWSCredentials
cred = </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">new</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;"> BasicAWSCredentials(</span><span style="color: #a31515; font-family: "consolas"; font-size: 9.5pt;">"keyId"</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;">, </span><span style="color: #a31515; font-family: "consolas"; font-size: 9.5pt;">"secretAccessKey"</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;">);<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">using</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;"> (AmazonS3Client client = </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">new</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;"> AmazonS3Client(cred))<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;">{<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;"><span style="mso-spacerun: yes;"> </span></span><span style="color: green; font-family: "consolas"; font-size: 9.5pt;">//do something
with client</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;"><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">}</span><o:p></o:p></div>
<br />
The problem here is that you are forced to enter the secret access key as a string, and strings are not designed around security best practices. In .NET, strings are garbage collected, in contrast to integers, DateTime and other data types, which are not garbage collected. It is not the only problem with strings, but let's take one issue at the time.<br />
<h2>
Strings are Garbage (Collected)</h2>
<div>
When you initialize a string like <span style="color: blue; font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">string</span><span style="font-family: "consolas"; font-size: 9.5pt; line-height: 107%;"> myString = </span><span style="color: #a31515; font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">"some
value"</span> you are actually creating an object, which is tracked by the garbage collector. This is a nifty feature as you don't have to free() the string after use. However, it is a double-edged sword when it comes to security. The string might be kept in memory for a <a href="https://docs.microsoft.com/en-us/dotnet/standard/garbage-collection/fundamentals#what-happens-during-a-garbage-collection" target="_blank">very long time,</a> even after it has been used and is not required anymore.</div>
<div>
<br /></div>
<div>
In the example above with S3, if a malicious actor has the ability to look into your application memory, then he will get hold of the secret access key, and therefore direct access to download files from your S3 bucket. This is a reoccurring issue for websites that utilize cloud services in the backend, as access is governed by access control (access keys) alone.</div>
<div>
<br /></div>
<div>
Security bugs that result in remote information disclosure are misused by attackers on a daily basis, and sometimes a bug like <a href="http://heartbleed.com/" target="_blank">HeartBleed</a> is discovered, that when attackers exploit it, millions of applications are suddenly vulnerable to remote memory disclosure.</div>
<div>
<br /></div>
<div>
Languages like Java, C#, VB.net and Go all have a garbage collector, so the issue described in this section pertains to applications written in any of them.</div>
<h2>
It Gets Worse...</h2>
<div>
The quick-thinking developer might say: "<i>Just overwrite the string with another value to clear the secret from memory!</i>"</div>
<div>
<br /></div>
<div>
<div class="MsoNormal">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">string</span><span style="font-family: "consolas"; font-size: 9.5pt; line-height: 107%;"> myString = </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">null</span><span style="font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">;</span><o:p></o:p></div>
</div>
<div>
<br /></div>
<div>
A fallacious thought, which does not work.</div>
<div>
<br /></div>
<div>
In C#, not only are strings garbage collected, but they are also <a href="https://en.wikipedia.org/wiki/String_interning" target="_blank">interned</a>. String Interning is great for performance and reducing memory usage, but it is a nightmare for security. In order to intern strings, you have to design the string as an <a href="https://en.wikipedia.org/wiki/Immutable_object" target="_blank">immutable object</a>. This means that when you assign your string to something else, it actually stores the original object and creates a new one - and therefore the value is not overwritten.</div>
<div>
<br /></div>
<div>
Since the interned string pool contains references to unique strings in your application, setting a string to null would create havoc everywhere else in your application the string is used, so it simply sits there until your application closes down.</div>
<h2>
... Before it Gets Better</h2>
<div>
So what should we do?</div>
<div>
<br /></div>
<div>
That's simple: <b>never use strings for secrets</b>. At least not in garbage collected and string interned programming languages.</div>
<div>
<br /></div>
<div>
I've seen many different solutions to the problem. Everything from pinning the value in memory an overwriting it using unmanaged code to scanning the process memory for the string and nuking it. While some of them might work, it is a lot of hacks and workarounds to a problem that shouldn't exist in the first place.</div>
<div>
<br /></div>
<div>
Simply do not use strings for secrets, and instead utilize the right tools for the right job. .NET already has 2 solutions to help us out:</div>
<div>
<br /></div>
<div>
- <a href="https://docs.microsoft.com/en-us/dotnet/api/system.security.securestring?view=netframework-4.8" target="_blank">SecureString</a></div>
<div>
- <a href="https://docs.microsoft.com/en-us/aspnet/core/security/data-protection/introduction?view=aspnetcore-2.2" target="_blank">Data Protection framework</a></div>
<div>
<br /></div>
<div>
I have not added AES encryption to the list as you should rely on existing robust data protection frameworks instead. I'll go into detail on each solution below.</div>
<h2>
SecureString</h2>
<div>
SecureString is the most underutilized feature of .NET. It can provide in-memory encryption of your application secrets, but unfortunately, only provide low-level functionality, and is therefore hard to use alone. Here is how you securely create a SecureString:</div>
<div>
<br /></div>
<div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">byte</span><span style="font-family: "consolas"; font-size: 9.5pt;">[] key = { 115, 101, 99, 114, 101, 116 }; </span><span style="color: green; font-family: "consolas"; font-size: 9.5pt;">//"secret"</span><span style="font-family: "consolas"; font-size: 9.5pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;">SecureString
secure = </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">new</span><span style="font-family: "consolas"; font-size: 9.5pt;"> SecureString();<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">foreach</span><span style="font-family: "consolas"; font-size: 9.5pt;"> (</span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">byte</span><span style="font-family: "consolas"; font-size: 9.5pt;"> b </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">in</span><span style="font-family: "consolas"; font-size: 9.5pt;"> key)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;">{<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> secure.AppendChar((</span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">char</span><span style="font-family: "consolas"; font-size: 9.5pt;">)b);<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">}</span><o:p></o:p></div>
<div class="MsoNormal">
<span style="font-family: "consolas"; font-size: 9.5pt; line-height: 107%;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: 12.6667px; line-height: 107%;"><span style="font-family: "consolas";">secure.MakeReadOnly();</span></span></div>
<div class="MsoNormal">
<span style="font-family: "consolas"; font-size: 9.5pt; line-height: 107%;"></span></div>
<div class="MsoNormal">
<span style="font-family: "consolas";"><span style="font-size: 12.6667px;">Array.Clear(key, 0, key.Length);</span></span></div>
</div>
<div>
<br /></div>
<div>
No strings in sight! Instead, we use a byte array with the content "secret" instead. Since byte arrays are reference types, they are garbage collected and we have to clear the content after use. They are not interned like strings, so we don't have to worry about any side-effects of clearing it.</div>
<div>
<br /></div>
<div>
The call to MakeReadOnly() ensures the SecureString can't be written to after the initialization - another small security perk we get for free.</div>
<div>
<br /></div>
<div>
The question is: how do we read the content of SecureString? well... you don't - or rather - you can't. At least not without writing some code yourself. SecureString has a strict design that ensures you can't mess up. If they provided a way for you to get a string from a SecureString, then we would be back to where we started. However, we can do something like:</div>
<div>
<br /></div>
<div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">private</span><span style="font-family: "consolas"; font-size: 9.5pt;"> IEnumerable<</span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">char</span><span style="font-family: "consolas"; font-size: 9.5pt;">> ReadSecureString(SecureString secure)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;">{<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> IntPtr ptr = IntPtr.Zero;<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">try</span><span style="font-family: "consolas"; font-size: 9.5pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> {<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> ptr =
Marshal.SecureStringToGlobalAllocUnicode(secure);<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">for</span><span style="font-family: "consolas"; font-size: 9.5pt;"> (</span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">int</span><span style="font-family: "consolas"; font-size: 9.5pt;"> i = 0; i
< secure.Length; i++)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> {<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">yield</span><span style="font-family: "consolas"; font-size: 9.5pt;"> </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">return</span><span style="font-family: "consolas"; font-size: 9.5pt;"> (</span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">char</span><span style="font-family: "consolas"; font-size: 9.5pt;">)Marshal.ReadInt16(ptr, i * 2);<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> }<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> }<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> </span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">finally</span><span style="font-family: "consolas"; font-size: 9.5pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> {<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;">
Marshal.ZeroFreeGlobalAllocUnicode(ptr);<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas"; font-size: 9.5pt;"> }<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "consolas"; font-size: 9.5pt; line-height: 107%;">}</span><o:p></o:p></div>
</div>
<div>
<br /></div>
<div>
Since we are still not using a string we are still good.</div>
<div>
<br /></div>
<div>
Under the hood of SecureString, the data we gave it is encrypted using Microsoft Windows Data Protection API (DPAPI). When running in a users context, the key used is based on the user's login password, so the attacker would need to know that password in order to decrypt the secret.</div>
<h2>
The Data Protection framework</h2>
<div>
Microsoft also provides a NuGet package called <a href="https://www.nuget.org/packages/Microsoft.AspNetCore.DataProtection/">Microsoft.AspNetCore.DataProtection</a>. Don't let the AspNetCore section of the name fool you; it can be used by any type of application, not just ASP.NET Core.</div>
<div>
<br /></div>
<div>
With this framework, you get the ability to protect and unprotect blobs of data, and much like SecureString above, we can also <a href="https://docs.microsoft.com/en-us/aspnet/core/security/data-protection/implementation/key-encryption-at-rest?view=aspnetcore-2.2#windows-dpapi">use DPAPI</a> as part of the encryption process. However, in this example, I'm going to use plain old key files instead.</div>
<div>
<br /></div>
<div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">byte</span><span style="font-family: "consolas"; font-size: 9.5pt;">[] key = { 115, 101, 99, 114, 101, 116 }; </span><span style="color: green; font-family: "consolas"; font-size: 9.5pt;">//"secret"</span></div>
<div>
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;">IDataProtectionProvider
dpp = DataProtectionProvider.Create(</span><span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">new</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;"> DirectoryInfo(</span><span style="color: maroon; font-family: "consolas"; font-size: 9.5pt;">@"C:\Keys\"</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;">));<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;">IDataProtector
protector = dpp.CreateProtector(</span><span style="color: #a31515; font-family: "consolas"; font-size: 9.5pt;">"SecretsProtector"</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;">);<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">byte</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;">[] encrypted = protector.Protect(key);<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "consolas";"><span style="font-size: 12.6667px;">Array.Clear(key, 0, key.Length);</span></span></div>
<div>
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "consolas"; font-size: 9.5pt;">byte</span><span style="color: black; font-family: "consolas"; font-size: 9.5pt;">[] notEncrypted = protector.Unprotect(encrypted);<o:p></o:p></span><br />
<span style="color: black; font-family: "consolas"; font-size: 9.5pt;"><br /></span></div>
</div>
<div>
the Data Protection framework generates a key file and puts it into C:\Keys\, it then uses that key file to encrypt our key, which can then decrypt using the same protector. Since we are not using strings and we are clearing the original key after encryption, we have followed best practices.<br />
<br />
Microsoft's Data Protection framework has a ton of nice features, including rotating keys, encryption usage compliance (like FIPS), Azure Key Vault storage and many more. Instead of trying to build your own secure storage based on AES, use something like Data Protection as a foundation.</div>
<h2>
SecureString vs. Data Protection</h2>
<div>
So when should we use one over the other? That's a hard question, and it really comes down to your requirements, but I can provide some examples from my own experience.</div>
<div>
<br /></div>
<div>
Use SecureString when...</div>
<div>
- You are building a library and you want to guarantee your code is secure</div>
<div>
- You don't require persistent storage of the secret in a secure format</div>
<div>
- You don't need to transmit the secret to someone else</div>
<div>
<br />
<b>Update 2019-08-04</b>: Microsoft has deprecated SecureString as it does not work across platforms. See the remark in <a href="https://docs.microsoft.com/en-us/dotnet/api/system.security.securestring?view=netframework-4.8" target="_blank">the documentation</a>.<br />
<br /></div>
<div>
Use Data Protection when...</div>
<div>
- You are in full control of the application</div>
<div>
- You need to store or transmit the encryption keys</div>
<div>
- You need to ensure you follow compliance standards such as FIPS</div>
<div>
<br /></div>
<div>
SecureString is really just a primitive data type while Data Protection is a full framework, so in most cases you would probably want to utilize Data Protection for storing secrets securely at-rest (such as an encrypted config file), and then get a value from that config file as a SecureString in order to send it to a third-party library. Be sure to use the right tool for the right job.</div>
<h2>
But... [LibraryNameHere] Requires a String</h2>
<div>
Yep, and that's the case with almost all libraries, including Amazons own S3 client we used as an example in the beginning. They just don't know how to do it securely, so send them a link to this article.</div>
<div>
<br /></div>
<div>
The target here is to ensure we only keep the secrets in memory when needed, but always have a way to get the original secrets if/when needed - just <b>not</b> as a string.</div>
<div>
<br /></div>
<div>
If a library requires a secret key as a string, then you have no choice. You have to give it a string. But please do your part and report it back to the developer.</div>
Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-23678149390942402882019-05-18T20:05:00.000+02:002019-05-18T20:05:25.433+02:00FindDupes 1.1 releasedI've released a new version of FindDupes. It now groups files by size before hashing, thereby dramatically speeding up the deduplication process.<br />
If you have .NET Core installed, you can install the tool by running:<br />
<br />
<pre style="background-color: #f6f8fa; border-radius: 3px; box-sizing: border-box; color: #24292e; font-family: SFMono-Regular, Consolas, "Liberation Mono", Menlo, Courier, monospace; font-size: 13.6px; line-height: 1.45; overflow-wrap: normal; overflow: auto; padding: 16px; word-break: normal;">dotnet tool install <span class="pl-k" style="box-sizing: border-box; color: #d73a49;">--</span>global FindDupes</pre>
<br />
If you want to look through the code or report any issues, head over to <a href="https://github.com/Genbox/FindDupes">https://github.com/Genbox/FindDupes</a>Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-86332978913818047132018-05-12T23:35:00.003+02:002022-09-04T11:11:35.449+02:00Beware of BrotliStream in .NET Core 2.1I love compression algorithms and have built a fair share of my own for fun and profit. It is a difficult task to build something that is efficient when it comes to the compromise between speed and compression ratio, so when I saw Google's Brotli algorithm mentioned in the <a href="https://blogs.msdn.microsoft.com/dotnet/2018/05/07/announcing-net-core-2-1-rc-1/" target="_blank">.NET Core 2.1 RC1 announcement</a>, I was estatic!<div>
<br /></div>
<div>
It lasted about 15 minutes until I put the BrotliStream to a test, only to find out that it took 140x longer to compress a 518 MB file!</div>
<div>
<br /></div>
<div>
Curious if this was a bug, I delved into the code and realized that the default compression level <a href="https://github.com/dotnet/corefx/blob/8f9cfa462dfc2ec5bdbbe2462693036861fb0199/src/System.IO.Compression.Brotli/src/System/IO/Compression/BrotliUtils.cs#L13" target="_blank">is set to 11</a>. For those not familiar with Brotli, that is the highest level available, that prioritize compression ratio above speed.</div>
<div>
<br /></div>
<div>
I <a href="https://github.com/dotnet/corefx/issues/29555" target="_blank">reported it as an issue</a>, but Microsoft seems to think that having the same configuration as Google's Brotli library is more important than a sane default, so it is only a matter of time before tons of StackOverflow posts popup complaining about the speed of BrotliStream.</div>
<div>
<br /></div>
<div>
If you want to use Brotli in your application (a wise choice! it is a good algorithm), be sure to NOT use the builtin CompressionLevel enum in the BrotliStream constructor. Instead, cast an integer (I would recommend a value of 6) like this:</div>
<div>
<br /></div>
<div>
BrotliStream stream = new BrotliStream(sm, (CompressionLevel)6);</div>
<div>
<br /></div>
<div>
That is a good compromise between speed and compression ratio for most data.</div><div><br /></div><div>Update 2021-11-01: Microsoft decided to block user settings <a href="https://github.com/dotnet/runtime/pull/57561">in this merge request</a>.</div><div><br /></div><div>Update 2022-05-01: Microsoft now <a href="https://github.com/dotnet/runtime/pull/72266">defaults to quality 4</a>. It will be part of .NET 7.</div><div><br /></div><div>Update 2022-09-01: <a href="https://devblogs.microsoft.com/dotnet/performance_improvements_in_net_7/#compression" target="_blank">Microsoft acknowledges the problem</a>, but stays with the decision of setting quality to 4.</div>
Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-1778566358035772192018-01-07T17:02:00.002+01:002018-01-07T17:06:47.673+01:00Performance Measurement Mistakes in Academic PublicationsOne of the fastest ways to get me to stop reading a paper is to make incorrect assumptions in the hypothesis or rely on previous work that is not completely solid. There is no doubt that research in the academic context is hard, and writing a paper about it is even harder, but the value of all this hard work is diminished if you make a mistake.<br />
<br />
This time, I will focus on performance measurement mistakes in computer science papers. They come in different flavours and are sometimes very subtle. Performance is paramount in algorithmics and some researchers don't do their due diligence when trying to prove theirs is faster. Here are the 3 most often occurring mistakes I see, in no particular order.<br />
<h2>
Performance Measurements on Different Hardware</h2>
<div>
When measuring performance, it is paramount to do it under the right circumstances. Every so often I come across a paper that states algorithm X is 4x faster than algorithm Y, but they measured it using absolute numbers between two very different hardware configurations. Of curse, if algorithm X takes 10 ms to run, and Y takes 20 ms to run <b>on the same hardware</b>, it might be faster. I see this problem occurring a lot in the fields of cryptocurrency (GPU acceleration) or Machine Learning (GPU/TPU acceleration).</div>
<div>
<br /></div>
<div>
Researchers should use asymptotic notation - also called Big O notation - to indicate the algorithmic complexity of their algorithm. If your algorithm is asymptotically slower than another, such as O(n^2) vs. O(n), then it is up to you to demonstrate under which conditions your algorithm is actually faster. Whether it be parallelization, specialization on specific architectures or even favoured by certain compiler optimizations, it is your responsibility to make sure it is illuminated by the paper.</div>
<div>
<br /></div>
<div>
If you want to demonstrate any of those specialized cases, you are measuring efficiency, which is measured in cycles pr. operation. Calculate how fast your algorithm performs compared to others in that and you will be much better off.</div>
<h2>
Parallelization as an Excuse for Speed</h2>
<div>
Today, CPUs are no longer getting faster, they are just getting more cores. Since all previous work in computer science was centred around single core execution, no care was taken to parallelization. Researchers today take advantage of the many cores in computers, which often leads them to make the mistake of assuming that parallelization means more speed.</div>
<div>
<br /></div>
<div>
Speed is not the same as throughput. When we measure an algorithm, we measure the efficiency of the execution of some data. The fact that you can do it on two cores at the same time might double your throughput, but shows nothing about efficiency or speed. I often see the same mistake when measuring network bandwidth. For example:</div>
<div>
<br /></div>
<div>
You have a 100 megabit/second network connection. That means 100.000.000 bits can flow through your network card per second, and therefore your throughput is 100 megabits/second.</div>
<div>
<br /></div>
<div>
However, in order for that to make sense, you need to send it somewhere. How fast your network card can send the data out is the speed. Let's say you send 3 packets of 5 bits each, and it takes 1 milliseconds between each packet:</div>
<div>
<br /></div>
<div>
[data].[data].[data]</div>
<div>
<br /></div>
<div>
Your throughput/bandwidth is now said to be 5 bits/ms, and the speed is also 5 bits/ms. You decide to add another network card so you can send data in parallel:</div>
<div>
<br /></div>
<div>
[data].[data].[data]</div>
<div>
[data].[data].[data]</div>
<div>
<br /></div>
<div>
You just doubled your bandwidth, but speed is still 5 bit/ms!</div>
<div>
<br /></div>
<div>
In this analogy, network cards are CPU cores. Measuring the speed of your algorithm by doubling the number of CPU cores you use makes no sense. It is a lot better if you illustrate the fact that your algorithm is parallelizable compared to others, but don't try to put some data into it and say that your algorithm is faster because it did the job in 50% of the time.</div>
<h2>
Reduction of Asymptotic Notation</h2>
<div>
I've read papers that state their algorithms are constant (O(1)) in running time. Their argument is that they split the problem into a smaller set of problems, and each problem takes 1/n to solve, and therefore the same as O(1).</div>
<div>
<br /></div>
<div>
No. That is not how it works.</div>
<div>
<br /></div>
<div>
Algorithmic complexity does not change with data. It only changes if you change the algorithm. Data has nothing to do with the algorithm's complexity.</div>
<div>
<br /></div>
<div>
What you are really measuring is the algorithms ability to solve a particular problem, and even then you can't say your algorithm is faster because of less data. You can't speed up a sorting algorithm by running it on smaller chunks of data and claim it to be O(1). A sorting algorithm can never be below O(n) running time as you have to compare to all elements.</div>
Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-7033424676898450172018-01-01T18:47:00.000+01:002018-01-01T19:08:19.542+01:00Reducing the size of self-contained .NET Core applicationsJust for note keeping, I've written down some methods of reducing the size of a .NET Core application. I thought others could use it as well, so here you go.<br />
<h2>
Original Size</h2>
First off, let's see how much disk space a <a href="https://docs.microsoft.com/en-us/dotnet/core/deploying/" target="_blank">self-contained</a> 'hello world' application takes up.<br />
<br />
> dotnet new console<br />
> dotnet publish -r win-x86 -c release<br />
<br />
Size: 53.9 MB - <b>yuck!</b><br />
<h2>
Trimming</h2>
<div>
Microsoft has built <a href="https://github.com/dotnet/standard/blob/master/Microsoft.Packaging.Tools.Trimming/docs/trimming.md" target="_blank">a tool</a> that finds unused assemblies and removes them from the distribution package. This is much needed since the 'netcoreapp2.0' profile is basically .NET Framework all over again, and it contains a truckload of assemblies our little 'hello world' application don't use.</div>
<div>
<br /></div>
<div>
> dotnet new console</div>
<div>
> dotnet add package Microsoft.Packaging.Tools.Trimming -v 1.1.0-preview1-25818-01</div>
<div>
> dotnet publish -r win-x86 -c release /p:TrimUnusedDependencies=true</div>
<div>
<br /></div>
<div>
Size: 15.8 MB</div>
<div>
<br /></div>
<div>
Much better! Although, we have only removed unused assemblies - what about unused code?</div>
<h2>
Linking</h2>
<div>
The Mono team over at Xamarin has <a href="https://github.com/dotnet/core/blob/master/samples/linker-instructions.md" target="_blank">built a linker</a> that can remove unused code from assemblies. If you only use List<T> from System.Collections.Generic.dll, why have HashSet<T> and all the other classes? This has a huge impact reflection obviously, so use with care.</div>
<div>
<br /></div>
<div>
> dotnet new console</div>
<div>
> dotnet new nuget<br />
<br /></div>
<div>
Open nuget.config and add <add key="dotnet-core" value="https://dotnet.myget.org/F/dotnet-core/api/v3/index.json" /><br />
<br /></div>
<div>
> dotnet add package ILLink.Tasks -v 0.1.4-preview-981901</div>
<div>
> dotnet publish -r win-x86 -c release</div>
<div>
<br /></div>
<div>
Size: 22.9 MB</div>
<div>
<br /></div>
<div>
Not as good as trimming it seems, but definitely better than doing nothing.</div>
<h2>
.NET Native</h2>
<div>
In the world of C, we have a thing called 'static linking' which means all assemblies get linked into a single assembly. This is very nice for small applications or deployments that can't rely on existing assemblies on the system. C# does not have this feature, but with .NET Native we get something very close.</div>
<div>
<br /></div>
<div>
.NET Native is actually a refactored runtime called CoreRT, which uses RyuJIT to create native assemblies. Getting it to work is <a href="https://github.com/dotnet/corert/blob/master/Documentation/how-to-build-and-run-ilcompiler-in-console-shell-prompt.md" target="_blank">not as easy</a> as trimming or linking since unfortunately Microsoft only supports UWP as a native platform. .NET Core is therefore left out in the cold for now.<br />
<br /></div>
<div>
</div>
<div>
1. Download <a href="https://cmake.org/download/" target="_blank">CMake</a> 3.8 or later. I choose <a href="https://cmake.org/files/v3.10/cmake-3.10.1-win64-x64.msi">cmake-3.10.1-win64-x64.msi</a></div>
<div>
2. Make sure you have Visual Studio 2017 with C++ support installed</div>
<div>
3. Download the latest successful build. Check <a href="https://ci.dot.net/job/dotnet_corert/job/master/job/debug_windows_nt/lastStableBuild/" target="_blank">their Jenkins</a> for commit hash.</div>
<div>
4. Unpack the content to c:\corert\</div>
<div>
5. Open 'x64 Native Tools Command Prompt for VS 2017'</div>
<div>
6. Now you should compile .NET Native:</div>
<div>
<br /></div>
> cd c:\corert<br />
> build.bat release<br />
<div>
<br /></div>
<div>
Note that it takes a long time to download missing packages and compile the whole project.</div>
<div>
<br /></div>
<div>
7. Create a new .NET Core project and add .NET Native msbuild targets:</div>
<div>
<br /></div>
<div>
> mkdir c:\test</div>
<div>
> cd c:\test</div>
<div>
> dotnet new console</div>
<div>
> set IlcPath=c:\corert\bin\Windows_NT.x64.Release</div>
<div>
<br /></div>
<div>
8. edit test.csproj and add the two lines just before '</Project>':<br />
<br />
<Import Project="$(MSBuildSDKsPath)\Microsoft.NET.Sdk\Sdk\Sdk.targets" /><br />
<div>
<Import Project="$(IlcPath)\build\Microsoft.NETCore.Native.targets" /></div>
</div>
<div>
<br /></div>
<div>
> dotnet publish -r win-x64 -c release</div>
<div>
<br /></div>
<div>
Size: 3.95 MB</div>
<div>
<br /></div>
<div>
Wow! Unused assembles and unused code has been removed and everything is statically compiled into an executable. Note that I used x64 and not x86 in the .NET Native build, as I'm not sure .NET Native supports x86 fully yet.</div>
<h2>
Bonus: Trim and Link</h2>
<div>
We can actually use both trimming and linking to reduce the size of the application further. It seems that the trimmer is better at finding unused assemblies than the linker is, but if we do both steps, the trimmer will remove assemblies and the linker will remove the dead code from the remaining assemblies.</div>
<div>
<br /></div>
<div>
Just add both steps together like this:</div>
<div>
<br /></div>
<div>
<div>
> dotnet new console</div>
<div>
> dotnet new nuget</div>
<div>
<br />
Open nuget.config and add <add key="dotnet-core" value="https://dotnet.myget.org/F/dotnet-core/api/v3/index.json" /></div>
<div>
<br />
> dotnet add package ILLink.Tasks -v 0.1.4-preview-981901</div>
<div>
<div>
> dotnet add package Microsoft.Packaging.Tools.Trimming -v 1.1.0-preview1-25818-01</div>
<div>
> dotnet publish -r win-x86 -c release /p:TrimUnusedDependencies=true</div>
</div>
</div>
<div>
<br /></div>
<div>
Size: 14.9 MB</div>
<div>
<br /></div>
<div>
Final size is pretty much as low as it gets right now without native compilation.<br />
<h2>
Conclusion</h2>
</div>
<div>
We can easily reduce the size of self-contained .NET Core application, we just have to add the right packages and switches. Microsoft has changed the behaviour of the .NET Core project and publish system several times now, which has made pretty difficult to find the right documentation, so hopefully, this small blog post will sort it out.</div>
Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com8tag:blogger.com,1999:blog-2077469061561410808.post-25718322030618075392017-08-12T16:47:00.002+02:002017-08-12T16:47:43.487+02:00Testing 36200 DNS servers<h2>
Introduction</h2>
DNS is an important part of the Internet and the speed and security are paramount for a good browsing experience. I thought it would be a good idea to scan the internet for DNS servers and test every single one of them. However, the latency of a particular DNS server depends highly on the distance and connection technology between you and the DNS server, and since I'm geographically located in Denmark, the results speed-wise only pertain to people located in/around Denmark.<br />
<h2>
Testing methodology</h2>
I scanned the IPv4 Internet using <a href="https://nmap.org/" target="_blank">NMap</a> on port 53/UDP and stopped the scan after a few hours. The results were DNS 36200 servers, some of which are owned by ISPs, companies and a whole lot of private people. Since the IP scan was randomized, it should represent a good sample.<br />
<br />
Almost all DNS servers have some sort of caching mechanism that makes sure requested DNS names are kept for as long as the Time-To-Live (TTL) as defined by the domain owner. To ensure we don't just test a bunch of cached entries, we need to test uncached domains as well.<br />
<br />
Reliability is also important, so we need to register when a query is dropped. The drop might be from a router between us and the DNS server, or it might be the DNS server itself, so we can't exactly measure the reliability of a particular server, but a high rate of dropped packets will disqualify never the less.<br />
<br />
Security is also an important factor, and there are 2 main things to look for:<br />
<ul>
<li><a href="https://en.wikipedia.org/wiki/Domain_Name_System_Security_Extensions" target="_blank">DNSSEC</a> validation support</li>
<li><a href="https://en.wikipedia.org/wiki/DNS_spoofing" target="_blank">DNS Spoofing</a> hardening</li>
</ul>
<h2>
Popular servers</h2>
<div>
There are a bunch of "known good" DNS servers out there that has a good reputation for being stable and fast. I added them to the list, just to make sure we test them as well.</div>
<div>
<ul>
<li>Google: 8.8.8.8</li>
<li>OpenDNS: 208.67.222.222</li>
<li>Level3: 4.2.2.1</li>
<li>UltraDNS: 156.154.70.1</li>
</ul>
<div>
Note that I did not add secondary clusters for each of the nameservers.</div>
</div>
<h2>
Performing the test</h2>
<div>
GRC has a <a href="https://www.grc.com/dns/benchmark.htm" target="_blank">DNS benchmark tool</a> that accomplishes the cached, non-cached and reliability tests, but it only supports 200 nameservers at the same time. I split the list into chunks and used the command line to automate checking 200 servers at the time.</div>
<div>
<br /></div>
<div>
After it finished running, I sorted the lists by average response time and ended up with the 200 fastest DNS servers. I then ran the test again on those servers and ended up with the 10 fastest DNS servers.</div>
<div>
<br /></div>
<div>
Each of those 10 servers then went through a DNSSEC validation test:</div>
<div>
<div>
<ul>
<li>dig sigok.verteiltesysteme.net @<DNS IP HERE> (should return NOERROR)</li>
<li>dig sigfail.verteiltesysteme.net @<DNS IP HERE> (should return SERVFAIL)</li>
</ul>
<div>
The 10 servers were then subjected to the DNS spoofability test over at <a href="https://www.grc.com/dns/dns.htm" target="_blank">GRCs DNS page</a> to determine the source port and transaction ID entropy.</div>
</div>
</div>
<h2>
Results</h2>
<div>
The table below is ordered from fastest to slowest based on the average response time.</div>
<div>
<br /></div>
<div>
<table style="width: 100%;">
<thead align="left">
<tr>
<th>IP</th>
<th>Owner</th>
<th>DNSSEC validation</th>
<th>Anti-spoof</th>
</tr>
</thead>
<tbody>
<tr>
<td>195.215.95.11</td>
<td>TDC</td>
<td>Yes</td>
<td>Bad</td>
</tr>
<tr>
<td>89.233.43.71</td>
<td>censurfridns.dk</td>
<td>Yes</td>
<td>Bad</td>
</tr>
<tr>
<td>94.126.178.9</td>
<td>censurfridns.dk</td>
<td>Yes</td>
<td>Bad</td>
</tr>
<tr>
<td>94.143.10.52</td>
<td>dandomain.dk</td>
<td>No</td>
<td>Moderate</td>
</tr>
<tr>
<td>147.29.10.6</td>
<td>sdn.dk</td>
<td>No</td>
<td>Moderate</td>
</tr>
<tr>
<td>86.58.175.12</td>
<td>j.net</td>
<td>No</td>
<td>Excellent</td>
</tr>
<tr>
<td>194.239.10.180</td>
<td>webspeed.dk</td>
<td>No</td>
<td>Very bad</td>
</tr>
<tr>
<td>94.143.10.43</td>
<td>dandomain.dk</td>
<td>No</td>
<td>Moderate</td>
</tr>
<tr>
<td>193.219.27.222</td>
<td>ipweb.dk</td>
<td>No</td>
<td>N/A (rate limit)</td>
</tr>
<tr>
<td>195.190.31.129</td>
<td>Welcom Hosting Aps</td>
<td>Yes</td>
<td>Moderate</td>
</tr>
</tbody>
</table>
<br />
If we take a look at just the popular DNS servers - as above, order by latency relative to my geographical location.<br />
<br />
<table style="width: 100%;">
<thead align="left">
<tr>
<th>IP</th>
<th>Owner</th>
<th>DNSSEC validation</th>
<th>Alti-spoof</th>
</tr>
</thead>
<tbody>
<tr>
<td>8.8.8.8</td>
<td>Google</td>
<td>Yes</td>
<td>Moderate</td>
</tr>
<tr>
<td>4.2.2.1</td>
<td>Level3</td>
<td>No</td>
<td>Excellent</td>
</tr>
<tr>
<td>208.67.222.222</td>
<td>OpenDNS</td>
<td>No</td>
<td>Excellent</td>
</tr>
<tr>
<td>156.154.70.1</td>
<td>UltraDNS</td>
<td>Yes</td>
<td>Excellent</td></tr>
</tbody></table>
</div>
<h2>
Conclusion</h2>
It seems TDC's DNS server is the fastest but unfortunately it has bad anti-spoofing capabilities. It seems there is no clear winner regarding speed and security. UltraDNS has the best security but was also the slowest (70% slower than TDC) of the servers in relation to my geographical location. I'm sure that people located closer to the servers will have lower latency, and then UltraDNS becomes the clear winner.<br />
<br />
In the end, there is little to no difference between the top 10 DNS servers and even the 4 popular servers. Run a test yourself to see just how big the difference is between your current DNS server and the popular ones, maybe there is better latency and a little more secuirty to get.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-77351824340436946792016-12-09T17:35:00.000+01:002016-12-18T02:34:32.413+01:00Secure Hashing of PasswordsNumerous breaches happen every day due to security vulnerabilities. On this blog, I have previously analyzed some of the biggest breaches that have been made public. All of them serve as a testament to the inadequate security many companies employ.<br />
<br />
<h2>
The Time it Takes to Crack a Hash</h2>
I often get asked: "How long does it take to crack an MD5 hash?" - implying that the cryptographic hash algorithm is the most important factor, which rarely is the case. It actually depends on a couple of factors, which I've ordered in descending importance below:<br />
<ol>
<li>The length of the password</li>
<li>The charsets used in the password</li>
<li>The amount of hardware you have</li>
<li>The methodology you use for cracking</li>
</ol>
<h3>
Secure Passwords</h3>
Password lengths alone are not enough, you also have to use a good charset to control the search space hackers have to go though. Let's make an example to show how much the search space changes:<br />
<br />
Charset = a-z, A-Z, 0-9<br />
Length 6: (26+26+10)^6 = 56.800.235.584<br />
Length 7: (26+26+10)^7 = 3.521.614.606.208<br />
Length 8: (26+26+10)^8 = 218.340.105.584.896<br />
<br />
As you can see, the number gets a lot bigger for each character we add. Now lets look at charsets:<br />
<br />
Length = 8<br />
Charset: a-z = (26)^8 = 208.827.064.576<br />
Charset: a-z, A-Z = (26+26)^8 = 53.459.728.531.456<br />
Charset: a-z, A-Z, 0-9 = (26+26+10)^8 = 218.340.105.584.896<br />
<br />
Charsets are at least as important as the length is. In reality, we need to increase both in other to get good passwords. For reference, MD5 hashes on a Nvidia Titan X graphics card can be cracked with around 15.000.000.000 hashes per second. A password of a-z, A-Z, 0-9 of length 8 would take (26+26+10)^8 / 15.000.000.000 = 14556 seconds (about 4 hours). That is not long enough to deter hackers - we need to do something about the hashing algorithm as well.<br />
<br />
<h2>
The Cryptographic Hash Algorithms</h2>
Through time, developers have used many different cryptographic hash algorithms to store passwords. Actually, most systems still use rather weak hash algorithms, which is why this blog post even exist. If we take a look at the hashing algorithms from strong to weak:<br />
<br />
1. scrypt, bcrypt, PBKDF2<br />
2. SHA512, SHA256<br />
3. SHA1, MD5<br />
4. NTLM, MD4<br />
5. LM, DES (unix crypt)<br />
<br />
I could write 100 blog posts about each algorithm, but suffice to say that LM and DES used to be VERY widespread in the days of Windows XP and Linux 2.x. They have since moved on to stronger algorithms, but Windows is stuck on NTLM, and Linux still use MD5, SHA256 and SHA512 for the most part, but is transitioning nicely to scrypt and PBKDF2.<br />
<br />
You might be wondering what the speeds are of each algorithm, so I'll include each of them here. A larger number of hashes is worse. The speeds are from a Nvidia Geforce 1080 graphics card with Hashcat:<br />
<ol>
<li>scrypt - 434.000 H/s</li>
<li>bcrypt - 13.226 H/s</li>
<li>PBKDF2 (SHA1) - 3218.000 H/s</li>
<li>SHA512 - 1.021.000.000 H/s</li>
<li>SHA256 - 2.829.000.000 H/s</li>
<li>SHA1 - 8.491.000.000 H/s</li>
<li>MD5 - 24.809.000.000 H/s</li>
<li>NTLM - 41.354.000.000 H/s</li>
<li>MD4 - 43.145.000.000 H/s</li>
<li>LM - 18.429.000.000 H/s</li>
<li>DES - 909.000.000 H/s</li>
</ol>
You might say: Hold on a minute! DES is actually slower than SHA512, does that not mean it is more secure?<br />
<br />
Nope! That's because the way the Linux guys implemented DES limited it a maximum of 8 characters, and they are also using the 2 first characters as salt, which means we only need to crack 6 character long passwords. LM hashes are also limited to 14 characters, but the way Microsoft made the algorithm is flawed, and as such, we only need to crack 2x7 character passwords.<br />
<br />
<h2>
The Salted Hash</h2>
Password salts are needed in order to protect against <a href="https://ianqvist.blogspot.dk/2012/01/the-power-of-rainbow-tables.html" target="_blank">rainbow table attacks</a>. Hackers have access to large precomputed tables of character sets in many different cryptographic hash algorithms today, and when they target just a single hash, it can be quite effective.<br />
<br />
The salt is just a binary blob that gets appended to the password in the hashing process. A password of '123456' becomes '123456[SaltHere]', thereby making it impossible to precompute a table that contains '123456[SaltHere]'. Salts should be unique for each user in the database, thereby making the protection even more effective.<br />
<br />
The right way to salt the password is to use a cryptographically secure pseudo-random number generator (<a href="http://en.wikipedia.org/wiki/Cryptographically_secure_pseudorandom_number_generator" target="_blank">CSPRNG</a>) to create a salt which is unique for each user. It needs to be at least 64 bits (8 bytes) to be effective. The salt is stored together with the hash inside the user database in plain text.<br />
<br />
<h2>
The Slow Hash</h2>
Cryptographic hash functions like MD5 and SHA1 are designed with high performance in mind. This means that they can quickly produce a hash of an arbitrary input, but it also means that they are good for brute force and wordlist attacks. To slow down the hashing procedure, we use something called a key derivation function (<a href="http://en.wikipedia.org/wiki/Key_derivation_function" target="_blank">KDF</a>). <a href="https://en.wikipedia.org/wiki/Scrypt" target="_blank">scrypt</a>, <a href="https://en.wikipedia.org/wiki/Bcrypt" target="_blank">bcrypt</a> and <a href="http://en.wikipedia.org/wiki/PBKDF2" target="_blank">PBKDF2</a> are such a function. They take in a password, a salt and a number of iterations. Most implementations actually just require a password and a "workload factor", which simplifies the use of the algorithms.<br />
<br />
They work by cryptographic primitives like SHA1, SHA256 or Blowfish, which is then run the number of iterations together with a salt. They also apply the salt in an <a href="https://en.wikipedia.org/wiki/Hash-based_message_authentication_code" target="_blank">HMAC </a>fashion to be completely secure against many different cryptographic hash attacks.<br />
<br />
As you can see from the hash speed list above, scrypt, bcrypt and PBKDF2 are much, much slower than their relatives. This is very configurable and perfect for password hashing. Developers that implement these algorithms should aim for the number of iterations it takes to make a password hashing operation last 50 ms or more on their server.<br />
<br />
If we take the example of a 8 character password with the charset a-z, A-Z, 0-9 from above, which took 4 hours to crack with MD5, and try to crack it using PBKDF2, it would take around 2 years to crack!<br />
<br />
<h2>
Conclusion</h2>
Use scrypt, bcrypt or PBKDF2 with a high enough work factor that it takes at least 50 ms to compute a single hash on your server. It takes care of hashing the correct way, applying a salt and usually uses a CSPRNG to generate the salt. Stay away from everything else.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-49587089659759641232016-12-03T12:41:00.003+01:002016-12-18T02:36:36.492+01:00The problem with Network Address TranslationAs a technology ideologist, <a href="https://en.wikipedia.org/wiki/Network_address_translation" target="_blank">Network Address Translation</a> (NAT) is one of my biggest concerns when it comes to the future of the Internet. The Internet was built as a communications tool to facilitate the sharing of information in digital form. It has vastly improved the communication between humans around the planet and it has been one of the most important inventions we have ever made.<br />
<br />
My concerns is with the fact that NAT is a direct inhibitor of the nature of the Internet, which goes against everything we want the Internet to be.<br />
<br />
<h2>
Network Address Translation</h2>
The Internet uses routers to route data from network to network, but to do so, we need addresses of each network. Today we use <a href="https://en.wikipedia.org/wiki/IPv4" target="_blank">Internet Protocol version 4</a> (IPv4), which you usually see in dottet format such as 199.181.132.250. In its raw form, IPv4 is a 32 bit (4 bytes) addressing scheme which is able to address 2^32 (4.294.967.296) networks, which was enough back when the Internet was created in the 1950s, but it is nowhere near enough for the Internet today. To solve this problem, <a href="https://en.wikipedia.org/wiki/Ipv6" target="_blank">Internet Protocol version 6</a> (IPv6) was created, which has 128 bits that give us 2^128 (340.282.366.920.938.463.463.374.607.431.768.211.456) addresses, which should be enough to last us for a long time.<br />
<br />
Routers need a firmware upgrade in order to route 128-bit addresses, and back in the day when IPv6 was devised (1998), routers simply did not have the capacity to route the larger address space. A quick workaround was to create NAT, which is a simple mechanism to translate one address to another. With this capability, Internet Service Providers (ISP) began to distribute routers pre-configured with NAT enabled. They had DHCP enabled on the LAN interface with <a href="https://en.wikipedia.org/wiki/Private_network" target="_blank">non-routed IP addresses</a> (192.168.0.0/24), which then got translated to a routed IP address on the WAN interface. This allowed ISPs to extend the lifetime of IPv4 and keep using low capacity consumer routers.<br />
<br />
That does not sound too bad, right? It is a clever way to circumvent the limitations of IPv4 and keep using existing hardware which was produced for cheap in large quantities.<br />
<br />
<h2>
The Problem</h2>
A side-effect of NAT is that it splits the Internet into many smaller private networks, which can't communicate directly with each other unless you do <a href="https://en.wikipedia.org/wiki/Port_forwarding" target="_blank">port forwarding</a>. This side effect has been documented as a "security feature" ever since it was conceived, as it essentially functions like a simple firewall between networks.<br />
<br />
Remember what the purpose of the Internet was? That's right, to transmit digital information between machines! NAT completely contradicts the whole purpose of the Internet by segmenting the Internet, just because we saw NAT as a quick fix to our IPv4 addressing problem. We have become accustomed to the fact that NAT exists. It has served its purpose, and it is time we move on to IPv6 and make the Internet work as intended again.<br />
<br />
<h2>
The Solution</h2>
By now you should already know that IPv6 is the solution to the NAT problem, but there is still an unanswered question: What about the security NAT provides?<br />
<br />
Let me counter-question you with this: What is it we are trying to achieve?<br />
<br />
I'd agree that the Internet should not just be one big monolithic security boundary, where any hosted service can be reached by everyone else. That is why we have firewalls, which NAT is not. You still have a router with two networks, and in other to publish a service from one network to the other, a firewall will have to allow it. Firewalls are a much more efficient solution to the security problem than NAT is.<br />
<h2>
</h2>
Let's say we enabled IPv6, what exactly would that mean?<br />
<br />
That is the funny part; you are <b>already </b>running IPv6! That's right, you are running a dual-stacked network layer capable of both IPv4 and IPv6, you don't have to do anything. Most routers are also already dual-stacked, we just have to disable IPv4 and tadaaaa, you are IPv6 only.<br />
<br />
For router manufacturers, developers and network engineers it is a <b>huge </b>advantage to completely disable IPv4, which is why many ISPs today are running IPv6-only networks internally. As a manufacturer or developer, you can remove NAT, <a href="https://en.wikipedia.org/wiki/Traversal_Using_Relays_around_NAT" target="_blank">TURN</a>, <a href="https://en.wikipedia.org/wiki/STUN" target="_blank">STUN</a>, <a href="https://en.wikipedia.org/wiki/Internet_Gateway_Device_Protocol" target="_blank">IGDP</a> and <a href="https://en.wikipedia.org/wiki/NAT_Port_Mapping_Protocol" target="_blank">NAT-PMP</a> from routers and communication software. Of course, we still need a network control protocol that publishes a service in the router's firewall, but it is so much more simple now that you don't have to take NAT into account.<br />
<br />
<h2>
A Real Example</h2>
The BitTorrent protocol is one of the most common occurring protocols on the Internet. It is a simple protocol to transmit binary data between clients in an efficient manner using Peer to Peer (P2P). Clients find each other by using a Tracker or what's known as a <a href="https://en.wikipedia.org/wiki/Distributed_hash_table" target="_blank">Distributed Hash Table</a> (DHT). DHT is a simple protocol, but it is severely limited by NAT, simply by the fact that it works in a very socialistic manner. Each client in the DHT network has to store a chunk of data for it to work, but since most of them now sits behind NAT-enabled routers, they can't be reached by the rest of the network, thereby making the data they contain unreachable by others. This fundamentally destroys the whole concept of a Distributed Hash Table! All BitTorrent applications have implemented one of the many protocols to circumvent NAT, but none of them are perfect. If we switched to IPv6 only networks, DHTs can finally work again, and we would see a massive gain in performance as clients can find each other more efficiently.<br />
<br />
Other P2P protocols like Skype would also work better and would not have to route through a third party. Back in 2011 when Microsoft bought Skype, they began transitioning the Skype P2P protocol from a highly distributed node network into a more centralized platform based on <a href="https://en.wikipedia.org/wiki/Microsoft_Notification_Protocol" target="_blank">Microsoft Notification Protocol</a> (MSNP). The centralized protocol works "better" because Microsoft's servers work as a broker between you and other clients, thereby circumventing NAT. If the clients both have IPv6 and publishes the Skype service in their router firewall, they could reach each other directly, and instantly get a massive performance and stability gain.<br />
<br />
Maybe this is just wishful thinking, but it does seem that the <a href="https://www.google.com/intl/en/ipv6/statistics.html" target="_blank">IPv6 adoption</a> is gaining speed, which is good news for the internet as a whole.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-2356202060891278712014-12-01T00:06:00.002+01:002014-12-01T19:20:05.630+01:00.NET Compression Libraries BenchmarkI often find myself needing a compression library in a software development project, and after a few tests with disappointing results I usually fall back to spawning 7Zip as an external process. This time however, the application specification prohibits any data written to disk, which 7Zip needs to do in order to work correctly. I needed to do everything in memory, and so I had to test some of the C# libraries available for compression as well as the different compression algorithms.
<br />
<br />
Here is a full list of the tested libraries:
<br />
<ul>
<li><a href="http://msdn.microsoft.com/en-us/library/system.io.compression.deflatestream%28v=vs.110%29.aspx">.NET DeflateStream</a></li>
<li><a href="http://icsharpcode.github.io/SharpZipLib/">ICSharpCode SharpZip</a></li>
<li><a href="http://www.componentace.com/zlib_.NET.htm">Zlib.NET</a></li>
<li><a href="http://dotnetzip.codeplex.com/">DotNetZip</a></li>
<li><a href="https://code.google.com/p/managed-lzma/">Managed LZMA</a></li>
<li><a href="http://www.7-zip.org/sdk.html">LZMA SDK</a></li>
<li><a href="http://www.quicklz.com/">QuickLZ </a></li>
</ul>
<h3>
</h3>
<h3>
Compression 101</h3>
Before I get to the results of the benchmark, I think it is important to understand the different archive formats and compression algorithms in order to compare the results with other benchmarks/and or tests. Lets get to it!<br />
<br />
A compression algorithm can be compared to a small machine that takes in some data, do some math on it and transform it to some new data - just smaller in size. It sounds simple, but it involves a lot of math to do it efficient. The best compression algorithms are the ones which have a high compression ratio while only using small amounts of RAM and CPU. One such algorithm is the very well known DEFLATE which internally uses the famous LZ77 algorithm created by Abraham Lempel and Jacob Ziv. The DEFLATE algorithm has become the de facto standard when it comes to compression, and it is used in nearly all instances when a compression algorithm is needed. There are many compression algorithms out there, some are better than DEFLATE and also very wide spread. Examples include LZW, BWT, LZSS and LZMA.<br />
<br />
Each of the compression algorithms only take in a single file, either as a blob of bytes, or a stream of bytes. The question is, how do compression applications such as 7Zip, WinZip and WinRAR compress multiple files?<br />
<br />
Enter the world of archive formats. We all know about Zip, BZip2, GZip and RAR. They all simply describe the content of themselves either in terms of files or streams of data, along with some metadata such as original size, file name and path. The archive formats are more complex that you would think, simply because there are a lot of features. Some of them support multiple data streams (for multi-threading), encryption, password protection, file name obfuscation, self-extracting archives and more.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLF-fuFNAUbnwMvuCombdqX5QDYvn0-rtg7t5cQ7lExc62tBwTzdwEBHFmnPF_QNxWW-IBH5uuQ7b5LC-hsvkqatF9XR56EDp94UkcDxk7NeCZAUhqZxSO8sGAhWhUvM7JRrOYZIVP1XIM/s1600/Compression.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLF-fuFNAUbnwMvuCombdqX5QDYvn0-rtg7t5cQ7lExc62tBwTzdwEBHFmnPF_QNxWW-IBH5uuQ7b5LC-hsvkqatF9XR56EDp94UkcDxk7NeCZAUhqZxSO8sGAhWhUvM7JRrOYZIVP1XIM/s1600/Compression.png" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Figure 1: The relationship between files, compression algorithms and archive formats.</td></tr>
</tbody></table>
<br />
Many of the archiving formats are now synonymous with the compression algorithm they use. We say "Zip the file" or "Make a 7z of the folder". In reality, you can interchange the different archive formats with any of the compression algorithms, and as such you can have combinations such as Zip with LZMA or 7z with DEFLATE. That being said, there are some default compression algorithms in some archive formats. I've listed some examples here in archive/algorithm format:<br />
<ul>
<li>Zip / DEFLATE</li>
<li>7zip / LZMA</li>
<li>Bzip2 / BWT</li>
<li>Gzip / DEFLATE</li>
<li>GIF / LZW</li>
<li>PNG / DEFLATE</li>
<li>Tar / none</li>
<li>Rar / LZSS</li>
</ul>
The avid reader noticed that I put a couple of image formats in the list (GIF, PNG). Both of them use compression algorithms to minimize the size of the image data, and are therefore technically archive formats. The same applies to Microsoft Excel 2013 files (xlsx / DEFLATE) and Java Archives (Jar / DEFLATE).<br />
<br />
In the Linux world, the solution to compressing multiple files was solved using an archiving format called Tar. It is a pretty simply format designed for tape archiving, which preserves the filesystem information such as timestamps, owner information and file size on the files held inside the archive. To compress a directory, Tar simply store all the files within the directory inside a single file, then compress it using DEFLATE (gzip) or BWT (bzip2).<br />
<br />
<h3>
Benchmark </h3>
Now that we know the difference between compression algorithms and archive formats, we can continue to the benchmark. The libraries tested here are overlapping in the sense that they are simply different implementations of different compression algorithms, and even though the name of the library might contain Zip, it has nothing to do with the actual Zip archiving format, but everything to do with the compression algorithm used by default in Zip files.<br />
<br />
The benchmark uses a 128 MB test file that contains images, music, text and some random data. The file represent arbitrary data usually found on a filesystem.<br />
<br />
<table border="0" cellpadding="1" cellspacing="1"><colgroup><col></col>
<col></col>
<col></col>
<col></col>
<col></col>
<col></col>
<col></col>
</colgroup><tbody>
<tr>
<td><b>Library</b></td>
<td><b>Type</b></td>
<td><b>Packed (MB)</b></td>
<td><b> Pack (ms)</b></td>
<td><b> Unpack (ms)</b></td>
<td><b> Ratio</b></td>
<td><b> Speed (MB/s)</b></td>
</tr>
<tr>
<td>.NET 4.5.1</td>
<td>Zip</td>
<td style="text-align: center;">34.10</td>
<td style="text-align: center;">2,921</td>
<td style="text-align: center;">895</td>
<td style="text-align: center;">3.58</td>
<td style="text-align: center;">43.82</td>
</tr>
<tr>
<td>ICSharpCode</td>
<td>Zip</td>
<td style="text-align: center;">34.07</td>
<td style="text-align: center;">6,373</td>
<td style="text-align: center;">1,524</td>
<td style="text-align: center;">3.58</td>
<td style="text-align: center;">20.08</td>
</tr>
<tr>
<td>ICSharpCode</td>
<td>Gzip</td>
<td style="text-align: center;">34.07</td>
<td style="text-align: center;">6,347</td>
<td style="text-align: center;">1,511</td>
<td style="text-align: center;">3.58</td>
<td style="text-align: center;">20.17</td>
</tr>
<tr>
<td>ICSharpCode</td>
<td>BZip2</td>
<td style="text-align: center;">35.69</td>
<td style="text-align: center;"><span style="color: #990000;">45,002</span></td>
<td style="text-align: center;">6,811</td>
<td style="text-align: center;">3.42</td>
<td style="text-align: center;">2.84</td>
</tr>
<tr>
<td>7z SDK</td>
<td>LZMA</td>
<td style="text-align: center;">28.51</td>
<td style="text-align: center;">40,235</td>
<td style="text-align: center;">3,254</td>
<td style="text-align: center;">4.28</td>
<td style="text-align: center;"><span style="color: #990000;">3.18</span></td>
</tr>
<tr>
<td>Zlib.NET</td>
<td>Zlib</td>
<td style="text-align: center;">33.97</td>
<td style="text-align: center;">4,837</td>
<td style="text-align: center;">985</td>
<td style="text-align: center;">3.59</td>
<td style="text-align: center;">26.46</td>
</tr>
<tr>
<td>DotNETZip</td>
<td>Zip</td>
<td style="text-align: center;">33.97</td>
<td style="text-align: center;">5,120</td>
<td style="text-align: center;">1,482</td>
<td style="text-align: center;">3.59</td>
<td style="text-align: center;">25.00</td>
</tr>
<tr>
<td>DotNETZip</td>
<td>Gzip</td>
<td style="text-align: center;">35.67</td>
<td style="text-align: center;">31,739</td>
<td style="text-align: center;">4,556</td>
<td style="text-align: center;">3.42</td>
<td style="text-align: center;">4.03</td>
</tr>
<tr>
<td>DotNETZip</td>
<td>Zlib</td>
<td style="text-align: center;">33.97</td>
<td style="text-align: center;">4,509</td>
<td style="text-align: center;"><span style="color: #38761d;">887</span></td>
<td style="text-align: center;">3.59</td>
<td style="text-align: center;">28.39</td>
</tr>
<tr>
<td>LZMA-managed </td>
<td>LZMA</td>
<td style="text-align: center;"><span style="color: #38761d;">28.07</span></td>
<td style="text-align: center;">35,555</td>
<td style="text-align: center;"><span style="color: #990000;">7,402</span></td>
<td style="text-align: center;"><span style="color: #38761d;">4.35</span></td>
<td style="text-align: center;">3.60</td>
</tr>
<tr>
<td>QuickLZ</td>
<td>QuickLZ</td>
<td style="text-align: center;"><span style="color: #990000;">42.90</span></td>
<td style="text-align: center;"><span style="color: #38761d;">1,015</span></td>
<td style="text-align: center;">1,010</td>
<td style="text-align: center;"><span style="color: #990000;">2.85</span></td>
<td style="text-align: center;"><span style="color: #38761d;">126.11</span></td>
</tr>
</tbody></table>
<h3>
</h3>
<h3>
Conclusion</h3>
The fastest algorithm was QuickLZ, but it is also the worst compression ratio. The best compression ratio was gained by LZMA, but it is also the third slowest compression speed. It would seem the built-in DeflateStream in .NET is the overall winner when it comes to speed vs. compression ratio.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com7tag:blogger.com,1999:blog-2077469061561410808.post-36611879973172747082012-08-27T18:09:00.000+02:002016-12-03T10:51:20.794+01:00Analysis of the Gamigo hashes<br /><div style="text-align: center;">This leak analysis is dedicated to Steve Gibson of <a href="https://www.grc.com/intro.htm" target="_blank">Gibson Research Corporation</a>.<br />Thanks for a great show Steve!</div><br />Back in Februrary, a large gaming site called Gamigo was <a href="http://www.zdnet.com/8-24-million-gamigo-passwords-leaked-after-hack-7000001403/" target="_blank">hacked</a>, and in July, the full list of email and hashes found their way onto the Internet. <a href="http://pwnedlist.com/" target="_blank">Pwnedlist.com</a> are the kind providers of the hashes for this analysis, and as an added bonus, they also sent me the emails for this analysis. A huge thanks goes out to Pwnedlist.com for their kindness. <br /><br />The leak contains 9.475.226 valid MD5 hashes and 8.261.454 emails. It has 7.028.067 unique hashes and 8.244.423 unique emails.<br /><br />In the time-frame of 7 days, 19 hours and 3 seconds, I was able to crack 7.731.708 hashes (81,6%).<br /><h2>Cracking System</h2>The cracking was done on an ordinary GeForce 560 TI, 1024MB RAM graphics card using Hashcat-Plus v0.081 64bit. The settings of Hashcat were set to low, which resulted in only 90% cracking efficiency. Had it been optimized, the full crack would have taken 6 days and 20 hours.<br /><br />Different cracking techniques such as keyboard-walking, character repetition and leet speak were used to obtain the high number of cracked passwords.<br /><h2>Character Distribution</h2>A healthy character distribution has equal amounts of each character type. Gamigo must have had a less than optimal password policy, as it seems that you could create passwords with whatever characters you want.<br /><br /><img alt="" src="data:image/png;base64,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" /><br /><br /><h2>Unique Character Distribution</h2>Again, we are reminded of the missing password policy at Gamigo. 28% of the passwords are digits only, with a good password policy, this would not have been possible.<br /><br /><img alt="" src="data:image/png;base64,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" /><br /><br /><h2>Password Composition</h2>When we take a look at the password composition, we count how many passwords contain symbols. It turns out that only 13.566 passwords that were recovered contained a symbol, and 7.718.142 that did not. This resulted in the rather boring pie chart:<br /><br /><img alt="" src="data:image/png;base64,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" /><br /><br /><h2>Password Length</h2>Gamigo have 2 passwords with length 0 and 20 passwords with length 1. This might be passwords created during the development of the site - and they might have been the way the hackers originally hacked the site (first password check in most brute forcers is nothing).<br /><br />We observe something quite unusual here, and that is the high number of 10 character passwords. The password lengths also show the missing password policy, as you can have whatever length you like. <br /><br /><img alt="" src="data:image/png;base64,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" /><br /><br />The positive side of the case, is that the high number of 10 character passwords pushed the average password length up to 8,52 characters; higher than usual.<br /><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 398px;"><colgroup><col style="mso-width-alt: 7643; mso-width-source: userset; width: 157pt;" width="209"></col> <col style="mso-width-alt: 6912; mso-width-source: userset; width: 142pt;" width="189"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt; width: 157pt;" width="209"><h3>10 Longest Passwords</h3>The 10 longest passwords give an idea of how low strength long passwords can have. Repetition and common patterns are used to create long passwords; however, they are easily cracked using modern password cracking techniques.<br /><br /></td> <td style="width: 142pt;" width="189"><br /></td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;"><table border="0" cellpadding="0" cellspacing="0" style="width: 398px;"><colgroup><col style="mso-width-alt: 7643; mso-width-source: userset; width: 157pt;" width="209"></col> <col style="mso-width-alt: 6912; mso-width-source: userset; width: 142pt;" width="189"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt; width: 157pt;" width="209"><b>Password</b></td> <td style="width: 142pt;" width="189"><b>Length</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">frontschweinefrontschweine</td> <td style="text-align: left;">26</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">qwertyuiopasdfghjklzxcvbnm</td> <td style="text-align: left;">26</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">stevieboy74stevieboy74</td> <td style="text-align: left;">22</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">needforspeedmostwanted</td> <td style="text-align: left;">22</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lllllllllllllllllllll</td> <td style="text-align: left;">21</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">qaywsxedcrfvtgbzhnujm</td> <td style="text-align: left;">21</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">sivispacemparabellum</td> <td style="text-align: left;">20</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">abcdefghijklmnopqrst</td> <td style="text-align: left;">20</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">12345678900987600000</td> <td style="text-align: left;">20</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">1qazxcvbnm1qazxcvbnm</td> <td style="text-align: left;">20</td> </tr></tbody></table><h3>10 Shortest Passwords</h3>The 10 shortest passwords are hopefully not user passwords. Both a, b and c are among the shortest passwords, which leads me to <!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings></xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument></xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true" DefSemiHidden="true" DefQFormat="false" DefPriority="99" LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false" UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false" UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false" UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false" UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false" UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles></xml><![endif]--><!--[if gte mso 10]><style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-para-margin-top:0cm; mso-para-margin-right:0cm; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0cm; line-height:115%; mso-pagination:widow-orphan; font-size:11.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style><![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">believe </span>that they are internal testing passwords or passwords created during development.<br /><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 398px;"><colgroup><col style="mso-width-alt: 7643; mso-width-source: userset; width: 157pt;" width="209"></col> <col style="mso-width-alt: 6912; mso-width-source: userset; width: 142pt;" width="189"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt; width: 157pt;" width="209"><b>Password</b></td> <td style="width: 142pt;" width="189"><b>Length</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;"><br /></td> <td style="text-align: left;">0</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">x</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">g</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">a</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">2</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">½</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">b</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">c</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">S</td> <td style="text-align: left;">1</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">5</td> <td style="text-align: left;">1</td> </tr></tbody></table><h2>Password Strength</h2>A strong password has 9 or more characters, 1 digit, 1 lowercase, 1 uppercase and 1 symbol. However, in Gamigo's case, only 1250 passwords are considered strong.<br /><br /><img alt="" src="data:image/png;base64,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" /><br /><br />This low number of strong passwords is a combination of the fact that the passwords were cracked, but also because of the missing password policy. A password of 10+ lowercase characters is not considered secure, and a single symbol in a 10+ character password would exponentially increase the security of the password.<br /><h2>Wordlists</h2>17% of the passwords were cracked right away using common wordlists. That is pretty normal on sites with limited or no password policy. <br /><br /><img alt="" src="data:image/png;base64,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" /><br /><br />The IQ Wordlist (more info <a href="http://iqsecur.blogspot.dk/2012/01/building-perfect-wordlist.html" target="_blank">here</a>) cracked 20% of the passwords.<br /><br /><img alt="" src="data:image/png;base64,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" /><br /><h2>10 Most Common Passwords</h2>The passwords in this list are the most common passwords used by Gamigo users. Most of them are numbers only, but a few stand out. 'azerty' is used a lot by French users since they have <a href="https://en.wikipedia.org/wiki/AZERTY" target="_blank">AZERTY</a> keyboard layouts (see the email analysis below for more info on French users). I'm unsure why 'perach' is on the list, it might be the <a href="https://de.wikipedia.org/wiki/Perach" target="_blank">German municipality</a> or a password used multiple times by a bot.<br /><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 398px;"><colgroup><col style="mso-width-alt: 7643; mso-width-source: userset; width: 157pt;" width="209"></col> <col style="mso-width-alt: 6912; mso-width-source: userset; width: 142pt;" width="189"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt; width: 157pt;" width="209"><b>Password</b></td> <td style="width: 142pt;" width="189"><b>Frequency</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456</td> <td style="text-align: left;">35.621</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456789</td> <td style="text-align: left;">24.377</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">czz000</td> <td style="text-align: left;">6.166</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">12345</td> <td style="text-align: left;">5.300</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">111111</td> <td style="text-align: left;">4.765</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">azerty</td> <td style="text-align: left;">4.614</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">12345678</td> <td style="text-align: left;">4.547</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">perach</td> <td style="text-align: left;">3.913</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123123</td> <td style="text-align: left;">3.749</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">1234567890</td> <td style="text-align: left;">3.679</td> </tr></tbody></table><h2>Email Analysis</h2>The leak also contained a large amount of emails. So as an added bonus, I've made an analysis of the emails.<br /><br />8.261.454 emails were in the leak and 8.244.423 (99,7%) of them are unique. 79065 of the emails were invalid according to <a href="https://www.ietf.org/rfc/rfc2822.txt" target="_blank">RFC 2822</a>, that leaves 8.165.358 (99% of unique) valid emails.<br /><h2>Domain Statistics</h2> In the domain statistics, we can see that "hotmail.com" and "hotmail.fr" are the two most used email providers. This hint to a large percentage of French users. <br /><br /> <img alt="" src="data:image/png;base64,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" /><br /><br /><h2>Top Level Domain Statistics</h2>In the TLD statistics, we can see the 30% of the users of Gamigo were using German email providers. Gamigo is a German service, so we would have expected that. However, the second largest country in the statistics is France.<br /><br /><img alt="" src="data:image/png;base64,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" /> <br /><br /><h2>Email Username as Passwords</h2>A total of 1.399.689 hashes (13%) could be cracked using the username part of the email, as the password. To maximize the efficiency, I removed dot, underscore and hyphen characters from the emails. This is a surprisingly large amount hashes cracked using the emails only. Note that I do not have email and hash pairs, but rather a bunch of emails and a bunch of hashes. Each email username was tested against all the hashes, so a user with the email john@gmail.com would have resulted in "john" being tried against all the hashes, resulting in multiple cracked hashes.<br /><br /><img alt="" src="data:image/png;base64,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" /> <br /><br /><h2>Conclusion</h2>It seems that Gamigo, like so many other large online services, failed to implement a good password policy. Not only were they using raw MD5 as the hashing algorithm, but they also had little to no password strength requirements for their users, which resulted in over 80% of their user hashes cracked in about a week.<br /><br />The lesson is that you should implement a stronger hashing algorithm and require some sort of minimum password strength of your users. Gamigo did force a password reset on all users, but many users probably just choose the same password or a password that closely resembles the old password. One good thing came of this, and that is Gamigo took responsibility and told their users of the hack, this greatly minimizes the damage that can potentially happen to the users. </td></tr></tbody></table>Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-18673262945983731822012-07-09T23:45:00.002+02:002012-07-10T01:50:56.908+02:00The Power of Wolfram Alpha - Now in a .NET API<b>Update:</b> Here is the direct link to <a href="https://github.com/Genbox/WolframAlpha.NET/">WolframAlpha.net</a>.<br />
<br />
In an ongoing project of mine, I needed access to a good source of information that is free, powerful and provides some sort of API. My first thought was on <a href="http://www.wolframalpha.com/" target="_blank">Wolfram|Alpha</a>, a powerful search engine that have thousands of databases filled with useful information and a really great interpreter that tries to guess what you mean by the <a href="http://www.wolframalpha.com/input/?i=22th+president+of+the+USA" target="_blank">22th president of the USA</a>. If you have not yet tried Wolfram|Alpha, I highly encourage you to take a look at it.<br />
<br />
<div style="text-align: center;">
<img alt="" height="333" src="data:image/png;base64,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" width="640" /> </div>
<div style="text-align: center;">
<i>The results from Wolfram|Alpha when looking up "Google stock"</i></div>
<br />
Wolfram|Alpha has a REST based API that outputs beautiful XML data ready to parse. They really put some work into making it easy to use, so I though it would be a no-brainer to find an existing C# library that would parse it and give me objects that I could work with. However, it turns out that there are only a few of them, and only a fraction of those support the 2.0 API that Wolfram|Alpha <a href="http://blog.wolframalpha.com/2011/01/20/knowledge-based-computing-and-version-20-of-the-wolframalpha-api/" target="_blank">introduced</a> back in January 2011. I decided to code an API myself that could be easily extended with new features and would provide me with the full API.<br />
<br />
I present to you, the all new <a href="https://github.com/Genbox/WolframAlpha.NET/" target="_blank">WolframAlpha.net API</a>. It is based on the open source <a href="https://github.com/restsharp/RestSharp" target="_blank">RestSharp</a> framework for parsing the XML data, so a big thanks goes out to the guys behind it for an awesome job.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-63835196739044744802012-06-25T04:52:00.000+02:002016-12-03T10:51:20.802+01:00A Complete Guide to Encrypting and Signing EmailsA friend of mine recently asked how PGP email encryption works, and I remember how hard it was for me to understand how it all works, so I decided to write this guide to email security.<br /><br /><b>If you just need to know how to sign and encrypt emails, go to headline 3.1 to use OpenPGP or headline 3.4 to use S/MIME</b><br /><h2> 1. Email Security - An Overview</h2>Whenever you write an email, it is sent to the receiver in clear text. Email sevices like Gmail support TLS (Transport Layer Security) that encrypts the message in transition, but the email is still stored in clear text on the end user machine. In information security, we have something called the <a href="http://en.wikipedia.org/wiki/Information_security#Key_concepts" target="_blank">CIA triad</a> that consists of 3 areas: Confidentiality, Integrity and Availability. In this post, we will only focus on the first 2 areas, and we will start with a subsection of integrity called authenticity.<br /><h3> 1.1 Email Authenticity</h3>When you receive an email from someone, how can you be sure of the following:<br /><br />1. The email was not altered in transition.<br />2. The email was sent from the right person.<br /><br />With ordinary emails, you can't be sure of either 1 or 2. A hacker intercepting the message using <a href="http://en.wikipedia.org/wiki/Man-in-the-middle_attack" target="_blank">MitM attacks</a> or an rogue network administrator might have altered the message in transition. Spammers are also known for using <a href="http://en.wikipedia.org/wiki/Forgery" target="_blank">spoofed</a> email addresses to get their message out to people. They might write advertising@target.com as the sender of the email to make the message more effective.<br /><br />This is where <a href="http://en.wikipedia.org/wiki/Digital_signature" target="_blank">digital signatures</a> come in. We can solve both problems by signing our emails using <a href="http://en.wikipedia.org/wiki/Public-key_cryptography" target="_blank">asymmetric cryptographic keys</a>, also known as public/private keys.<br /><h3> 1.2 Public/Private keys</h3>Using some clever math and cryptographic functions, we can create 2 keys that have different functionality. The keys are used differently depending on what you are trying to achieve. When we are signing a message, we keep one key to our selves (the private key) and send the other key (the public key) to anyone that needs to verify our email.<br /><br /><div style="text-align: center;"><img alt="" height="288" src="data:image/png;base64,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" width="320" /> </div><br />What actually happens when you sign an email, is that you take a <a href="http://en.wikipedia.org/wiki/Cryptographic_hash_function" target="_blank">cryptographic hash</a> of the email you are sending and then sign the hash using your private key. The hash is then sent along with the email. The receiver of the email then take a hash of the email and compare it to the hash that was enclosed in the email. The signed hash can then be verified by the public key and thus prove the authenticity of the email. <br /><br />By signing an email this way, we can prove that the email has not been changed in transition. If it has been changed, the cryptographic hash that was enclosed in the email would be different from the one that the receiver computed. If the attacker changed the email content together with the hash, the signature verification process would fail.<br /><h3> 1.3 Email Confidentiality</h3>Digital signatures can be used for one other thing besides proving the authenticity of an email. It can also be used to encrypt the content of an email, so that no one else but the right receiver can read it. This time we need to get the public key of the receiver of the email before we send the email. We simply encrypt the email using the receivers public key, and only the receiver with the private key can decrypt the message.<br /><br />Remember that encrypting the email using the public key of the receiver does not prove the authenticity of the email, but merely makes it unreadable to everyone else. If we need both authenticity and confidentiality, we need to both sign and encrypt the email.<br /><h2> 2. The Security Standards</h2>When it comes to email security, we have 2 major standards competing on the market.<br /><ul><li>OpenPGP</li><li>S/MIME</li></ul><h3> 2.1 OpenPGP</h3>OpenPGP stands for Open Pretty Good Privacy and is a format based on the original PGP format. It uses its own standard for describing encrypted email content. It uses the <span id="goog_1426842740"></span><a href="http://en.wikipedia.org/wiki/SHA-1" target="_blank">SHA-1</a> function<span id="goog_1426842741"></span> and <a href="http://en.wikipedia.org/wiki/ElGamal" target="_blank">ElGamal</a> with DSS to create digital signatures and <a href="http://en.wikipedia.org/wiki/3des" target="_blank">TripleDES</a> to encrypt the content of emails. The format is sent over the Internet using multipart/encrypted <a href="http://en.wikipedia.org/wiki/MIME" target="_blank">MIME</a> format. It is widely supported by the open source community and has been built into a bunch of mail applications, most notably the Mozilla Thunderbird client with the Enigma plugin.<br /><h3> 2.2 S/MIME</h3>S/MIME stands for Secure/Multipurpose Internet Mail Extensions, and while it does the same thing as OpenPGP, the two formats are in no way interoperable and messages created in one format can't be read in the other. S/MIME uses SHA-1 and <a href="http://en.wikipedia.org/wiki/Diffie-Hellman" target="_blank">Diffie-Hellman</a> with DSS or <a href="http://en.wikipedia.org/wiki/RSA_%28algorithm%29" target="_blank">RSA</a> for signatures and TripleDES for encryption. The MIME format is application/pkcs7-mime and in most email clients that does not understand the format, you will get an attachment called 'smime.p7m' that contains the signed and/or encrypted email.<br /><h3> 2.3 The Format Problem</h3>OpenPGP and S/MIME uses different formats for signing and encrypting messages, and thus, they need different applications. The lack of traction in the general population of Internet users, means that there are only a few good tools out there that gives us email signing and encryption for free. Most tool only support one of the two protocols and most popular online email providers does not support either of the two.<br /><br />The biggest differences between the two formats, is the concepts on which they are built. OpenPGP is built on the <a href="http://en.wikipedia.org/wiki/Web_of_trust" target="_blank">WOT</a> concept, a distributed approach to sharing keys, while S/MIME is built on <a href="http://en.wikipedia.org/wiki/Public_key_infrastructure" target="_blank">PKI</a> a centralized key sharing concept. The biggest difference between the two concepts is that PKI relies on a Certification Authority (CA) that signs the keys. Everyone trusts the CA, and so all the keys the CA signs are trusted. However, in order to get your key signed by a CA, you need to pay a third party CA. In OpenPGP there is no such thing as a CA and each user can sign another users key to endorse the binding between the key and the user. It is all a matter of trust, but it becomes important when you need to make sure that the public key of a user is the right public key, and not one a hacker made to impersonate a user.<br /><h2> 3. The Practical Approach</h2>Now that we know what we need to get us going, lets take a look at how to implement digital signatures using both OpenGPG and S/MIME.<br /><h3> 3.1 OpenPGP Setup</h3>GnuPG stands for GNU Privacy Guard and it supports both OpenPGP and S/MIME in the latest versions (since 2.0). Gpg4Win is a Windows port of the application that can be <a href="http://gpg4win.org/" target="_blank">found here</a>.<br />To create an OpenPGP certificate, do the following:<br /><ol><li><a href="http://gpg4win.org/download.html" target="_blank">Download</a> the Gpg4Win full installation and install it</li><li>Open Kleopatra, go to <i>File</i>-><i>New Certificate</i> and click "Create a personal OpenPGP key pair"</li><li>Enter name and email, click <i>Next</i>.</li><li>Make sure the information is correct. Click <i>Create Key</i>. </li><li>Enter a <a href="https://www.grc.com/haystack.htm" target="_blank">secure</a> pass phrase. Security is indicated by the green bar.</li><li>Click <i>Finish</i>.</li></ol>Now you have a certificate with a public/private key pair. <br /><h3> 3.2 Using OpenPGP with Mozilla Thunderbird</h3>Mozilla Thunderbird support S/MIME out of the box, but does not support OpenPGP. In order to get that support, you will have to use Enigmail. Here is how you setup OpenPGP in Thunderbird:<br /><ol><li><a href="http://enigmail.mozdev.org/download/index.php.html" target="_blank">Download</a> and install Enigmail. <b>Note:</b> You can do this from inside Thunderbird. Click <i>Tools</i>-> <i>Add-ons</i> and install Enigmail.</li><li>Open Thunderbird and right click on the account you would like to use OpenPGP and click <i>Settings</i>.</li><li>Find the "OpenPGP Security" settings and check the box in "Enable OpenPGP support (Enigmail) for this identity".</li><li>Click <i>Select Key</i> and choose the key you created earlier in Kleopatra.</li></ol><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /> </div><ol></ol>Whenever you write an email, you will get some options in the toolbar with OpenPGP. There you can select whether to sign or encrypt the email. It is that simple to get OpenPGP going in Mozilla Thunderbird.<br /><h3> 3.4 S/MIME Setup</h3>In order to get email signing and encryption with S/MIME, we need a digital signature. Mozilla has a <a href="http://kb.mozillazine.org/Getting_an_SMIME_certificate" target="_blank">great article</a> that lists the sites where you can get a free certificate. Scroll down to "Self-signed certificates" to see how you can create one yourself. An alternative is to use <a href="http://www.mobilefish.com/services/ssl_certificates/ssl_certificates.php" target="_blank">Mobile Fish</a>, which is what I did with this guide.<br /><ol><li>Go to <a href="http://www.mobilefish.com/services/ssl_certificates/ssl_certificates.php" target="_blank">Mobile Fish</a></li><li>Enter Country, State name, Locality name and Common name. Press the question mark next to the item to show more info about the field.</li><li>Enter your email in the email field. Note: This email has to be the email you wish to give a digital signature. </li><li>Set the pass-phrase to something <a href="https://www.grc.com/haystack.htm" target="_blank">secure</a>.</li><li>Set the bit length to 1024 or more</li><li>Set the number of days to 365</li><li>Click <i>Generate</i></li></ol>Now you should be presented with a bunch of fields. You need to download the following:<br /><br />- The Self-Signed SSL Certificate - Name it selfsigned.cert<br />- The Private Key - Name it private.key<br />- The Public Key - Name it public.key<br /><br />Now we have a certificate, but in order for Windows to use it, we need to convert it to the PFX format. Here is how you do it:<br /><ol><li>Download the <a href="http://slproweb.com/products/Win32OpenSSL.html" target="_blank">OpenSSL library for Window</a> (Direct link: <span class="ActiveBoxContent"><a href="http://slproweb.com/download/Win32OpenSSL_Light-1_0_1c.exe">Win32 OpenSSL v1.0.1c Light</a></span>)</li><li>Install the library with standard settings.</li><li>Copy the 3 files (private.key, public.key and selfsigned.cert to the 'C:\OpenSSL-Win32\bin' folder</li><li>Go to the Start menu, enter 'cmd' in the search and press <i>Enter</i>.</li><li>Write 'cd C:\OpenSSL-Win32\bin' and press <i>Enter</i>.</li><li>Write 'openssl pkcs12 -inkey private.key -in selfsigned.cert -export -out mycert.pfx' and press <i>Enter</i>.</li><li>You should now be prompted with the private key password and an export password. Enter the same password you choose on Mobile Fish. </li><li>You should now have a mycert.pfx inside the 'C:\OpenSSL-Win32\bin' folder.</li></ol><h3> 3.5 Using S/MIME in Windows Live Mail</h3>Windows Live Mail uses the Certificate Store inside Microsoft Windows. The easiest way to use a certificate in Windows Live Mail is to simply double-click the mycert.pfx file inside 'C:\OpenSSL-Win32\bin' and follow the wizard. When you get prompted with a password, enter the private key password.<br /><br /><b>Note:</b> If you are using a self-signed certificate, you need to run the wizard one more time. This time, when you get to the wizard page where you choose the Certificate Store, select "Trusted Root Certification Authorities". This is necessary as you have no third party CA that signed the certificate, otherwise the certificate will not work!<br /><br />Now that the certificate is installed, you only need to associate it with your Windows Live Mail account.<br /><ol><li>Open Windows Live Mail</li><li>Right click the account with the email that is in the certificate and click <i>Properties</i>.</li><li>Go to the <i>Security</i> tab and click the <i>Select</i> button under "Signing certificate". The certificate you just installed should be selected. Do the same with the "Encrypting preferences" if Windows Live Mail did not do it for you already.</li></ol><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /> </div><ol></ol>Whenever you write an email in Windows Live Mail, you can go to the <i>Options</i> tab and select <i>Encrypt</i> and <i>Digitally Sign</i>. When you send the email, it will be encrypted and signed.<br /><h3> 3.6 Using S/MIME in Thunderbird</h3>Thunderbird uses the Mozilla Certificate Store, so we need to import the certificate into that store.<br /><br /><b>Note:</b> If the certificate is self-signed, you need to follow <a href="http://kb.mozillazine.org/Installing_an_SMIME_certificate#Installing_a_Self-Signed_SMIME_Certificate_for_Your_Own_Identity" target="_blank">this short guide</a> first. <br /><ol><li>Open Thunderbird, go to <i>Tools</i> -> <i>Options</i> -> <i>Advanced</i> -> <i>Certificates</i> -> <i>View Certificates</i>.</li><li>Under the "Your Certificates" tab, click on <i>Import</i>. </li><li> Select the "mycert.pfx" file inside the 'C:\OpenSSL-Win32\bin' folder. </li><li>Enter the private key password. </li><li>Click <i>OK</i>. </li></ol>Now you only need to associate the certificate with the account.<br /><ol><li>Open Thunderbird, right click on the account you want to use.</li><li>Click <i>Settings</i> and go to the "Security" properties.</li><li>Click <i>Select </i>next to "Digital Signing" and select your certificate.</li><li>When it asks you to use the same certificate for encryption, click <i>Yes</i>.</li><li>Click <i>OK</i>.</li></ol>Now you have S/MIME encryption in Thunderbird.<br /><h3> 3.7 Using S/MIME in Gmail</h3>Gmail does not have native S/MIME support even though there have been countless requests by concerned users. One might argue that the end-to-end encryption concept will break if Gmail is responsible for decrypting the messages, but it would heighten the security none the less. <br /><br />If you are running Firefox, you can try the <a href="http://www.penango.com/pricing.shtml" target="_blank">Penango plugin</a>, it is free for Gmail and Firefox users. Firefox uses the Mozilla Certificate Store, the same as Thunderbird, so if you are using Thunderbird and Firefox together, Penango will make it seamlessly work together.<br /><h2> 4. Notes</h2><h3> 4.1 Windows Live Mail does not list any certificates</h3>Make sure that the email inside the certificate is identical to the account you are trying to bind with. Also make sure that the certificate is trusted by a CA. If the certificate is self-signed, add the certificate to the Trusted Certificate Authority certificate store on your computer. <br /><h3> 4.2 Penango tells me that the email is unreliable</h3>This is because Penango uses S/MIME that is based on the PKI. If your certificate is not trusted by a third party, it will give you a warning telling you that the certificate is self-signed or not issued by a trusted CA. <br /><h3> 4.3 My application is not described</h3>A lot of applications have S/MIME support, however, if your favorite mail application does not support S/MIME and you get the smime.p7m attachment, you can just use the <a href="http://www.cryptigo.eu/p7mViewer/" target="_blank">p7mViewer</a>.<br /><h3> 4.4 OpenPGP for Apple</h3>If you are using a Mac, you can install a <a href="http://www.gpgtools.org/gpgmail/index.html" target="_blank">plugin to Apple Mail</a> that enables OpenPGP support.<br /><h3> 4.5 OpenPGP for Gmail in Chrome</h3>A research team have implemented OpenPGP as JS in the form of a <a href="http://gpg4browsers.recurity.com/" target="_blank">Chrome extension</a>. It is called GPG4Browsers and advertises support for OpenPGP in Gmail.<br /><h3> 4.6 OpenPGP in Outlook</h3>If you are using Outlook 2010, you might want to try out the <a href="http://code.google.com/p/outlook-privacy-plugin/" target="_blank">Outlook Privacy Plugin</a>.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-68996154054421082102012-04-01T14:57:00.000+02:002016-12-03T10:51:20.808+01:00Most Used Passwords Visualized #2Some time ago I posted a visualization of the <a href="http://iqsecur.blogspot.com/2012/01/most-used-passwords-visualized.html" target="_blank">most used passwords</a>. To continue the success, I will post a new one based on 33.954.491 password, about 30 times the amount of the previous visualization.<br /><br /><br /><img alt="" height="326" src="data:image/png;base64,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" width="640" /><br /><br />Because of the large amount of numeric passwords, I had to make a visualization with, and without numbers. Here is the one with numbers.<br /><br /><br /><img alt="" height="325" src="data:image/png;base64,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" width="640" /><br />It is pretty clear that <b>123456 </b>is the most used password. Right click the images and choose "View Image" to see a larger version.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-10887677212331697242012-04-01T03:31:00.000+02:002016-12-03T10:51:20.774+01:00Analysis Of Leaked MilitarySingles.org PasswordsThis time I take a look at an interesting leak: MilitarySingles.org. They are operated by ESingles Inc. and they claimed that they had not been hacked by the notorious LulzSec hacker group. They assured their customers that the site had not been hacked and they claimed that "<i>All user passwords in our database are encrypted and secure.</i>". The rest of the story can be seen at <a href="http://www.databreaches.net/?p=23736" target="_blank">databreaches.net</a>.<br /><br />It turns out that the passwords, despite what ESingles said, was not encrypted nor secure. They are unsalted MD5 hashes and combined with a weak password policy, almost all of the hashes were cracked within a few minutes.<br /><br />A total of 163.792 hashes were leaked and 151.791 (92.2%) of them were cracked in 9 hours.<br /><br /><span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">The Results</span></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Length distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><span style="font-size: large;"><span style="font-size: small;">Average password length: 7,427</span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Character distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Unique character distribution</b></span></span><br /><img alt="" src="data:image/png;base64,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" /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Contained in common wordlists </b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAEhCAIAAADHwI/tAAAYZElEQVR4nO3dzU9U6Z7A8fMnuCVhwwZXmriVlVFWJJMombBxJGFh9C5cEMWoyVQmo8aM8aWuBufawZ7GnlSkobFRbDQ6aGy8igZEEL0Nl6ASgatFX7RaGi3DLOrtVNWpol75PS/fT3656aaK98O3z31O1VNOW1vbcQCAetra2pzjx4+vAADUc/z4cRoNAIqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0dDMxNnNjuM4jrP57ETuN+kr/ZvK5S0wBo1WW/yPL5nNf4pZenRjd+wHtPuGyNdWDrkU2chvHBE0Wm2JP750lv45ch5dgvNoI39ShqLRaos3OvG35Mq2lX9gtuWlLCsbtv0QdUaj1ebRaPcCiI1/YbblhUZbjkarzbPR3m9NWxZJXwtJWd1OuUOGWz3/nL3/xuNfgvsjpy2pp2Yh+l6bz054fwD3N7b57EReax2xt+y+kf6BMvzI1f9+c612hl+o5/oZrVYWjVZbbo3OcGUx6W/f+z5pIfa41etrSPyde70x/lkzLqd7/Mdl82bXl5D960r/GCn3TotX0gdP/+Gs+jNX6vvNq9rp3zGN1guNVtsqZ8zRP+2Js5tXO8OLvSElMdGbc7vVu0XxN8azkH7Cln4f7wX2lA+afu/sp8LZUxV7Y+Jtq0Va0e83h0Zn/4Wy1qETGq22rNcMs/x95fJH6/FpMnzE1Ggln6SlvjH135M/aHohM14EXWWBIa9Gr75woc/3W1ijV/lJQVU0Wm1ZHnuXYZkz072Sb87+zml/uMnRiv6Bx//PevKSSNopYMrZalpzMt0xww0FrUfnsI6sz/eb3yOmPX9UNFofNFptq4Q3Kssqpuuu6ffyfrBItnfdfHYinqyzE66rX2nJyliBjOd8Ga9h5nK2meGmAhut9veb27eZ+y8USqPRasvyf+yz3imXkHlWKsOt7o8X/XS7bySuyMXf6LUmk+m8Mu3/+6tzHq3295vXo/G8f6E0Wh80Wm25NDrt2tVKDn+D+a5PJz7gZtej2eLR2r17c+qHy/m0cPVmeZ/vl7PRSn+/BTxiOuezfiiHRqstv/Noj0dwuR+dl7Hh2W9N+5ipHzftranv4ZH6HE5AvS6PFvy4jnwbrfL3u/q3ufovNJcfAZRAo9WWU6NzuLKYYcU6p1ujku6UXgevLzKXx21nz4XXdxY7sy1voxX+fnNstMdHcn29KZ+J82ll0Wi15dboFY9lR/f1LY97ZC2w9+dLPztP+gpXWzfJeK9Vipn0lbmfhFHmRqv7/eb0ba7+C03/RFARjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjYbeZt+HZuY/RmZ6dvHR2Gx732jg9vOnk/PueT2/KP2VAoWg0dDAzPzHv8/889HYbN9fp3/sn2jtHDl3ZTjT1DYHMk1dS8f+1jv7W++09422940Ovngb/LAk/c0B2dBoKGcxtDw+Fex/8ubH/om2n8ay5DjfRnvO9iNdkWr3D01zug3V0Ggo4Y/P4V9fLfQ/efP9zy/yjXKRjU6ZBl/3scsPrg1MzAVD0j8VgEZD1N9n/nl/eCZw82WRXS5ho92z82iPv/Nx/9D08pew9I8KlqLREDD7PtT/5M3FH5+VMM3laLR7Iftk4OHgi7fSPzlYh0Zj7SyGlh+NzX53/Xk50lzWRrtXQvydjydnFqR/lrAFjUbZ/fE5PDr57ofbv5Y1zWvT6Pg0nei9OTjFGgjKjUajjH5f+vxobLZMaxqyjY7M9iNdbb0jXF1E+dBolMXvS5/vD89kfyCzAY2Oz7HLD55Ozkv/1GEgGo0SWwwtS9VZsNGROXzxLkvVKC0ajZJZDC3fHnwllWYVGh0/p2b1A6VCo1EC4fDXR2OzgufOSjU6MheuDvFEcxSPRqNY07OL5X44nY6Nrm0ObD/SFbj9XPr3A73RaBTu96XPvb9MiUdZ2UZHZs+pvvHp99K/K+iKRqNAT8bn1vhBdZo2OjL+zscfPy1L/9KgHxqNvM2+DxW/85Ftja5tDjT4uvuHpqV/e9AMjUZ+hv/2D0WuDWrX6PgJNc9ORO5oNHL1x+ewgqvP2jW6tjmw51QfG1UjRzQaOZl9H1LqwRtaN7q2OVDX0nFzcEr6twoN0GisTv31De0aHZmTgYeseyA7Go1sdFnf0LTRtc2Bff5bPNUFWdBoZLQYWi7tK6TQaM/ZebSHXT6QCY2Gt4XFJV0WoHVvdG1zoK6lY2D0jfTvHCqi0fAw+z6k5vNTTG10ZHjiONLRaKSanl3U6AqhSY2ubQ6cDDyU/v1DLTQaScanguKRtbnRZBopaDQSnozPiReWRpNpuNFoRA3/7R/ieaXRZBopaDRWVlZWfn21IN5WGk2mkY5GQ/uLhKY2urY50NY7In10QBiNtt273z6ZFGjDGl3bHLg2MCF9jEASjbbaYmhZ38dBW9Lo2ubA4Iu30kcKxNBoe/2+9FnTZxLa1ui6lg6eLG4tGm2pcPirjntx2Nno2uZAg697LhiSPmoggEZb6vbgK/GY0ui8Zp//FhuZWohG28iAJxNa2Oja5oC/87H0sYO1RqOts7C4ZNgDOexpdG1zgFdvsQ2Ntks4/FXll/Sm0atOXUsHr4VoFRptF4OXoS1pdG1zoOlELwvT9qDRFjF7GdqeRtfyNHGb0GhbGL8MbVWja5sDTyfnpY8prAUabYsf+yfE60mjSzg7j/aw4mEDGm0Fk7a1o9HxuXB1SPrIQtnRaPP98Tnc9tOYeDppdDlmfPq99PGF8qLR5rs/PCPeTRpdptlzqo8VD7PRaMO9++2TeDRpdFmn695L6aMMZUSjDWfqxkk0Oj4Nvu7ghyXpAw3lQqNNNjr5TryYNHoNhouHBqPRxgqHv5q3fz+N9py6lg5OpU1Fo41lzOt80+hc5tjlB9JHHMqCRpspHP5q1ePtaHRtc4DXajESjTaTtSfRNjfad+m+9HGH0qPRBrL5JNrmRtdyKm0iGm0gm0+iLW80D/AwD402jeUn0ZY3mgd4mIdGm8byk2jLG13bHGjvG5U+BlFKNNo0311/Ll5JGi04Db5udvAwCY02ysz8R/FEio94JcXn2sCE9JGIkqHRRul/8kY8keIjnkjx2d96R/pIRMnQaHNY++RvGp0+c8GQ9PGI0qDR5rDqxVZodPYJ3H4ufTyiNGi0OXru/V28jyqMeB9VmH3+W9LHI0qDRhvi96XPlrzsN43OcV7PL0oflSgBGm0IHhZNo1OGB0qbgUYb4ofbv4rHUZERj6Mi03SiV/qoRAnQaBMshpbFy6jOiMdRnWGLJQPQaBOMTwXFy6jOiJdRnWnrHZE+NlEsGm2C24OvxMuozoiXUZ3Zc6pP+thEsWi0Cdijg0Znmo+flqUPTxSFRmuPxWganWUGRt9IH6EoCo3W3ujkO/EsKjXiWVRqeASe7mi09np/mRLPolIjnkWlhv2VdEejtcc+SjQ6y9S1dLCdtNZotN7e/fZJvImqjXgWVZunk/PSxykKR6P1xmI0jV51WJLWGo3W24Nnb8WbqNqIN1G1OXzxrvRxisLRaL1xwZBGrzoNvm7p4xSFo9F6+/7nF+JNLMWcr3Hq914ZPndl2Ne4saqxh0aXdrhsqC8arbe0PaPP1ziOU33Al9Y+r+mpr95Y7/e4ae82x9l2XrzRWb+MjF+8eBAVHPaS1heN1pjXMwzP1zgbq6qdmkNFNXrNp4DzaBqdx/BsQ33RaI1Nzy56Nrq+sd6JJs/V6EP1TkzNoUjjYv+eOO+OjiuU52uc+vrGja539LxP7Cb/garIR0v9dNGq1mzb6DhO9B3j99lW79lo1z+7vlqnfm/qF5906ybpICo4XfdeSh+tKBCN1pjXa6+cr3E21vuH926LdDDWaP+BKid21pn454ynoin9jS44HIqnPxb9SI79B2qqo/f3NW50tp3P/OncaxfRLzX6Xtkbfag+bdHD9cUn3yoeRAXnwtUh6aMVBaLRGrs/PJOp0ef8B6qc+r3xRidXLFbwHBsd73LKykn0X32NG2sOna+pPuC7Mrx3m1NzKLdPF0985rWO1P9UJH1290dLulU8iAoOD7/TF43WmNcLgSdOTvduc6oaD2RqdGy5o5hGRz/O3m31e69E/jfjfxI8Pl1+jU5vcfoXH72VtY704XWz9EWjNfZj/0SWRp/zH6iKF62otY6MjT53qN7ZVh85g/Y1bqxpPFAVSXMun851n9XXOpJOn7P8B6anvtqp3CHfRNWmrqVD+mhFgWi0xrxeZ9bV6Mhj1zJeM4zHcfVrhhkbfeV8TfwCoP9AlfuiYoZrhu6q+mKXIqsaz9dXZ2t0/J6Ok1jRjn/xe5NvFQ+imjMXDEkfsCgEjdYYL7/iOeI1VHNotKZotMZoNI2m0caj0RoTr6GaI15DNYenGmqKRmtMvIZqjngN1Rx2kdYUjdbVH5/D4jVUc8RrqObQaE3RaF3xcuA0mkbbgEbrikZ7TmvniHgN1Zz+oWnpYxaFoNG6otEpc6ln7M8/PPnXf+8Wr6Gac3NwSvqYRSFotK6kGu16Okny0/wO1SdvjBd5ZrZrE6X4lnilnvYbz//j21/EI6j40GhN0WhdhcNfJRod3TvpXHyLuyvD52Kb8cf25YjeGttHKW2X1BLNpZ6x/+5++m//2SOePy1m8MVb6WMWhaDRGpNodGJiu9klvSVTo903FT+cOBcwXDPUFI3WmEiaE2sdaa9ilRzi6FpHVWNP8S9RGBlOnIsZnsOiKRqtMdnngvsaN6ZsxuR9suw/UBXd9d9JvAJLnnP5xvh//e8j8cxpPTwXXFM0WmPS+3Uk7bGXodHRZejoTXleNvzm6mhbz7OmEzfEA2fA8NLgmqLRGgvcfLnWXXZv3p/y0lkejU5sRhq7KXHJkRPnNR7poxUFotEa89rjv9yT8tqviTq7JHbuT6xsxNY6sl855MS5TNPg65Y+WlEgGq2xvr9Or3mjyzXtveOnA4//5eAP4jkzcnYe7ZE+WlEgGq2xJ+Nz4m0tcv7S9ex/ro/96dRN8YqZPfv8t6SPVhSIRmvs11cL4pHlxFmL8Xc+lj5aUSAarbF3v30STy0nzlpM172X0kcrCkSjNabXFtLfXn/+5x+ecOIsMjwRXF80Wm9tP42Jxzf7tHaOtN943tL6f+KdsnmCH5akD1UUiEbrTeLhd/mdOLNZqPhsP9IlfZyicDRab/1P3oi3mBNnxYcHdWiNRutNqYffRfY84sQ5tzlY6Wzd1ByobQ7UbKlet+VM+T7XscsPpI9TFI5G621m/qN4ms8ZsVlouUOZNt6N3rTBcTYczPAuZ9ZXVK9vyvtzBW4/lz5OUTgarbdw+Gtr54jsibMZm4Uq0uisU2Cj2TlaazRaeyKXDQ04cU4ZVygPVjpb12+J7ktSuSPTfWI3Ne1aV7GrpjlQu2NrfMuS2HudWV9RXbmh2nGc6DvG77Nhq2ejXf98Zn1F/ONt3eT+14pdNam3Zvy+6lo62PFOazRae4/GZtcszd9cHf3mpxEzTpyzNjq24LBja1IBd2x1Ijlu2lVZEb1/zZZqZ8PB2qZd65zYSW7in8+sr3CvXRysjN2nZku1k73RO7amLXq4zqM9bvWe/a13pI9QFIVGa29tlqSN3yw05Tw61mX3Pyf+tWZLdeWOg5UVu2qaA5s2OJU7UqO5aUPkxDl5dSKe+OSPnOE8+mBl6jmy+6Ol3+o9PMNQdzRae2VdkrZns9DcGh0t8qYNWzc1R/43doe0RlfuCBTX6PQWp69Hr17qyZkF6SMURaHRJijHkrTxJ86FNbp2x1Znw9bIGXTNlurKLbvWRdKcca3DVVXXfVZf60jMmfUVXsVPvdVjePaKAWi0CUq4JP2XrmffXh+14cS5wEY3H6yMXwBs2rXOfVExwzVDd1VrYpci1205uL4iW6Pj93ScxIp29I0VuzZ53Zo+PDLaADTaBCVZkmazUPPm5uCU9LGJYtFoQxS8uRKbhRo8vBa4AWi0IR48e8uJM+MetukwA402xOz7UI5pbu0c4cTZhrk2MCF9VKIEaLQ5vrv+PHud2SzUnqlr6WDPaDPQaHNkWu5gs1ALx3fpvvTxiNKg0eZYWFzixJmJTP/QtPTxiNKg0Ub5/ucX0euBnDhbPNuPdLGPkjFotFEejr01ZrNQ7WbThrSN6BLPaknZZ8P1xJP4tnmlG3/nY+kjESVDo40S/LBU19IhXisLx2Nv/qZd65JiHd2MKbbXUuSm9OcxlmDGp99LH4koGRptmgtXh8SDZd94pDa6Z2niDtXrm1IbHdt6qZSz51Sf9DGIUqLRpgl+WJIOln3TtGtdRfW6lA00kvaeju98FF3rWLflTJle+WVg9I30MYhSotEG8l26L58tq8a9rOF6iRbXCrV7STr2LtFXBnASr9JS9HASbR4abaDJmQX5bFk1SY32XMHwfq2A6D1Ld9mQ5xaah0abiVPptR3XJs7ujaRjk3xFMbFhaazm0Zd0KfLLaPB185A789BoMz2dnJfOlmUTW7Vw3K9F67XFc9IydOw+JblyyMtiGYlGG2vPqT75cjFrNZxEm4pGG2tg9I14OJg1G06iTUWjTXb44l3xdjBrMJxEG4xGm+z1/CJPO7RheEy0wWi04dp6R8QLwpR1Dl+8K32UoYxotOGWv4QbfOxNauzUtXS8nl+UPspQRjTafP1D0+IpYco0bb0j0scXyotGW2F/6x3xmjAlHy4V2oBGW2FyZoGLh+YNlwptQKNtwcVDw4ZLhZag0bZY/hLe578lXhamJLP9SNdcMCR9TGEt0GiLzAVD2490ifeFKX5Y5bAHjbYLj/EwYC5cHZI+jrB2aLR1TgYeileGKXj2+W/xWA6r0GjrLH8JN53oFW8NU8CwDG0hGm0j9vHQdFiGthCNttTNwSnx4jB5DcvQdqLR9rpwdUi8O0yOs7/1DsvQdqLRVuP6oRaz51Tfx0/L0gcLZNBoqy1/CfM6AIrPzqM9wQ9L0kcKxNBo2y1/CfPKh8pOg6+bB3JYjkZj5eOnZR6Np+BsP9I1ObMgfXRAGI3GysrKylwwtPNoj3iVmPjUtXQ8nZyXPi4gj0YjanJmgd08FJm6lo7BF2+ljwgogUYj4fX8ImfT4kOg4UajkWQuGGJtWnBYg0YKGo1UHz8t80gPkdl5tIcXkEUKGg0PPG567WfPqT4eZod0NBrelr+Ej11+IF4uS2af/xbPJIQnGo1s/J2Pxftl/By+eJe9OJAJjcYqbg5OsZFp+aa9b1T6Nwyl0Wis7vX8IlcRSz4Nvu7x6ffSv1uojkYjJ8tfwqx7lHAOX7zLAjRyQaORh/6haZ6LWOTUtXQEbj+X/k1CGzQa+ZkLhvb5b4mXTtPZebSH9Q3khUYjb8tfwu19o1xIzHdOBh6yvoF80WgUaC4Y4nkuOc4+/y1On1EYGo2iDL54yzZMWWb7ka5rAxPSvyVojEajWCx9ZBp/52MWN1AkGo3SmAuGfJfui2dRkdnnv8X2dSgJGo1SmpxZsLzUe071DYy+kf49wBw0GqX3en7xZOCheC7XePa33uHVrVByNBrlMhcMWVJq36X7rGygTGg0yiv4YenC1SEjn51Y19JxMvCQTZ9RVjQaa6R/aNqYDambTvR23XsZ/LAk/UOF+Wg01lTww9K1gQlNd9HbebSnvW+Ul7PCWqLRkPF6frGtd0SL17dt8HVfuDrEijNE0GgImwuGbg5OHbv8oMHXLZ5j9+xvvdPWO8JDNSCLRkMhkzMLXfdeHr54V+RZi3UtHYcv3m3vG6XLUAeNhqImZxYGRt+09436Lt0v026oDb7u/a13TgYedt17yZ5HUBONhjZezy8Ovnjb3jfa3jd64erQ/tY7kclyBXKf/1b8br5L99v7RrvuvXw6Oc91P+iCRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKiLRgOAumg0AKjr+PHjzunTp48DANRz+vTp/wfmyEvuHceyAgAAAABJRU5ErkJggg==" /><br /><br /><b>Contained in IQ wordlist (<a href="http://iqsecur.blogspot.com/2012/01/building-perfect-wordlist.html">Click here for more info</a>)</b><br /><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Top 30 most common passwords</b></span></span><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 198px;"><colgroup><col style="mso-width-alt: 4352; mso-width-source: userset; width: 89pt;" width="119"></col> <col style="mso-width-alt: 2889; mso-width-source: userset; width: 59pt;" width="79"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt; width: 89pt;" width="119"><b>Password</b></td> <td class="xl66" style="width: 59pt;" width="79"><b>Frequency</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456</td> <td align="right">763</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">password</td> <td align="right">415</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">iloveyou</td> <td align="right">177</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">military</td> <td align="right">165</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">sunshine</td> <td align="right">152</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">princess</td> <td align="right">146</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ranger</td> <td align="right">131</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">marines</td> <td align="right">128</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">michael</td> <td align="right">118</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">12345678</td> <td align="right">118</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">love</td> <td align="right">113</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">marine</td> <td align="right">110</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456789</td> <td align="right">110</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">jennifer</td> <td align="right">109</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">tigger</td> <td align="right">100</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">loveme</td> <td align="right">99</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">freedom</td> <td align="right">98</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">michelle</td> <td align="right">97</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ashley</td> <td align="right">97</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">justin</td> <td align="right">95</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">single</td> <td align="right">94</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">jessica</td> <td align="right">94</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">airborne</td> <td align="right">93</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">fuckyou</td> <td align="right">93</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">nicole</td> <td align="right">89</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">football</td> <td align="right">87</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">1234</td> <td align="right">82</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">matthew</td> <td align="right">81</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">monkey</td> <td align="right">81</td> </tr></tbody></table><br /><b>Top 30 longest passwords</b><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 364px;"><colgroup><col style="mso-width-alt: 10496; mso-width-source: userset; width: 215pt;" width="287"></col> <col style="mso-width-alt: 2816; mso-width-source: userset; width: 58pt;" width="77"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl66" height="20" style="height: 15.0pt; width: 215pt;" width="287"><b>Password</b></td> <td class="xl68" style="width: 58pt;" width="77"><b>Length</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">chocolatemint12</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">iloveallmy4kids</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Septembergirl13</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">restoration2010</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">alwayslovingyou</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">salveregina1988</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">plastickitten58</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456789101112</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">screamingeagles</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">whiskeygirl2012</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt;">pharmaceuticals</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">philippines2012</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">catherine102484</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">airforcegirl711</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">loveme163456123</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">schoolofrock123</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">hannahjones1989</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">youllneverguess</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ctxcolormonitor</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">flexiblecouch10</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">1cutestrawberry</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">destinyschild20</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">coloradosprings</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">rockfordfosgate</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">americansingles</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">danielradcliffe</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">kimberly1234567</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Fuckyourself007</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">POPOCATEPEL1978</td> <td class="xl69">15</td> </tr></tbody></table><br /><b>Bonus: Virtualization of the common passwords</b><br /><img alt="" height="310" src="data:image/png;base64,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" width="640" />Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com1tag:blogger.com,1999:blog-2077469061561410808.post-42097601094988322582012-02-12T21:46:00.000+01:002016-12-03T10:51:20.796+01:00Analysis Of Leaked NASA PasswordsNASA has <a href="http://nakedsecurity.sophos.com/2012/02/09/nasa-hack-anniversary-gary-mckinnon/?utm_source=feedburner&utm_medium=feed&utm_campaign=Feed%3A+nakedsecurity+%28Naked+Security+-+Sophos%29">yet again</a> been hacked and their data leaked. The data can be found as a list of accounts or a full SQL dump with a size of 6.6Gb. The leak contains a total of 444 passwords.<br /><br />No passwords were cracked as the passwords were in cleartext. <br /><br /><span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">The Results</span></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Length distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><span style="font-size: large;"><span style="font-size: small;">Average password length: 8,479729</span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Character distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAEhCAIAAADHwI/tAAAgAElEQVR4nO2d648UZbrA+18gmviJLDFrYhb8on6A+aAxkqgBHZINKsIa9kIb1Ay6clwD7Fln1+ESLqcxi+Ii6sDCwAFch8O2KPTOMCMLchnnMB65jDIuiDCIDMtwyTCQPh/6Vpe3uqp6qut5q+v3yxPCdNflre63f/3281bVk1i7du1CAADQj7Vr1yYWLlyYBQAA/Vi4cCGOBgDQFBwNAKAvOBoAQF9wNACAvuBoAAB9wdEAAPqCowEA9AVHAwDoC44GANAXHA0AoC84GgBAX3A0AIC+4GgAAH3B0QAA+oKjAQD0BUdHj95UXSKRSCQSdale6bZoh/3FCeHlEtlpaHsBWXC0nhQ/fUWSadtzfDLt2F+cdNL+EgaMfRfhvEchHBqIg6O1w67nAvnPezQcLdTKAIa0/lte9XG0w+ai0RNgZOBovTAK2jQ2SidxdEi7DaLl4Tga4gCO1gmDocv8eI3GBxZH42gIAhytESVFl00vmj6wpZSk8gNsfFq15fzzpi0VFnFbV7VUrgm2NW2tsyxhaXm5VpXbf12q12vawZJRcjxmw4rOrXLZqWmjpuMoLmb7zeTpxXRUty1fZlmg8HwybX8F1S8ziIGj9aH0wSr/SXFOWJvWdF7MIISCd+rqTE97WtdhqWTaxdHKZ720qrJXooxA7fv34mh7q7zuwtq0qjja4eVV9g3TsZiPCXQBR+uD11l64+e/8LlTDMF7U3VOg9fS9lUf6IKjXdZVfaWkk8UFvE9z2Tft0CrH16GwLeWI0LZHswKt7XYenTq3ysXR1ldEcfpHGUdX+GKWfaM8diHQARytD74dbfzAeslYlv1Iex282z7SDuu5pBiU43FFxsG5VeodFFf15WgPGy7XqnKOVr5JNm0H5Gi35cp+gZL01hMcrQ8jcrRD4lb9w7fcGNbrum6JYpdWKrE5utwLoV7ISz5alUJ3bXm5Vnk+9876DRK0o52a6LhfD10IhMHR+uA7H13+A1YmJerqaPd1XQdd5Ydqavw42vPPf9WC9naongze0daHA3a0+xwijo4eOFojPA6kvX3A7D/6veWCPa7rmr0cyc/pKo+j7QubtlPL4+iykwU4WktwtE6UJF3OYZ4+YKpPv1dHe1pX4XE/rSwraX+OVg/UvTjavCG3THtFjnY4EaacK719uyofHtlyOFpLcLReOM5LuV5n6DiOVuQ+PI+jy62r+kLpTdW5JCwcvoYMh+e4qvNr5eu8jt5Uncs3l8PuK3N0wi7kcqdhOJys7PtHg0rwbt9bOFpLcLRuVJoKdr8ERfXhd9NRuXUdlnI6g04lUn+tsqHaVOGU3/KOLntcDi2vxNGuJyCrWmM7BKcmeUu1K3aLoyMEjtYSxQfN7b53qg+YLd9quFTOeS2v65o3oGiScjSpPj6HtK27LOy7sLZT8XJZd++SqXb6ZWJf2rbTZNqyLUXCxf0QnJrkmMaxfnm5zSFa1sLROoGjAQD0BUcDAOgLjgYA0BccDQCgLzgaAEBfcDQAgL7gaAAAfcHRAAD6gqMBAPQFRwMA6AuOBgDQFxwNAKAvOBoAQF9wNACAvuBoAAB9wdEAAPqCowEA9AVHAwDoC44GANAXHA0AoC84GgBAX3A0AIC+4GgAAH3B0QAA+oKjAQD0BUcDAOgLjgYA0BccDQCgLzgaAEBfcDQAgL7gaAAAfcHRAAD6gqMBAPQFRwMA6AuOBgDQFxwNAKAvOBoAQF9wNACAvuDoeNF37Fwxjnadamvtbmk/ebj3Qk/fxVz0D1yXbiMAlMDRNUjfsXM9n/e1tXZv/UvHB0s/ff0368pEfWPGKaY2tc1v7prf3NXSfrKj59yx05ekjwwgduDoyDNwYfCLvV/vWL//g6WfLm7YVN7IvhytjJfeObBs25e50TeDboBqg6MjyeClaz2f9+1Yvz/12od+pTxCR1vimSV7lm37sqPn3JXrw9KvCkANgqMjw/CNm0e7Tu3cdPDPC1pH6OUAHW2M+c1d2/edYnANECA4OgL0HTv30ft7K8hjhOzoYrywat+7n5wgfw0wcnC0vvxw9tLubV0jz2aE7+hizFzeuS7zNSNrgIrB0doxeOnawfbjqxt3VFXN4Ti6GMu2fdnTd1H6pQWIHjhaIwYvXdu56eAbszeEY+cwHV3MgWS++H5o+Jb0Kw0QGXC0FgxcGAzfzuE7OhfPLNlDAgTAIzhamIELgx+9vzd8NQs62pgAOf3DVel3AEBrcLQY4nYWd3Qu3v3kBOdWAziBowUYvnFz97YucTtr4uhc9mP7vlPSbwuAjuDosDnadWrZK1vE1ayVo3Pxwqp9h3svSL8/AHqBo8Nj4MLgX1O7xaWsraNz0bihmyQ1QBEcHQbDN262tXaLnLYROUfngiQ1QA4cXXVOf3M+2DtsxMHR9Y2ZWSv3cjU5AI6uLp3pHnELR9TR9Y2ZqU1tzCVCzMHR1eL61SENs8/RcnQuGjd0k/eA2IKjq8Lpb85rdfJGpB1d35iZubyTvAfEExwdPPrnNyLn6Fy0tJ+Ufm8BwgZHB8ngpWuRyG9E1NH1jZn5zV0XB4ek32eA8MDRgTFwYbDa93rG0fWNmZnLO0+evSz9bgOEBI4OhrOnfqxSnRQcbY9nluwhPQ0xAUcHQG/PmYgKOqKOrm/MTG1q48JxiAM4eqT0fN6n5wWEte3onKY7es5Jv/8A1QVHj4iD7cfFJRtbR+ci88X30r0AoIrg6MrR5/6icXZ0PefkQU2DoyukrbVbXK84uhjrMl9L9wiAqoCjK6EGUhw15uj6xszK1q+k+wVA8OBo3xztOiUuVhytjK2d30r3DoCAwdH+6Dt2LtJncdS2o+sbM/uPnpfuIwBBgqN9EN0LVeLj6KlNbVyFCLUEjvbKwIXBqNzKLs6Orm/MzFq5t3/gunR/AQgGHO2J61eHongvjng6ur4x89I7B4aGb0n3GoAAwNGe2LSqTVymONpXLNx8RLrXAAQAjnZn366vxE2KoysITpqGGgBHu3D6m/M1diJHfBxd35jhhh4QdXB0OWo4DR0TR09tajv9w1XpfgRQOTi6HDWcho6Jo+sbM6+uPSTdjwAqB0c7Uttp6Pg4up7rDyHK4Gg1Z0/9WNtp6Fg5mowHRBccrWZ14w5xe+LoAIOMB0QUHK0gJlmOWDm6nowHRBMcbWXw0rXauykHjq4n4wHRBEdb+ej9veLexNFVCjIeEDlwtIm+Y+fEpYmjqxpc1QLRAkeXGL5xMz5ThbF19MzlndxuCSIEji7Rme4RNyaODiG27zsl3dcAvIKj8wxeulb+hOiGCXcl8tz16JOGpx55KJFI3PdI8ZG59+WWuntu/pEnp4++Y3qDtItxdDEYSkOEwNF5dm46WNZlc+8reLZhwl1F/864O5G4e+6Mu0uObphw1+gJS1//zdJH73hoRl7Zuf9oGuLGFIl3Pzkh3eMAPIGjs1kPg2hjzLg7MXrCUssjTo42PqVniOtSJKY2tV0cHJLudwDu4Ohs1n0QnZdvwpLEUDm6mOsYPWFpwdfyIsbR9mAoDZEAR2eHb9z0dWuOhgl3Jcz5ZfVg+cnpo++e+/qT00cXlC2uYxxtDKrT1hi9qbq6VK90K4IHR1dw5ffc+8zThipH59PQ+ac0njYUd6VgrGz9Srr36YjytbIsk04WZtB9e9HdpelkIpFM+2w1jq5Rhm/c9FTt+5GHSimORx5KmKcBbY5e+ugdeYkXnipNOeoW4qIUjKlNbVeuD0v3Qe1wdbTJoemkTzNWy6U4ujbxPIhe+ugdhYGDQdAz7k4YyHvZlIYu5Dq0nTkUF6VscK60HRdH96bqlKPc0tC6+HQ6mUimUnWGB3sLfxUH4IbVCg8VbGtf3bwFczNKjra1xKBvw/eL4dHSRkub7E3V1SWTddafCtZfEPb2W1uo2rgPYu1or4Pomg5xS8rGC6v2SXdD7XBxdDqpyG/0puoSRuEZ/JUTU8mNzuPdwpYNjratnk46mS6/lrIlxTb3ppJ1dSWVqhRu+jKw7kt58OYnLS1Ub9wHsXb00a5T4ooUD3FLikdP30XpnqgXlTjarJ/CIsZHi/+3Oto47LQ52r56btyqcF1+rbIt6U3VJdP57IyxQcafwwbB245Tdey29pta6LBxH8Ta0Vv/0iGuSPEQV6R4LNx8RLon6oWLo5W5DpsZbYNeB0cbt1Z4pqyji3865DrULcn/J51MprO5f0vLOSRvvDla1X5jC1MOmSHvxNfR168OxaQaFo4uH1zPYsHF0ZYkQG+qLpl2znW4OdpgvXTSyzja1AxFUkHdktwGksnC9pOpVJ3xEBQeVTnauEHn9ptaOGJJx9fRB9uPi/tRhxBXpA5BiRafqCbuHOYM7ZLNr2xUW361kkOdHG1KHZjVV2bOsLif0qRkwup3WzZCnTcvN+mZTCbrUmlbC1Ub90F8Hf3B0k/F/ahDiPtRh5i1cq90fwRQE1NHD1wYFJejJiHuR03i2OlL0r0SQEFMHd3W2i0uR01CXI5+Y+JjYxOJxJgZ+T+fmDGp+Mty1GPr6hszTzQuGpP7+/5F+WXmPD9q9PMTy262pf2kdK8EUBBTR/95Qau4HDUJcef6ipxtx92fd/QTjYvGJMaOm1N4KjF23JzMxMfGjnps3RON68aNnjQ+v8yk8W5bfumdA9K9EkBBHB199tSP4mbUJ8S160PQjevGjR47bk5mfNHRMyYVB8v1jZnx9ydGPbbO4ujiwq7RP3Bdum8CWImjo/3fRKmWQ9y83iMn33qDdic+Ntbo6IKd87mOoq89bv/jg99J900AK3F09KZVbeJm1CfEzesxnpjz/KhCyqK8o02r3L/oiTnPjzJkq8tE44Zu6b4JYCWOjl7csEncjPqEuHy9OtowN5gwDJPtuY788oU0dE7oXqYNpza1UecQdCN2jiYZHVFHG6OUjy7ME1r/X8hcFxd+onHRGDdH1zdm9h89L91DAUzEztGd6R5xLWoV4sIdiaPrzePr4oPGpEcx1+Fl5vDtvx+T7qEAJmLnaC4vrAFHVy84Aw90I16O9lu6MA4hrkWtgpQ06Ea8HN137Jy4E3ULcS3qFhSiBa2Il6M5MxpHuwZnSYNWxMvRO9bvF3eibiHuRN3i3U9OSPdTgBLxcjQThjjaNV5de0i6nwKUiJejqTCLo11jalObdD8Vpn3K4/awLGOtju0D55qzxo2PrL5ULREjR1+/OiQuRA1D3IkaRsynDV0dbXJovoKrd9wdDUZi5GiuMMTRHqOj55x0b5XExdEOJVqdamWlCpWiHOpGGVYzlLIq1soyr55Vl+kq7EtVRLy0BWNlQ9uDhu2WttqbqqtLJusUvxZMvyMUh2Bvp2r7noiRo3s+7xMXooYhLkQNY/u+U9K9VRIXR9trY2ezDpVe08mikkpjb+dxdGHLBkfbVrfXni2trHS0Uc2lVlkfNDTKsCFb3cNyL4FtJ4qCuNaGeiFGjuYqcBztMdZlvpburZJU4mizeAqLeKgLbikj614XPDdotVvOcRydti6heNDUhoTx20blYtsrYD8ESzsdtu+JGDl66186xIWoYYgLUcNY2fqVdG+VpJJch83RNhs6ONq4tcIzZR1d/NNrrsOroxWDW2+OVh2CpZ0ph/yQF2LkaE68w9EeY35zl3RvlcRtztCcAehN1eUlp8x1uDna4LtiDsKDo7O27wpTMsWYIiklue25juKDakk7ONp4sA6HYG3nCCQdI0evbtwhLkQNQ1yIGsYLq/ZJ91bNUU3cOcwZ2iWbX9notfxqyaSbo01JA4v0ChuqS6WUc4bOM5mWQzLO+6nTEpaFlYdgaadq+56IkaNTr30oLkQNQ1yIGsYzS/ZI91YIBOX8nN9JO2Fi5GguYMHR3kO6t0Ig4OhIIW5DPUPchnoGNcJBE3B03EPchnoGjgZNiIujBy9dE7ehniFuQz0DR4MmxMXRAxcGxW2oZ4jbUM/A0aAJcXE0N+vA0TgaokhcHE2VLGW8MXuDuA31DBwNmoCjYxor523btOn9XdsX/c/it8SFqGHgaNCEuDiafHQuFje0rF+99a8fz1uza9r6tuf2TPt5+5THly3fJu5E3QJHgybg6LjE23/626Yt7679dOaaXdNyseft3+VuxfDZzF/MXrxTXItaBY4GTYiLo2NbhMU4cDZG+h+/N94xZ+/cV8W1qFXgaNCEuDg6G79rWOwD52I0/+NXHc//wnJjMxLTOBo0BEfXWiz97WblwNkY7Rt/r7z/JInpYly5PizdYQGy2Vg5uubve/fu0r9t2rq6jJpz8WHHfygFTWK6GJQGB33A0ZGPpb/dvPG9zet3znW185pd097LPNv5hxecHE1iOhezVu6V7q0QPj7uhxdmbfMYObr27vHvceBsjEzr62UETWI6F6+uPSTdWyVR9hzLMqa62P427+63UkmVUMHR0mxa1SZu1UDC18DZGJs75uROiHaNmCemF24+It1bJXF1tMmh6aRPW4XpN1/gaGl2b+sS1+sI44M3P/Q7cDZG57KXvQiaxHTMa866ONqhPqtTrSxzVSp7xSjDaoYqg8VaWbaiVqoyXarHjYVhC01OJ+tSqWRxmfyuDUW7SrsrKVhxXMbquE6VuwIjRo4+2H5cXLKVxYrfbWlZ/9fmnQ0V23nNrmk7d//Bo6BJTLe0n5TurZK4ONpSFTuHY81ZY/VXVc1ZI4UtGxxtW91psGt/vNTO4h5LJWHTyUTCWm3WqRat/bgKWwylokuMHB3FW3Z88OaHLR+lRqLmXKxve85+QjSJaaf4+OB30r1VkkocbbZVYREPdcEt5Vnd64LnhrXKCliWx63Kt9a9Lf3XXsW88If6uMzfIlX2dIwcHaHb/AcycDbGnub5fgUd58T0/qPnpXurJJXkOmwusw16HRxt3Johg+Ds6OKf7qbObcewvwAcrTqG6po6Ro7OZrNvzN4g7t9wBs7G2N4+rzJBxzYxfXFwSLqrSuLi6NzA15iaTaadcx1ujjaMyou5Bg+OzjrnxS36TSZLu3N1tM9ch3tjAiBejtb29LvcnUIDHDgX473Msx0v/apiR8cwMT1zead0P9Uf1VyZw5yhXbL5lY1qzq+WTLo52pQYMUjR4fHeVJ1l+s9lHO1rztCpMcESL0frdvrdG7M3rFu1beOOpsDVXIy2D/1NFZKYbtzQLd1PITBCmdWrLvFydFtrt7iXjQPn9z95rnp2XrNr2taO33o8IZrEdDHWZb6W7qcQEFXMQIRHvBwtfmpHCANnY3QubAhE0LFKTMd8whB0I16OFryLdDgDZ2Ps+tj9sm8S0/bgrqSgFfFydDb0aUOnW+xXO4p1sIKNmk9MP7Nkj3QPBTARO0fv3HQwHDuXucV+CFGsgxV41HZien5zl3QPBTARO0cf7TpVkwNnY/y9vcIrVkhMx/wqcNCQ2Dm6esVnZQfOxVDWwSIx7TFOnr0s3UMBTMTO0dmgb/bvpTZVmOFUB4vEtGtwa3/QkDg6+qP39wZi5wpusV/tKFMHK/CovcT0238/Jt03AazE0dE9n/eNcOBc2S32qx2udbCCjdpLTB/uvSDdNwGsxNHRwzduLm7YVBsDZ2Ps3hHAZd++opYS01Ob2oaGb0n3TQArcXR01me6Q9uBszG818EKNmomMR3z+ligLTF1dG/PGS92HmFtqjDDex2swKM2EtMxv68/aEtMHT184+ayV7Y4qTnwW+xXO/zWwQo2aiMxHfN7RoO2xNTR2Wx2x/r9yoFz4LfYr3ZUVgcr2Ih6YppER01QAzciVRBfRxvvgRe5gbMxKq6DFWxEOjHNve6MKH9cWpYp3fjeoX6sM841Z0dKydGlCrcOyxUKBlSpJUESX0dns9llr2yJ4sDZGB/teU3czsWIaGKawisWXB1tMmA66dNzYThauiVBEmtH7zu+TlyyI4mR18EKNiKamOam/hZcHO1043yHWlnF6lPJdNZU06pUq9tcFVyxVlZdncuy32QyqaxRaNl8/tm0uSXO25cm1o6+NjTwXuZZcdVWHIHUwQo2opiY5obRFlwcbagSW8Kx5mzBeKWxt/PoNb9l1VqOQ+RSa4ylcPP7KO3K1Ghr/fFy25cn1o7OZrP/6HlTXLWVRYB1sIKNaCWmqV5opxJHmx1XWMRDXXBLudi8o+1r5QbENo+aGpO2jqO9O9pp+xoQd0dfuPytuG0riwDrYAUeEUpMM1top5Jch83RttGvg6ONW8s/o64mXvjTbNLyjnaY2lQ52mH7GhB3R2ez2R2H/iQuXL/xyafaZTmMEZXE9MzlnVz/bcdtztCYVMhme1N1ybRzrsPN0QbJppNlxtGmvZceMuxXketwmM90drRt+xqAo7N9/QfFnesrqlQHK9iIRGJ6+75T0r0voqhm2BzmDO22za9sVHNx0s/B0aZ8iNmgxafqUulUnS3XkVCsV3RzsSVp5+2Lg6Oz2Wx2yz9fETev96heHaxgQ/PENIPomschERIxcHQ2G6mhdFXrYAUeOiemGUTXPmWG39EBR+f5cP9r4v51jfcyz4pf9u0rtE1Mz1q5l0E0RAIcncffULrpp4lE4oEm6yM57pw9ec2uaWt2PfhA7u9JD+aXab73zp/d2zQCR4dTByvY0DMxzekcEBVwdImPuxZ7EWXDpERi0oMNk4yOfvCBxO1PNRdEnLj9qeZpTbNvv3P25DW7Jj/1s5825JfJ/afCCLMOVrChW2L6pXcOSPc1AK/g6BK+zpU2Obrpp6XB8q5pDZMSd86ebHG02emVZDnCrIMVeGiVmGYQDRECR5vY9b/LK3B00+zbjY4u2Dmf6zD4unJHh18HK9jQJzHNIBqiBY42MXDljMc7eHhwdGHh5nvvnPTgmuZ77zRlq31Ey54X9D8h2jV0SExPbWo7efaydC8D8AGOttLd1zpCR+dyHYU/82no/PIVTRsK1sEKNsQT0y3tJ6X7F4A/cLSVm7dueDkPz5RfLswTWv+/a/JTP8v/v7D8gw/4dLRsHazAQzAx/cKqfZxvB5EDRysoP3nYMMlweWlRx4Zz74zj69KAupDr8DVzqEMdrGBDMDF97PQl6Z4F4BscreZAb4vfrHE1QpM6WMGGSGKaG/lDRMHRam7eurHpM+HyhlrVwQo2Qk5Mc1UhRBcc7cj3F/9PUNDvZZ7teO05cZlWL8JMTPf0XZTuTQAVgqPL4fEcj2qEhnWwgo3QEtPvfnJCuh8BVA6OdsH7VS0BhrZ1sIKNEBLT85u7yHJApMHRLgwNXw0/Ma1zHaxgo6qJ6Vkr914cHJLuQQAjAke7c+Hyt2GWD9e8DlbgUaXE9NSmNk62gxoAR3vi+Jn2cAS9vu25jl8+Le7NMKNKienMF99L9xqAAMDRXvns6NoQHB2VOljBRuCJaeYJoWbA0T6o9vxhtOpgBRsBJqaZJ4RaAkf74OatGzsO/alKgo5cHazAI5DENPOEUGPgaH8MDV+tUuXDtv/+T3FLysbIE9OzVu7tH7gu3UcAggRH++bytfOBn40X3TpYwcZIEtMIGmoSHF0JA1fONLf9OsAsR6TrYAUblSWmETTUKji6Qi5c/jYoTUe9Dlbg4Tcx/cySPVRXgVoFR1dOIEmP2qiDFWz4SkwjaKhtcPSIGLmmO9+cK+5EDcNjYhpBQ82Do0fK5WvnKz7To8bqYAUbronpWSv3ImioeXB0AFR2Ql7t1cEKPMokpl9de4jzoCEO4OhguHnrht+rEGuyDlaw4ZSYXrbtS64khJiAo4Pk8DdbPQq6hutgBRv2xPTWzm+l32eA8MDRAdPXf9D1nLyar4MVbBQT01Ob2vYfPS/9DgOECo4OnoErZ8qf7JFpfV1cfNGKZcu3MUMI8QRHV4Wh4asfdy1WCjomdbCCjSPLVzBDCPEER1eR42fa7XkPyTpYE36SSCQmT7A+kkgkEolRL07MPTh+cu6BMePzy0wcN/a2cRuE2tzx5M//tW2L9DsJIAaOri7XhgaMA2rBOlhLxiQSY8YvGWNw9MRxYxM/WVKS9U+WTHl8wz2jxt7zcPuUh1+8LffU+MnFZUKPrt/Nvfrdaen3EEASHB0G3X2t72We1aEOltHRG+4ZVRosTxk/OTHqxYlWR5ucHm6cXN986wb5DYg7ODokBq6cObz5v2QFbXF0cezcPuXx9ikPv3hb7ql8rmPsPQ8XfB12Iw+8OPvfx49Jv2MAWoCjQ6W/c88/f/msLo7OJUBKFFPSj7dPebx94rixY8a3Txw3tqDsEJr32fSnT29vlX6XADQCR4fNrRtDfS0bO56UObXDOXdhyTvn/8wvH8q04YnVbw0NXJR+fwD0AkfLcL2//8tFTfo4OjejWPjz4Rdvy4+pC8uPn1xNR3cvmDd48hvp9wRAR3C0JAM9R478MaQzPRRpjUIew3SmXenUjsfbp5SWqdLM4aGX5/ywf5/0+wCgLzhansGT34iMqWWje8G8gZ4j0q89gO7gaF243t9/7M2UuDpDiC8XNWFnAI/gaL243t9/cn2z7LkfVYrPpj99YvVbXJMC4AscrSn9nXtCS1VXOw68OPtsZjcXpABUAI7WmkgPqz+b/vSxN1NcjQIwEnB0NPj38WNfr11z4MXZ4uZ1jf3JX59Y/daPXYelXzOAWgBHR4zr/f2nt7dqmAY59PKcvpaNnOYMECw4OsIM9Bz517YtR/74h8+my9yqqXvBvL6WjT92HR6+ckX6xQCoTXB0jXD1u9NnM7tPrm/uXjCvSimR/clfdy+Y9/XaNae3t5JlBggHHF2zDJ78ZqDnSF/Lxr6WjSdWv9W9YF4uyt8q5NDLc3KLnVj9Vm7dH7sOY2QAKXA0AIC+4GgAAH3B0QAA+oKjAQD0BUcDAOgLjgYA0BccDQCgLzgaAEBfcDQAgL7gaAAAfcHRAAD6gqMBAPQFRwMA6AuOBgDQFxwNAKAvOBoAQF9wNACAvuBoAAB9wdEAAPqCow4MX0kAAABNSURBVAEA9AVHAwDoC44GANAXHA0AoC84GgBAX3A0AIC+4GgAAH3B0QAA+oKjAQD0BUcDAOgLjgYA0JeFCxcmVqxYsRAAAPRjxYoV/w/DasJhusUSfgAAAABJRU5ErkJggg==" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Unique character distribution</b></span></span><br /><img alt="" src="data:image/png;base64,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" /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Contained in common wordlists </b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><b>Contained in IQ wordlist (<a href="http://iqsecur.blogspot.com/2012/01/building-perfect-wordlist.html">Click here for more info</a>)</b><br /><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Top 30 most common passwords</b></span></span><br /><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 198px;"><colgroup><col style="mso-width-alt: 4352; mso-width-source: userset; width: 89pt;" width="119"></col> <col style="mso-width-alt: 2889; mso-width-source: userset; width: 59pt;" width="79"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt; width: 89pt;" width="119"><b>Password</b></td> <td class="xl64" style="width: 59pt;" width="79"><b>Frequency</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">ERA2011</td> <td style="text-align: center;">9</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">Nasa1234</td> <td style="text-align: center;">8</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">llama</td> <td style="text-align: center;">5</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">green</td> <td style="text-align: center;">5</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">bd122253</td> <td style="text-align: center;">5</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">dixie777</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">Jud4532</td> <td style="text-align: center;">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">password</td> <td style="text-align: center;">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">Mar0ngelli</td> <td style="text-align: center;">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">12345</td> <td style="text-align: center;">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">123456</td> <td style="text-align: center;">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">Wes&Jo4Ever</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">mdjwaj35</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">Nicole12</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">VDkiwilander</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">Nasalarss08</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">Matt1q!Q</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">chs12345</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">vote</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">keithwa</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">!QAZ1qaz</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">reset123</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">letmein</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">abc123</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">test</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">amsco86</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">1dragon</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">firstship1</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">nasa1234</td> <td style="text-align: center;">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl63" height="20" style="height: 15.0pt;">iitdreamer1</td> <td style="text-align: center;">2</td> </tr></tbody></table><br /><b>Top 30 longest passwords</b><br /><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 364px;"><colgroup><col style="mso-width-alt: 10496; mso-width-source: userset; width: 215pt;" width="287"></col> <col style="mso-width-alt: 2816; mso-width-source: userset; width: 58pt;" width="77"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl66" height="20" style="height: 15.0pt; width: 215pt;" width="287"><b>Password</b></td> <td class="xl68" style="width: 58pt;" width="77"><b>Length</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">$kF9(8{pc%{^6Cn3v4N28,3@&@43qt</td> <td class="xl69" style="text-align: center;">30</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">henry.p.russell@nasa.gov</td> <td class="xl69" style="text-align: center;">24</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Hopemontcircle358</td> <td class="xl69" style="text-align: center;">17</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">2vote4vid@LaRC!</td> <td class="xl69" style="text-align: center;">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Club123Club123!</td> <td class="xl69" style="text-align: center;">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">JupiterPl@net5</td> <td class="xl69" style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">PortWarwick12*</td> <td class="xl69" style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">c,=$*06iT~gPht</td> <td class="xl69" style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">JacksonHole690</td> <td class="xl69" style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">samanapatiala</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt;">Tni2wg22@1234</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Endwave!@#123</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">blackpearl007</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">varshavarsha1</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">peashooterP26</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">BlueMoon#8354</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Shummies@5272</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">vreauCosmin13</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">greenaviation</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123Mic=hel123</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Kokalolloms86</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">shadow5714(4)</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Steve@123456#</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Wallflowers#1</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Funvegas2009!</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Tiff20045467!</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">VotesCount123</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">prasannakumar</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Ymqcaadp#1232</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">nMPPOle^ed042</td> <td class="xl69" style="text-align: center;">13</td> </tr></tbody></table><br />Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-2174499205840962482012-02-12T21:33:00.000+01:002016-12-03T10:51:20.784+01:00Power-Blog.com Password Leak AnalysisPower-Blog.com was hacked and their database released. The leak contains a total of 5860 MD5 hashes. The data contains 3 hashes of passwords normally used by automated SQLi tools, this might indicate that the website was hacked by an SQLi flaw in the website. <br /><br />A total of 5067 hashes were cracked. That is 86,46%. It took 4 hours and 19 minutes to crack them.<br /><br /><span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">The Results</span></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Length distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><span style="font-size: large;"><span style="font-size: small;">Average password length: 7,5267466</span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Character distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Unique character distribution</b></span></span><br /><img alt="" src="data:image/png;base64,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" /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Contained in common wordlists </b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><b>Contained in IQ wordlist (<a href="http://iqsecur.blogspot.com/2012/01/building-perfect-wordlist.html">Click here for more info</a>)</b><br /><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Top 30 most common passwords</b></span></span><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 198px;"><colgroup><col style="mso-width-alt: 4352; mso-width-source: userset; width: 89pt;" width="119"></col> <col style="mso-width-alt: 2889; mso-width-source: userset; width: 59pt;" width="79"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt; width: 89pt;" width="119"><b>Password</b></td> <td class="xl66" style="width: 59pt;" width="79"><b>Frequency</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456</td> <td style="text-align: center;">161</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">apples12</td> <td style="text-align: center;">30</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">000000</td> <td style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">super123</td> <td style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">786000</td> <td style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">sonor98</td> <td style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">19661102</td> <td style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456789</td> <td style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">111111</td> <td style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">112233</td> <td style="text-align: center;">9</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">success</td> <td style="text-align: center;">9</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">qwerty123</td> <td style="text-align: center;">7</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">powerblog</td> <td style="text-align: center;">7</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">marina</td> <td style="text-align: center;">7</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456abc</td> <td style="text-align: center;">6</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">58138948</td> <td style="text-align: center;">6</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">654321</td> <td style="text-align: center;">6</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">12345678</td> <td style="text-align: center;">5</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lovexinh</td> <td style="text-align: center;">5</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">7550708</td> <td style="text-align: center;">5</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">killer9987</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">eudoh065</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">666888</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">82338233</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">tt1314520</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">abc123</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lddocbz</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">asdfasdf</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">444444</td> <td style="text-align: center;">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Knight</td> <td style="text-align: center;">4</td> </tr></tbody></table><br /><b>Top 30 longest passwords</b><br /><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 266px;"><colgroup><col style="mso-width-alt: 6912; mso-width-source: userset; width: 142pt;" width="189"></col> <col style="mso-width-alt: 2816; mso-width-source: userset; width: 58pt;" width="77"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl66" height="20" style="height: 15.0pt; width: 142pt;" width="189"><b>Password</b></td> <td class="xl68" style="width: 58pt;" width="77"><b>Length</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Chidvilasananda</td> <td class="xl69" style="text-align: center;">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">nguyentrongtinh</td> <td class="xl69" style="text-align: center;">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">unitedstatesofa</td> <td class="xl69" style="text-align: center;">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">zaihuishou2008</td> <td class="xl69" style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">trequan1234567</td> <td class="xl69" style="text-align: center;">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">hatamikia2006</td> <td class="xl69" style="text-align: center;">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">divertisment</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">198005231234</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lovelygirl16</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">adnan12ahsan</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt;">amalgamation</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456abcdef</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">fiddlefaddle</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lasvegas2009</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ranveersingh</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">blessings888</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">198403160316</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">liverpool296</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">eaglesong777</td> <td class="xl69" style="text-align: center;">12</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">emamzaman12</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">09324115296</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">smartnet456</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lovelove123</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">greenfields</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">makemoney77</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">vatanperver</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">super77star</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">edumedicina</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">caterpillar</td> <td class="xl69" style="text-align: center;">11</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">13631365772</td> <td class="xl69" style="text-align: center;">11</td> </tr></tbody></table>Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-26929758801192159622012-02-05T01:17:00.000+01:002016-12-03T10:51:20.788+01:00Analysis Of 1051 Phished Xbox AccountsXbox Live users where phished by an unknown hacker. As with other phishing attacks, a lot of the passwords are actually fake. Nevertheless, I've posted made this analysis to give some details into phished passwords.<br /><br />No passwords were cracked. 1051 passwords were phished by the hacker.<br /><br /><span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">The Results</span></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Length distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><span style="font-size: large;"><span style="font-size: small;">Average password length: 8,77830637</span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Character distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Unique character distribution</b></span></span><br /><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAEhCAIAAADHwI/tAAATJElEQVR4nO3dTW7jOBeFYe8kq6iJt5BBb6FG2kBW8E0coAcFo4Aa1tBb0KxX4sX4G1g/lxRlS7Kse0i9Dxrojhw7ZCieSLSb9/D3798TAEDP379/D6fT6QYA0HM6nchoABBFRgOALjIaAHSR0QCgi4wGAF1kNICc1dWhcTxfU4cPVb3wKe2B7gWu52PwjC2Q0QCydT0fuwStqy5NzX8uf0obyNfzsYvssRd9IzIaQK5s3t5uddVcFz8K0+lPiTLaJ6HJaAAZC65+2/i9no/H43FsqWPGU5q1juP56rHI0ZiW0XUV99Ss3PRNjw9KrOYAKJhJnTZ4gkvlxLLH7Kfcr6Sv5+NwDfv9nmf0vb3hdX53g3DvW3ezEBysKonVHAD70CbMYDljPHemPKX5qvnX5heaU9c6gkYnA3tw0PyF8lzNAbAH5urXJG5/EbnsKX0ktwlWV/oZHf7JaTqROnieu5pzuVy63Z7+/fffd28oBSBvX58f3aLFj5/J4+3hr8+Pw4+fs55y+vr8+Pj8ir7BPmmZy+UiktHX/ov5qzlTWgUA0+R6J79CRt/XOpIH7VPnruaQ0QDW0r0tlp0lGR2s13T/nTz4wmoOGQ0AzzM68TmV8GjwXmJ4MF7xSH1a8UHLlnUJAIox9Tp6e5qtAoAtkdEAoIuMBgBdZDSA7P3zv//e/Y9X18hoANkjox1otgqAIDLagWarAAgiox1otgqAIDLagWarAAgiox1otgqAIDLagWarAAgiox1otgqAIDLagWarAAgiox1otgqAIDI61O9BaraCTlQKf6kuOBkNYCIy2rAFV/qSjYlK4W0gL6wLTkYDmIiM7g1qnB/P13Sl8Cij51YTI6MBTERGG6bceZfYIwVn67l1waOWzfp+ALtFRgeG1bMeFQW/zagLfrlcuvLm39/fCwujA9iZDTJ6xdZeLpf3ZrTRF/seKQp+oy44gHfjOjqtX/ZIFwW/URccwAbIaKNdsohLfKcqhVMXHMAGyGgHmq0CIIiMdqDZKgCCyGgHmq0CIIiMdqDZKgCCyGgHmq0CIIiMdqDZKgCCyGgHmq0CIIiMdqDZKgCCyGgHmq0CIIiMdqDZKgCCyGgHmq0CIIiMdqDZKgCCyGgHmq0CIIiMdqDZKgCCyGgHmq0CIIiMDpmtovvtoRMH20Pp/aSft2xeqwDsFRltmUpYfY2s6GBT5NDWBZ9bGZyMBjARGW2lMjqM3/t3RBk9L6HJaACTkdGhvlxWk7ojdcGbtQ6T109QFxzAAhtk9IqtfXtd8Ov5eDhU9T2pq3o8o83XVd0l+8QV6bmtArBbXEcbZqmjC+coo4NvaRc5mn9NftuQjAYwERltBAFcV4c2eQfvGbZfNP/drkfXFRkNYFVkdMB8yi792bv0Z+3atY6J7xyS0QAmIqMdaLYKgCAy2oFmqwAIIqMdaLYKgCAy2oFmqwAIIqMdaLYKgCAy2oFmqwAIIqMdaLYKgCAy2oFmqwAIIqMdaLYKgCAy2oFmqwAIIqMdaLYKgCAy2oFmqwAIIqMdaLYKgCAy2oFmqwAIIqMNuzOp3WqUuuAAnJDRI/o6stQFB+CGjE4yFbKoCw7ADxmdEl06UxccgJMNMnrF1r69LvgwlqkLDsAR19EDbbHZO+qCA3BERsfCFKYuOABPZHQoumy+oy44ACdktAPNVgEQREY70GwVAEFktAPNVgEQREY70GwVAEFktAPNVgEQREY70GwVAEFktAPNVgEQREY70GwVAEFktAPNVgEQREY70GwVAEFktAPNVgEQREY70GwVAEFktAPNVgEQREY70GwVAEFkdCyxESl1wQE4IaMDYQ2W7hh1wQH4IKOtVNRSFxyAHzLauJ6Px+MxXOpYqy541LJZ3w9gt8hoI8jjZtljrbrgl8ulK2/+/f29sDA6gJ3ZIKNXbO3lctkso5sVDOqCA3DEdbRlArkrAU5dcAB+yOhQu2oRFPmmLjgAJ2S0A81WARBERjvQbBUAQWS0A81WARBERjvQbBUAQWS0A81WARBERjvQbBUAQWS0A81WARBERjvQbBUAQWS0A81WARBERjvQbBUAQWS0A81WARBERjvQbBUAQWS0A81WARBERjvQbBUAQWS0A81WARBERltm92i7G7TZP7rdM7o9lN5P+nnL5rQKwH6R0VZUGOvOlMdq67BEdcHnVgYnowFMREZbqYwO4/ce2FFGz0toMhrAZGS0Fax13GN3pC54s9Zh8voJ6oIDWGCDjF6xtW+uC27V1aEt9p3KaPN1UzzcrlY/b9nCVgHYGa6jxzTL0FFGm8XpW7fI0fxr8tuGZDSAicjoEe11dPc+4S36bxPJ7Xp0XZHRAFZFRlvmQ3bRxfPgaHDR3K51THznkIwGMBEZ7UCzVQAEkdEONFsFQBAZ7UCzVQAEkdEONFsFQBAZ7UCzVQAEkdEONFsFQBAZ7UCzVQAEkdEONFsFQBAZ7UCzVQAEkdEONFsFQBAZ7UCzVQAEkdEONFsFQBAZ7UCzVQAEkdEONFsFQBAZnXDfarTfaJS64ACckNED1/PxeD73ZWSpCw7ADRkdaeK3D13VuuCmPu6w2MB4bcW6StQiiA++dJcAYEVkdKDLoi52VeuC//zx8fl1Op1Op6/Pj8OPn+MH7XMOhx8/f/4IHhke/Pr8+Pj8Op2+Pj/ux6JnANjOBhm9YmvfXBfc5PGzjDZfe9cFD8vgPjrYPTS86rcHX7xLALAirqMNW87QXCZr1gXvlzXCPyHDg5GnGb3gLgHAm5DRaX1mydcFDxr18ODdhIw2rzL/LgHAisjotCCz1OuCz1vtmJzRC+8SAKyIjHawQqtsptbVob2OTxx8+NTxg8vvEgCsiIx2sEarzKfsgov79MHuU9zhYvvowVfuEgCsiIx2sG2r+FwGkDEy2sGWrer+V0gAOSKjHWi2CoAgMtqBZqsACCKjHWi2CoAgMtqBZqsACCKjHWi2CoAgMtqBZqsACCKjHWi2CoAgMtrBuq0qeAgBFDzByejshxBAwROcjM5+CAEUPMGXZHS6HqB2XfCChxBAwRN8QUb322+GZbOk64IXPIQACp7gr+7xH22fbI8r1AXvFDyEAAqe4K+tdbShu1Zd8Khls77/sYKHEEDBE/yl6+iuHuBadcEvl0tX3vz7+3thYfSUDYZwxdYCmCWvCX65XKbH7Om1z3U0qx2ydcE7Bf+ZBVDwBJ+f0cl6gPJ1wQseQgAFT/AF19HJeoDqdcELHkIABU/wF9c63oiMBjBRwROcjM5+CAEUPMHJ6OyHEEDBE5yMzn4IARQ8wcno7IcQQMETnIzOfggBFDzByejshxBAwROcjM5+CAEUPMHJ6OyHEEDBE5yMzn4IARQ8wcno7IcQQMETnIzOfggBFDzByejshxBAwROcjM5+CAEUPMHJ6OyHEEDBE3xRRndbRdvd+s3+0e3h9lB6P+nnLZvXqocKHkIABU/wBRndFVKxBVdMeaz2cFQXfG5lcDIawEQFT/CX1jqGhbDu7oEdZfS8hCajAUxW8AR/JaP7SrMjdcGbtQ6T109QFxzAAnlN8I3qgttcHslo83VVd/UMJ65IL2vVmIL/zAIoeIIvzOig9vcgo83i9K1b5Gj+NfltQzIawEQFT/AlGV1Xg+LeNrOD/B4uWXdvOT5v2axWPVbwEAIoeILPz+h2yaLVprX57F36s3btEye+c0hGA5io4Am+fD363choABMVPMHJ6OyHEEDBE5yMzn4IARQ8wcno7IcQQMETnIzOfggBFDzByejshxBAwROcjM5+CIGe+Qhs+pOuif0p19+0cnsFT3AyOvshBNIS25hF+1N2G1KuvGnl9gqe4GR09kMIpEQbNNylMvoNm1Zur+AJTkZnP4RAQrhpTq///4Sb1F1r00pfBU9wMjr7IQQGkhfR7QOHqr4ndVUPv3WVTSu3V/AEJ6OzH0Igltj2rD0ebqDTxO/am1Zur+AJTkZnP4RAZGydI3ygDfI3bFq5vYInOBmd/RACgcQ6R/AZjsefvVtl08rtFTzBl2Z0XcUDRl1wQJT+5zJeVfAEX77Hf+oTO7fbjbrggJZuBhas4Am+fK0jSFzqgpPRgJ+CJ/g6GU1d8H+oCw74yWuCb1QXfEJGm6+pCw7gbQqe4G/JaOqCA9hSwRN8nYymLjgZDTgqeIIvyehw+8P4g3bUBZcz/KBk+FA4kGHh9+Zpme1Uib0peIIvv45+NzJ6FakPStoHh3c/6f8FIq+dKrE3BU9wMjr7IZwinanpj7g/z+g8Ejq5mf3jR9nqPttTveBek9HZD+EUyVQd+TROsNbRPp7ZTpUjtwiPH2Wr+4xP9YJ7TUZnP4RTzMno8GnR8zLZqXLkFuHho2x1n/OpXnCvyejsh3CKKRmd2iwtOpbNTpWP//wkH2Wr+6xP9YJ7TUZnP4RTpC8ARz8xaZ6WWojV36lyvYw2X+dwA0FGl9drMjr7IXws9UFJE0eJT0zaZwSfgM9op8rHtwjJR9nqPutTveBek9HZD+F8+suqL3t8i5B8lK3ucz7VC+41GZ39EM61h50qb7fkLcLjGwi2us/4VC+412R09kOIycq/gSCjy+s1GZ39EGKiPdxAkNHl9ZqMzn4IgQ4ZXV6vyejshxDokNHl9ZqMzn4IgQ4ZXV6v18to6oID3sjo8nq9VkZTF1zxxMXekNHl9XqljKYuuOSJe9txx/dpg+HWHPGCe71ORr9jPxoyehW77fg+bTDcmiNecK/fmtHm62n70Vwul668+ff398LC6AAg7Pfv39PT9fSOjBasC54ROr43dHxvZnV8nYzWrwueETq+N3R8bzwy+qZeFzwjdHxv6PjeOGX02v78+ePdBB90fG/o+N7M6rhuRgMAyGgA0EVGA4AuMhoAdJHRAKCLjAYAXWQ0AOgiowFAFxmN4s3YFnfBBo0bvJSsbfr48KeUX+s994wuf4RGhB2PNrUqSLfFwAtZUFJGtzsqHOJ9Ferq0TYL7aMrN+oNfayrwX4R2WX047GYi4zO1D4y2uygWFeLO1hYRtsNy+b+7VLP6Ov5eKyq6GTOLqPXVWJGD3Z3MmNs/sKZOjGDq5L2VImmQP/K98PmJzVH7GVO/3OGVz0rdzzI6Lo6VOf2h5qODw8O2zbS8UV9X6Hj4S630YG203V1PJ/70pl9ZQn7uxr2/eEuYIlxHH9W8PrRS6Ua/Ioor/rzuXvADozdjPJ4rvtONcXs1Pp4f734NUzNkCcntmlt9CsY+7Zg1jQl/Z6cTs9nTbDbZzQS8xWX0cldUruT6Hqujsc+Ue6VB+xo1/2rDE61QWAMHxz+yUi//useZ7Q9g/uZGx9MtC3Z8duSvq/U8ftJHgRr80UQSiaeuoxN/UK6U2JkN93mRcdanH6WuT0fXgMkGvyK+EXMqX20VUSjITN/e56NimMf7ZCO1HVKntjDhg1+QclvG8nox6fThFljGrzCbUZxGZ2qrGgLDFR1s4H1/VC4vBdedlwHP2pwLHh6dyqEF+Sp11+744Pr6Dr+vsTBVNtG5tj8vq/a8fuLdRMnamnfNfNrsB1J/ULS50lU5i014cfPrug74om6zrpAIqOD6+jpGa3XxzD9ho1/emKHZ0J8cibj+NHB5Ok0ZdYM/nS9pPyMtr/4+5pmXd1vYdr78cTVxLSMHvnras/+ty0Uh61ZnNFx2yZn9LO+n9fueBSjyQvCVzJ6sCx2s+MYf1/w1eP8Gjb4FcO1jugKNn13ncpotT7WdpHmEK7IzcvoxMm5akY/mzVktDXI6JF72FtdHaqqas/T6nwvVj4WoqmTzb5a98PNyx/iYXp7SAfLb8HZO7i1H73fH1+aiQ7P7fsaIX1tR2kwX6oqFcHjGT1zrSPqS3BblFwHeJRfgwa/+CsJ/x5Gt34jZY7GM1qmj1GimS8Tax2PG5Y4OUeXNfoYmJbRU2ZNf0/DWkf4t9cOSyO8ILAD3D9kbl4Gf7lDw+/sf1RVVcGbMv0PSL3+KsZeuB57eyT5nk/4EqNXQgv6vkbHk2N5DT/PMOk6etZ7htfUOI4/61l+xQ1+RXirPVwDHXncXvDefwvJc9Wxj4OLzuQtwsT3/eKTcySj++87ns8Tr6NvE2ZN/Nt+aQpkn9EYGtxbjB7MVXad2azBQdJt+2t6/0/LbtjXQUaXp/SMftvy0bts2eBHtwDv/rnv/nEFncNzkNEAoIuMBgBdZDQA6CKjAUAXGQ0Ausjo51b6P8Tys9uOY1fEz3My+jnxIXyf3XYcuyJ+npPRz4kP4fvstuPYFfHzfMcZPfI/vG61EbCf3XYcu1LKeb7XjB7dOGazjYCd7Lbj2JWCzvO9ZvRgA8bB5ofDjWPqVTcCdrLbjmNXCjrPyWj71ZYbATvZbcexKwWd53vNaP+NgJ3stuPYlYLO871m9M19I2A/u+04dqWU83zHGb3ITrdH3HHHsSuC5zkZPYfUR3K2tNuOY1ckz3MyGgB0kdEAoIuMBgBdZDQA6CKjAUAXGQ0AushoANBFRgOALjIaAHSR0QCg63Q6HX79+nUCAOj59evX/wGedTe+Rb/r8AAAAABJRU5ErkJggg==" /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Contained in common wordlists </b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><b>Contained in IQ wordlist (<a href="http://iqsecur.blogspot.com/2012/01/building-perfect-wordlist.html">Click here for more info</a>)</b><br /><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAEhCAIAAADHwI/tAAAZkElEQVR4nO3dz09U57/A8fMnuDVxwwZXmriVldFZkdxEWbjxasLC6Ka5mQjG2mQW1xpTrz9ovfQbG7wtbTP5ooilYrHBUkttFYmoKNpCCVZSpP7qVBShY7yL+XVm5pwzZ4Yz83me57xf+eSbfnEYcDy8PT4z8xyro6PjIABAPR0dHdbBgwffAgDUc/DgQRoNAIqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0VDCxPH1lmVZlrX++IT/X4Jd8QPl5yNQHI2WkP1ByRfmHxuPdlzYmXmAdl6o0pewfxF9/zT8FDmoBxM1Q6MlFAchJ6Q/OjU4j3a5H5e/MDUMdVXOoznxlkajJWQbnTvubdkO5Q9DDVLg+CVsj7v9b0eXD6utKisbNFoajZbg0Gj7+VwYfxpkGu3xL3/b6bUulabRRqLREhwb7fzRomWR4mAU/GO94AYuv+r4o+f885j9Fuz3XLRCUPgjnP6s9ccnnO/A/htbf3yirLWOzEd2Xii+I/dH3WNx1vHzSi7dqv8Y+q22y0HiuCZHq2uMRkvw12j3hdLcz6nzbYpC7PCrTt9D7mfS6YPZr+q6nO7wl8v69bZvwfv7Kr6PglsXhSbvzosfnFL3UyLCpf9ho/xjWFa1ix9FGq0CGi2hxBlz+sdw4vj6UmdjmQ8U5CD9y/5+1bkb2Q9mf4SLT66Kb+O8wF5wp8W39j4V9s5K5oO5j7lFuvB+SjbY+zRbh8fQR6O9DxLWOuTRaAmezxl6/Cz4+QFz+DKlEmT/O6EwMIV5KfniCId/J7vctPRCj9snlLHI4HE//hvtfm6u+GNYWaM9HzXUGo2W4PHaO5clSbdb5f+y9ycX/ZDlByb9w5j9h3X+kkjR6VpBtor64HZDl1+oaD3ax5qvx/0EcB6t+mNY3iumHX+rNFoajZZQIrxpHiuOtpsW38r5xSJen7r++EQ2L8cnbM9UFeXF9SfWfbHX7TlMP2eGLr8UTKNLNbj06onyj6G/h87/QQIBNFqCnxM0pxv5CZljVFx+1X5/6S+380LuGbnsB53WZNzOAYv+na7seXSpE2lff0pqP4ZlvRrP+SCh0dJotAQ/P/1FzzO99fHzUu76dO4O19tezZYNzM6d6wvvzvcpXOm+OJ/v17DR/r5qqTip/BiW1ej8uy551o8aodESyjuPdni1lX1F1bXh3r9adJ+F91v00cLPcEi9j5NFp6dHK35dxzIb7fqsXPFD7UHhx7D0Q1f6ICn1sKLKaLQEf/+KLv3MosuKta9fTcu7kcMJpsM36b5O7vj+CocfbaffWeYstLaN9lz19747HR5Dn412uCfb91vwlTifrjEaLcFfo986LBHan4tyuIVngZ2/nvMpo+urvhxu4HyrEsXM+87sb5iodaMdHyfbGkX+N+lM2cfQ10NX+iAp/kKoHRoNuMmLKG2CCBoNeMu9WgOoPRoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNAOqi0QCgLhoNvc0+mZ+Ze5Ga6dnEtTuznf1jgzemb07OZWdy5pn0twlUiEZDAzNzL36b+evandn+n6fPDk60n7n10b9H3SYSjXvMriP97578vrN/7OLw1M3JucV/ktK/OcALjYZyEvOL41NPB0cenh2c6PjqjkeOK2h08TS2du1pv3Q4fvXi8NSjp/PSv3sgD42GEl4vJX998Gxw5OEX39wrN8rLbHTBbDvQS6+hDhoNSb/N/DU0OhO/eH+ZXQ6w0cW9HrwxzZIIpNBoCJh9Mj848vDk2dsBprkajc7O5v3dh+NXb07OST9yCB0ajdpJzC9euzP72fm71UhzVRttP7Pu6Lv1+1xC+rFEWNBoVN3rpeTY5OPTA79WNc21aXR2dh3p//rKxNO/F6QfXRiORqOKXi4sXbszW6U1DdlGp6axtevjczcoNaqHRqMqXi4sDY3OeL+Q2YBGZ0t9OH6V14GgGmg0ApaYX5Sqs1Sjs3M4fpX3NCJYNBqBScwvDgw/kEqzCo1OTezUEKVGUGg0ApBMvrl2Z1bw3FmpRqfm/c9/Yp0ay0ejsVzTs4lqv5xOx0ZHovHN+7u7L9+X/vOB3mg0KvdyYanvxynxKCvb6NS80/bt+PQT6T8r6IpGo0Ij449q/KI6TRudmrYz11+8WpT+Q4N+aDTKNvtkfvk7H4Wt0ZFofGus5+LwlPSfHjRDo1Ge0V/+VOS5Qe0anZr3P/+JE2r4R6Ph1+ulpIKrz9o1OhKNNx/qY8cP+ESj4cvsk3mlXryhdaMj0Xhja9fgjWnpP1VogEajNPXXN7RrdGrazlxnZ2p4o9Hwosv6hqaNjkTj77R9y0Yf8ECj4SoxvxjsFVJotONs3t/N1QPghkbD2bPEgi4L0Lo3OhKNN7Z2Dd/7Q/rPHCqi0XAw+2RezfenmNro1PDqaRSj0Sg0PZvQ6BlCkxodicbZ3wMFaDTyjE89FY9smBsdicY7+8ekjwIohEYjZ2T8kXhhaXQkGj8cvyp9LEAVNBppo7/8KZ5XGk2mUYBG4+3bt29/ffBMvK00umDazlyXPi4gj0ZD+ycJTW10JBqPD9yVPjogjEaH3ePnr0wKtGGNjvCCvNCj0aGWmF/U93XQIWk0b28JORodXi8XljR9J2GoGh2Jxjfv7+ZC46FFo0MqmXyj414c4Wx0JBrfGuth66VwotEhNTD8QDymNLqsaT7Ux0amIUSjw8iANxOGsNERXjQdSjQ6dJ4lFgx7IUd4Gh3hZR7hQ6PDJZl8o/IlvWl0ydm8v5uF6VCh0eFi8DJ0SBodicbfafuWhenwoNEhYvYydHgaHYnGO/puSR9NqBEaHRbGL0OHqtGRaJzLa4UEjQ6Ls4MT4vWk0QHO1ljP078XpA8rVB2NDgWTtrWj0dlhY7wwoNHme72U7Pjqjng6aXQ1hveIG49Gm29odEa8mzS6SrOn/ZL08YXqotGGe/z8lXg0aXRV58rYQ+mjDFVEow1n6sZJNDo7W2M9vFzaYDTaZGOTj8WLSaNrMFxK3GA02ljJ5Bvz9u+n0Y7T2NrF6/BMRaONZcx1vmm0n4mdGpI+4lAVNNpMyeSbUL3ejkZHonH2WjISjTZTaE+iw9zoj8/dkD7uEDwabaAwn0SHudGsShuJRhsozCfRYW50hFNpE9Fo04T8JDrkjW5s7eK10oah0aYJ+Ul0yBsdica7L9+XPgYRJBptms/O3xWvJI0WHN52aBgabZSZuRfiiRQf8UqKz9dXJqSPRASGRhtlcOSheCLFRzyR4sNmeCah0eYI7Zu/aXTx8H4WY9Boc4TqYis02nviA3elj0cEg0abo/fyb+J9VGHE+6jC7DrSL308Ihg02hAvF5ZCctlvGu1zfp9LSB+VCACNNgQvi6bRBcOm0mag0YY4PfCreBwVGfE4KjLNh/qkj0oEgEabIDG/6N6sEw2WZdW3xHL/t2m36417m+rXNrU5/NLuTZa16UTJPsZ2rK3b0Zv3WVk+Pp1GBzvj00+kj00sF402wfjUU89Gr62rtxr2LavRPsfe6N2b7H839DbV1yjT4mVUZ1juMACNNsHA8APvRjftaLLSabY1el9T9hy3YV8moym5thbH90SD1dS0Y63tE51u1tZSV/CXQfFHaHSVhzezGIBGm8Bzj44TDdbaprbR3Zusuh29uUa3tdRZmVPm3H+7nkfnNzpzRrwvm/6im+1rKgp9+juh0TUbtsEzAI3WnuditK2M6dPYTKP3NdlXHjIF99nobJcLV05otGpzc3JO+gjFstBo7Y1NPvbV6HSIW9wanVnuCKjRrHWoMSxJ645Ga6/vxymfjf6oraXOsqwA1jp8NLrwScLepnrL/pIPGl2bYUladzRae6X2UcpbYdi9ybJcnzNMR9bPc4Y+Gj2a9ySky1ORNLraw5K07mi03h4/f1WDM9PAZl+TVf0lafEsqjYsSWuNRuut1GJ0GEe8iaoNS9Jao9F6++n2H+JNVG3Em6jaxE4NSR+nqByN1lupJwzDOOJNVG3Yp1RrNFpvX3xzT7yJqo14E1WbxtYu6eMUlaPRemPPaBrtZ7h0lr5otMZKvcMwpCMeRAVn+N4f0kcrKkSjNTY9m6h5AXMviC7YhlSdEQ+igtN9+b700YoK0WiNSVx7xbnRnrtLL3e/Uxq9/Pn43A3poxUVotEaGxqdUaTRnkOj5efdk99LH62oEI3WmM8LgRdsK5p+23dbS13qndkO7wjvbapf27BprWVZuU3s0tdSaXJsdOE2HWlNuz33pKbRNRuum6UvGq2xs4MTvrKV3Sa0raWhPh3T2I611qYT7jsr2dcucjt+xHastbwbnb+dHufRiszWWI/00YoK0WiN+b7ObHqBIrZjbcO+Ew31LbHsZqR+dpHO2wnaea2j8AoAeRst0WglRvpoRYVotMY8L7+SN6ki797UtPvfqf913enfYRfp8hqdvVm21DRaiZE+WlEhGq0x/43+aF+TtakpdQYd27G2YUdLXSrNfnaRtt2m9FpH3ulziesG0OhaDm9j0RSN1lg55TrRkH0CsK2lzn6tWJfnDO1VjWWuMFu340RTvVejs7e0rNyKttue1DSaRqMkGq2xmp2Z6jXiNVRzxqefSB+wqASN1tXrpaR4DdUc8RqqOez0rykarSs266DRZc2VsYfSxywqQaN1RaNpdFlzcXhK+phFJWi0rmi043T2jYvXUM2h0Zqi0bqi0Y7zwZfXxGuo5rAerSkarSsaXTyfnBv7j72nxWuo5tBoTdFoXSWTb8SbqNp09N4WT6GyMznzTPqYRSVotMaqkbnU+01y73Bx+GDqfd62TZeyW+hJz3/+d694CpUd3sOiKRqtseAz19ZSV9/StCm/0fkfzLylsDfzhsPcDh6y8/mFu+IdVHlotKZotMaCvuBs+i3gu/MaXfjBgkbv3lR40i017538QbyDKs/iP0npAxaVoNEa++KbewE2Lrvnhj27Th9Mr3XU7ehV55KGn5437CR67ypr47poPBKNN2yoX7Hh2PLvU/poRYVotMb87vHvZ9pa6jJLFrkcO37Q/inpqwRYuSu2CM3/dpf31hWf4Su42bo1uQ2jrDV7a9/odWs8vu6x1SvrVzc732Fja5f00YoK0WiNDQw/CCxztt3vrGxzHT+Y/pT0MnS63aJPG7afuVXuS+4qaPS6NZa1cntDLohVzXQF59Fejd51pF/6aEWFaLTGrt2ZrUbyHJeYHRepbR9PX95FpNH/d36s3Ajawrd3lbVx9Yb0VRdXbXG5WfP2FZlopqfoI/n3mbmr5u0rUmXfsjH7V13mqxxbvbJ+1Zp6y7LSn5i9zZqNjo22/fex1Suz97dxnf3/5v4iyU3s1JD00YoK0WiNjU89FWl03jJ0Zq1D8JnD//pwYHmNzpwRb9louWV3y8ai9u1dZeWft2Zv07x91cr0JzZsqLfW7I00b1+RvXHuvwtOxnN32LCh3vJu9JaNRWfxXufRHX23pI9WVIhGa2xm7oVUFtWZzopecldwHr0uV8llNDrz6Q0b6ldt2btq5faGaHzdGmvVlsKkrluTOnHOr2rel3Be6yj8qyXvu/VqNJt16ItGa+xZYkE8keLz/mc/16LRPtY6Ipkir1uzcV009b+ZOyxq9KotRVUtr9HZm2VL7dVoNvjXF43WW9AvkdZsPjlX9kp0hY0uXJc4tnql5fBU3paN1pqNqTPohg31qzZsX5H6FNe1DltVbbcpvdaRd/rsVPz8efFqUfpQRYVotN7iF++Lh1Jw/tVzs1aNjuc/Tef27NzeVdknAJu3r7A/CenynKG9qg2Zpy5XbNi7eqVXo7O3tL8KMP3Bou9q8/5u6eMUlaPRehsceSgeSqlpP3NLeIOOLRutwiVpFeedtm+lj1NUjkbrbfSXP8VbKTWVPVsYwmk7c136OEXlaLTeZp/Mi7dSalrbvxPPnxbTffm+9HGKytFovYX26uDGbdBRxWHnaK3RaO0Fu7OSLvPh6RHx9mkxPGGoOxqtvRA+bcg1sfwP7wLXHY3W3m8zf4lHs8ZTwQYdoR0Wo3VHo7UXwiXp5kMXxNuny7AYrTsabYJQvZNFvWti5b+3Jf8937at6eKZt27bbpPdFa86w2K0AWi0CYZGZ8TTWbOpbIOOaje6YFPTiNN+/Jl3CR7LvIew8G2NgQ+L0Qag0SYIzwZ4p3rvSBfZZ6Md+lvQ6MzOSlUcFqMNQKNNkEy+OXn2tnhAazDlXhOrZo0u3IujefuKlfUrChdA0msdKzYcC+oqhd7DtcANQKMNEeR1s1Qd+Q06Sk72KgF5O5faLssSzRQ8vfG/lbsIS9Czp/2S9FGJANBoQ0zPJsQbWu359LyCCx0Fk9n4P3936fxljfQySPqDVXvakH39zUCjzdHx1R3xjFZ1KrgmVq0nd7Ut2yK1ffNo236kmXCnr9gS7HfS2NrFntFmoNHmMPsNh5194/IJdp7MK+oKLl6VWcqwX8o2bxk6c4NqPHP4/uc/SR+PCAaNNofZe+B98OU16RbrNFfGHkofjwgGjTbKZ+fvise0GsMGHWXN1ljP4j9J6YMRwaDRRjF1y/+O3tvi4dNo2NTfJDTaKK+XkkZehVb1l9wpNlwF3CQ02jTmPXOo3gYdSs+uI/3SxyCCRKNN8/j5K/GqBjvvnfxBPHwaDc8WGoZGG+js4IR4WIMarolV1nASbR4abSCTdv1XcoMOdYeTaPPQaDOZsaN0+5lbvOTO/2yN9UgfdwgejTaTGafSXBOrrGEnUiPRaGMZcCqtwQYdygzvWzEVjTaW7qfSnbzkrpzhJNpUNNpkvZd/E09txaPeNbHUHU6iDUajTabva6U/OcdKdBnDVtEGo9GG0/T6LP/quSkePl2G662YjUYb7uXCknZ7/2twTSxlprG16/e5hPRRhiqi0eYbn3oqnt2yhmcL/U9H3y3p4wvVRaNDQa93h7e2fyfePi1m24Fenio0Ho0OhcfPX+myZykbdPif4Xt/SB9ZqDoaHRbX7syK99fPfHh6RLx9Wkzs1JD0MYVaoNFhkUy+OT3wq3iCvYdrYvmczfu7n/69IH1MoRZodIgk5hcVX/Fggw6fw/524UGjw0Xx13g0H7ognj/15+NzN6SPI9QOjQ6d/p+nxVvsOFwTy8/wjpWwodGh83op+dn5u+JFLh426Cg5W2M9LEOHDY0OIwVfineq9454AdWfm5Nz0scOao1Gh5RqO5dyTayS09k/Jn3UQACNDq+R8UfiaU4NG3SUnHdPfi99vEAGjQ41RZ4//PQ8Cx1es+tI/4tXi9IHC2TQ6FBT5I0tXBPLY7Yd6CXQYUajw+7lwpLslQ87+8bFO6jsbDvQ++jpvPQxAkk0Gm9fLyUFM/3Bl9fEU6jmbN7fzd7QoNF4+1Yu02zQ4RHoyZln0scF5NFopL1eStb+GrUdvbfFa6jgNLZ2se8oUmg0cpLJNzXONC+5I9DwRqORp5aZZoOO4tm8v5s3E8KORqNQMvmmNq+bfu/kD+JNVGq2HehlDRoFaDScDQw/qGqguSZWwew60s/L7FCMRsNVVTPNBh322dN+iTeqwBGNhpeh0ZlqBLr9zC1ecped9z//ict7ww2NRgm/zfx18uztYBvNNbGyw0VV4I1Go7RniYVg3+HCBh2RaHxrrIfX2KEkGg1fksk3QS1Pd/KSu2j83ZPfc0UV+EGjUYaxycfLv4BLyK+J1dja1X35vvSfJLRBo1GeZ4mF5Wxn+sm5UK9ENx/q4xXQKAuNRiVGxh9VdkL9r56b4qGUmrYz13n9BspFo1GhCk6oQ3tNrF1H+senn0j/iUFLNBrLMvrLn/5fmRfCZws37+/++sqE9J8SNEajsVyvl5JDozN+lj5a278Tj2Ytp+3Mdd49iGWi0QhGYn6x78cpj0CHaoOOd9q+5blBBIJGI0gzcy/c3u3y4ekR8XTWYJoP9Q3emJb+c4A5aDSCNz2bODs4UfCSO+M36NjTfunK2EPpxx6modGolsfPX2X3oTZ7g47YqSFetoEqodGorsT84uDIw13/0y9e0sCnsbXrcPwqmz6jqmg0amHxn+TF4anYqSHxsAYyu470f31lgg03UAM0GjX19O+Fr69M7Dqi5Wn1tgO9nf1jnDijlmg0ZPw+l+jou7XtgAZvO9wa62k7c53X0kEEjYawyZln3Zfvx04Nbd7fLZ5j++xpv9TZP8aTgZBFo6EQ8V6nunxzck76kQDSaDQUNTnz7OLwVGf/2Lsnv6/S+nXzob497Zc6+m7FB+7SZaiJRkMbj57O35yciw/c/fjcjT3tl7LT2NrlVuHN+7vtt/z43I3UaTKLy9AFjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFAXjQYAddFoAFDXwYMHraNHjx4EAKjn6NGj/w+hazk8oB2DzAAAAABJRU5ErkJggg==" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Top 30 most common passwords</b></span></span><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 198px;"><colgroup><col style="mso-width-alt: 4352; mso-width-source: userset; width: 89pt;" width="119"></col> <col style="mso-width-alt: 2889; mso-width-source: userset; width: 59pt;" width="79"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt; width: 89pt;" width="119"><b>Password</b></td> <td class="xl66" style="width: 59pt;" width="79"><b>Frequency</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456</td> <td align="right">13</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">doncasterrovers9</td> <td align="right">7</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456789</td> <td align="right">7</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">soccer</td> <td align="right">6</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">password</td> <td align="right">5</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">falconer2010</td> <td align="right">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">elliemaytaylor</td> <td align="right">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">HX78D</td> <td align="right">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">roni10</td> <td align="right">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">duke123</td> <td align="right">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ducks13</td> <td align="right">4</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">pokemon</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">13474885329</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">20fleur20</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">benandtom1996</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ngugi123</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">fdsaws22</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">yokiller</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">tgrimes</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">superman</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">shammi1234</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">zakimilano</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">gguy2122</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">chiquitamunn</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">cedisblack</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">gateway</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">aceace11</td> <td align="right">3</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">kmason</td> <td align="right">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">paul21</td> <td align="right">2</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">12345678Fj</td> <td align="right">2</td> </tr></tbody></table><br /><b>Top 30 longest passwords</b><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 320px;"><colgroup><col style="mso-width-alt: 8886; mso-width-source: userset; width: 182pt;" width="243"></col> <col style="mso-width-alt: 2816; mso-width-source: userset; width: 58pt;" width="77"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl66" height="20" style="height: 15.0pt; width: 182pt;" width="243"><b>Password</b></td> <td class="xl68" style="width: 58pt;" width="77"><b>Length</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">nguyenanhduc998@hotmail.de</td> <td class="xl69">26</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">jordanarmstrong1234</td> <td class="xl69">19</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">jaksonandsnoopdogg</td> <td class="xl69">18</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">fightforlifesr210</td> <td class="xl69">17</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">doncasterrovers9</td> <td class="xl69">16</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">godofhoney687297</td> <td class="xl69">16</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">arizonacardinals</td> <td class="xl69">16</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">0204199802041998</td> <td class="xl69">16</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">adorolamusikahou</td> <td class="xl69">16</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt;">randumperson1230</td> <td class="xl69">16</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">GrimmjoW6EspadA</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">bayhoalongbnngo</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">vancouverisgood</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">killerkiller123</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">warning60278161</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">youareadickhead</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">PaTiKaS19960707</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">tracey123456789</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">yourmum93080005</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">fuckyouasswhole</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">metallicahermes</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">DAN196129ALEXIS</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">GTAChivas794RST</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">elliemaytaylor</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">dirtracing2010</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">thekingofkings</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">60065246006524</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lajfalfaflkfja</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">underworld8888</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">blah blah blah</td> <td class="xl69">14</td> </tr></tbody></table><br /><span style="font-size: large;">Notes</span><br />The longest password in the list have been omitted from the 'Top 30 longest passwords' list above. The password is highly offensive and a total of 257 characters in length. It was made from a user as a message to the hacker.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-85166818939525089672012-02-05T00:58:00.000+01:002016-12-03T10:51:20.832+01:00Analysis Of The XboxLiveClans LeakXboxLiveClans was hacked by a hacker with the alias alsa7r. Their database was leaked with a total of 94 columns. A total of 34501 users reside in the database. The password hashes are salted with a dynamic sized salt that is also contained in the database.<br /><br />No passwords were cracked. 21002 cracked passwords were leaked by the hacker.<br /><br /><span style="font-size: large;">The Hash Function</span> <br /><br />The hacker talks about the hash function being md5(md5($pass).md5($salt)), however, I have not been able to confirm this. The description of the hash function, given by the hacker, is vague and filled with spelling errors, which only complicates the cracking of the hashes.<br /><br /><span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">The Results</span></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Length distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><span style="font-size: large;"><span style="font-size: small;">Average password length: 7,99123893</span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Character distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Unique character distribution</b></span></span><br /><img alt="" src="data:image/png;base64,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" /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Contained in common wordlists </b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><b>Contained in IQ wordlist (<a href="http://iqsecur.blogspot.com/2012/01/building-perfect-wordlist.html">Click here for more info</a>)</b><br /><img alt="" src="data:image/png;base64,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" /> <br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Top 30 most common passwords</b></span></span><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 198px;"><colgroup><col style="mso-width-alt: 4352; mso-width-source: userset; width: 89pt;" width="119"></col> <col style="mso-width-alt: 2889; mso-width-source: userset; width: 59pt;" width="79"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt; width: 89pt;" width="119"><b>Password</b></td> <td class="xl66" style="width: 59pt;" width="79"><b>Frequency</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456</td> <td align="right">140</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">password</td> <td align="right">106</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123456789</td> <td align="right">91</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">xbox360</td> <td align="right">49</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">abc123</td> <td align="right">47</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">7uGd5HIp2J</td> <td align="right">46</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ike02banaA</td> <td align="right">40</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">football</td> <td align="right">39</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">qwerty123456</td> <td align="right">30</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">qwerty</td> <td align="right">29</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">baseball</td> <td align="right">29</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">monkey</td> <td align="right">28</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">111111</td> <td align="right">26</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">timosha</td> <td align="right">26</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">xboxlive</td> <td align="right">25</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Russian1</td> <td align="right">24</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">asDGVy3898</td> <td align="right">23</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">eqeS606898</td> <td align="right">23</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">ZVjmHgC355</td> <td align="right">23</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">liverpool</td> <td align="right">21</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">killer</td> <td align="right">21</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">skills12</td> <td align="right">20</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">hockey</td> <td align="right">20</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">arsenal</td> <td align="right">20</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Russian7</td> <td align="right">18</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">cheese</td> <td align="right">18</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">qq123456</td> <td align="right">18</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">master</td> <td align="right">18</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Bigman12131</td> <td align="right">17</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Blabla159</td> <td align="right">16</td> </tr></tbody></table><br /><b>Top 30 longest passwords</b><br /><br /><table border="0" cellpadding="0" cellspacing="0" style="width: 266px;"><colgroup><col style="mso-width-alt: 6912; mso-width-source: userset; width: 142pt;" width="189"></col> <col style="mso-width-alt: 2816; mso-width-source: userset; width: 58pt;" width="77"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td class="xl66" height="20" style="height: 15.0pt; width: 142pt;" width="189"><b>Password</b></td> <td class="xl68" style="width: 58pt;" width="77"><b>Length</b></td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Moneymaker87654321</td> <td class="xl69">18</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">JXthtnmrjdflbv1</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">takenoprisoners</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">123123123123123</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">dynastywarriors</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">sklifsupermudak</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">moneymoneymoney</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">johnnyknoxville</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">celtic6rangers2</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">godblessamerica</td> <td class="xl69">15</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl67" height="20" style="height: 15.0pt;">monkeybusiness</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">smallville1987</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">Czechoslovakia</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">mightymariner1</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">hjgjfvgjcdgjdj</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">drujokbyviagra</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">dragonslayer12</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">77obafanovka77</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">liverpoolfc123</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">newpassword123</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">u0HgtKt617bvfd</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">blackandyellow</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">CtNI3F97ullian</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">lkfdjkfjkdfdgg</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">5435idaeinthis</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">thekingofkings</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">electricguitar</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">masterchief117</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">bloodyknuckles</td> <td class="xl69">14</td> </tr><tr height="20" style="height: 15.0pt;"> <td class="xl65" height="20" style="height: 15.0pt;">westviewgold11</td> <td class="xl69">14</td> </tr></tbody></table>Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-74818144136314890402012-02-03T23:13:00.000+01:002016-12-03T10:51:20.819+01:00Stay Away From The Rubber DuckyIn this day and age, attacking computers using physical devices has, contrary to popular belief, followed a linear growth in the field of penetration testing. Back in the day when Windows 95 introduced the 'autorun' feature, hackers began to use it as a means of installing malicious software on their victims PCs. Today, the auto-run feature has been disabled, however, we still have various means of executing applications automatically.<br /><br /><img alt="" src="data:image/gif;base64,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" /><br /><br />One of the more popular ways of doing this, is to emulate a keyboard using a <a href="http://www.pjrc.com/teensy/">Teensy board</a>. However, lately the <a href="http://hakshop.myshopify.com/products/usb-rubber-ducky">Rubber Ducky</a> has gotten some attention, so I decided to buy a few to test them out.<br /><br />Suffice to say that it is not what has been advertised. It functions merely as a prank device rather than a part of a penetration testing toolkit. A poorly made scripting language, lack of support and limited functionality reduces the device to a useless, but pretty laptop ornament for the wealthy hacker. I would recommend everyone to buy the Teensy board, as the Teensy is way more powerful, cheaper, more stable and has a ton of features, compared to the cash cow that the Hak5 team calls 'Rubber Ducky'.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-61417217914071478852012-01-30T08:49:00.001+01:002012-01-30T08:49:41.678+01:00Introduction To WP7 Development and Farseer SlidesI've <a href="https://skydrive.live.com/redir.aspx?cid=f116593ba64184a2&resid=F116593BA64184A2%21290&parid=F116593BA64184A2%21210" target="_blank">put up the slides</a> from my presentation at Nordic Game Jam 2012. Have fun!<br />
<br />
<img alt="" height="354" src="data:image/png;base64,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" width="640" />Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com6tag:blogger.com,1999:blog-2077469061561410808.post-15623891217009657292012-01-29T22:16:00.000+01:002016-12-03T10:51:20.780+01:00Automatically Finding Danish Typosqutters<a href="https://en.wikipedia.org/wiki/Typosquatting">Typosquatters</a> are people that buy domains with a name close to an existing domain. Usually the domain they squat is popular and therefore has a high risk of people typing the wrong URL in their browser. Example:<br /><br /><b>gooogle</b>.dk is a typosquat domain of <b>google</b>.dk<br /><br />The problem with typosquatters is that they are hurting the domain they squat, by hijacking users. Many typosquat domains also contain malware, advertisements and are used to do <a href="http://websearch.about.com/od/seononos/a/spamseo.htm">black hat SEO</a> and otherwise hurt the user experience on the Internet. In this blog post I'm going to create an automated procedure of reliably finding typosquatters of .dk domains, and at the same time present the data found in the process of creating this procedure.<br /><br /><span style="font-size: large;">The Process</span><br /><b>1. Finding Popular Domains</b><br />To begin with, I created a list of popular domain names ending in .dk. I used <a href="http://www.alexa.com/topsites/countries/DK">Alexa</a> to get the list of domains as they have filtering by country.<br /><br /><b>2. Filtering</b><br />Alexa provided not only .dk domains, but also .com domains. I removed all the .com domains, even though many of them have .dk counterparts. I also removed all domains that had a length of 4 or less as they would produce a lot of false-positives in the next step.<br /><br /><b>3. Finding Typosquat Domains</b><br />I used the <a href="https://en.wikipedia.org/wiki/Damerau%E2%80%93Levenshtein_distance">Damerau-Levenshtein distance</a> algorithm to find the number of edits required between two domains. Having small domain names gave me a problem of too many false-positives. a.dk would have a distance of 1 to b.dk, and b.dk is not a typosquat domain.<br /><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><a href="https://en.wikipedia.org/wiki/Typosquatting" style="margin-left: auto; margin-right: auto;"><img alt="" src="data:image/png;base64,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" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">A lot of the domains timed out or 404</td></tr></tbody></table>Next I made a list of 862.000 active danish domains by data-mining 4 different data-sources. The reason I had to data-mine instead of getting a complete list from the dk <a href="https://en.wikipedia.org/wiki/TLD">TLD</a>, is that <a href="https://www.dk-hostmaster.dk/">dk-hostmaster</a> does no longer provide the public with a full list of dk domains. According to their <a href="https://www.dk-hostmaster.dk/presse/statistik/antal-registrerede-domaener/">statistics page</a>, they have 1.156.476 domains, so the list I created is by no means complete.<br /><br /><b>4. Marking The Positives</b><br />Manually checking the results reviled that a lot of typosquat domains looked the same and had the same layout. I saved the sites in a collection of their own, and if the distance to those sites was below 20, I marked the site as a typosquat domain.<br /><br /><b>5. Marking The Negatives</b><br />I downloaded the HTML for all 100 popular sites and compared the results of all potential typosquat domains to that HTML. If the distance was 50 or below, I marked the page as an alias (The owner of the popular site typosquat his own domain to prevent others from doing it).<br /><br /><span style="font-size: large;">The Results</span><br />A total of 746 potential typosquat domains were found by comparing the 100 popular sites to the 860.000 danish domains. Out of those, 138 confirmed typosquat domains were found and 287 aliases were found.<br /><br /><img alt="" src="data:image/png;base64,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" /> <br /><br /> The following domain usernames were found i the process:<br /><br /> <table border="0" cellpadding="0" cellspacing="0" style="width: 494px;"><colgroup><col style="mso-width-alt: 4937; mso-width-source: userset; width: 101pt;" width="135"></col> <col style="mso-width-alt: 4717; mso-width-source: userset; width: 97pt;" width="129"></col> <col style="mso-width-alt: 5046; mso-width-source: userset; width: 104pt;" width="138"></col> <col style="mso-width-alt: 3364; mso-width-source: userset; width: 69pt;" width="92"></col> </colgroup><tbody><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt; width: 101pt;" width="135">DL4695-DK</td> <td style="width: 97pt;" width="129">JT6619-DK</td> <td style="width: 104pt;" width="138">HHL113-DK</td> <td style="width: 69pt;" width="92">WA3375-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">DB7060-DK</td> <td>IM2838-DK</td> <td>KB11475-DK</td> <td>UIG3-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">DA13215-DK</td> <td>DB7120-DK</td> <td>DS11319-DK</td> <td>YX7-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">EOA89-DK</td> <td>MM18535-DK</td> <td>AAI56-DK</td> <td>HX23-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">LX17-DK</td> <td>FMI19-DK</td> <td>MK20537-DK</td> <td>NP1743-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">DA12540-DK</td> <td>JL10879-DK</td> <td>DL4843-DK</td> <td>IDF3-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">BBL46-DK</td> <td>IAL33-DK</td> <td>PT3833-DK</td> <td>T13205-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">VD1208-DK</td> <td>MM19124-DK</td> <td>JM11900-DK</td> <td>EL2826-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">S12017-DK</td> <td>NL1786-DK</td> <td>ELJM1-DK</td> <td>MM19927-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">AS20785-DK</td> <td>XQ1-DK</td> <td>MK17141-DK</td> <td>EH4651-DK</td> </tr><tr height="20" style="height: 15.0pt;"> <td height="20" style="height: 15.0pt;">XA441-DK</td> <td>XA440-DK</td> <td>EN1576-DK</td> <td><br /></td> </tr></tbody></table><br />Each username can be looked up <a href="https://www.dk-hostmaster.dk/index.php?id=154">here</a>. Doing so will result in 3531 domains with a high concentration of typosquat domains.<br /><br /><span style="font-size: large;">The Case Of Sedo</span><br />About 90% of the domains are owned by Sedo, a domain hosting company that advertises with the ability of giving your site more traffic. They do so by linking the typosquat domains to your site.<br />Not only does Sedo use typosquat domains, they also buy popular domains that have been shut down or have expired.<br /><br />Their tactics are relentless, they even use designs of popular sites like Facebook as a way of tricking users. They also use different designs with content related text on their typosquat domains to lure people into clicking on their links.<br /><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><img alt="" height="359" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Typosquat site owned by Sedo</td></tr></tbody></table><span style="font-size: large;">Notes</span><br />A lot of the sites that are on the <a href="https://www.dk-hostmaster.dk/klager-og-suspension/suspension/typosquatting/klager-og-afgoerelser/">typosquat list</a> created by dk-hostmaster are the very same domains I found in my analysis. Even tho they have closed a lot of sites belonging to the <a href="https://www.dk-hostmaster.dk/index.php?id=42&query=DS11319-DK&submit=S%F8g&ar=1">same username</a> (DS11319-DK), they do not close the account or otherwise punish the the typosquatters.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-79761459160315169792012-01-25T03:45:00.000+01:002016-12-03T10:51:20.829+01:00The Power Of Rainbow TablesSo far I've covered <a href="http://iqsecur.blogspot.com/2012/01/building-perfect-wordlist.html" target="_blank">how to build the perfect wordlist</a>. Now it is time to take a look at <a href="https://en.wikipedia.org/wiki/Rainbow_table" target="_blank">rainbow tables</a>. A Rainbow table is a technique to pre-compute large hash-chains in tables to speed up cracking of cryptographic hash functions. I'm going to explain each characteristics of rainbow tables below.<br /><br /><span style="font-size: large;">Brute Force</span><br />Before we dive into rainbow tables, it is important to know the difference between <a href="https://en.wikipedia.org/wiki/Brute-force_attack" target="_blank">brute force</a> and rainbow tables. When cracking a hash using brute force, your cracker is actually starting with a... b... c and so on, it then hashes the characters and compare it to the hash that you need to crack. The hash calculations takes time and therefore it makes sense to save the calculations to disk and later on just do a lookup next time you need to crack a hash. However, there is a problem with this approach: <b>the resulting table size</b>.<br /><br />Given a character-set of 0-9 and a length of 14. Each line is going to use 15 bytes (14 bytes + newline) we would end up with the following amount of data:<br /><br />10^14 * 15 bytes = ~<b>1364 TB</b><br /><br />That is way to large to store on disk. Rainbow tables solved this problem by using some clever math to reduce the size of this table with a <a href="https://en.wikipedia.org/wiki/Rainbow_table#Precomputed_hash_chains" target="_blank">reduction function</a>.<br /><br /><span style="font-size: large;">Charset</span><br />Rainbow tables are split into character-sets, lengths and algorithms. <a href="http://freerainbowtables.com/en/tables2/">freerainbowtables.com</a> have support for LM, MD5, NTLM and MYSQLSHA1.I've listed the MD5 tables they provide below in the format used to denote rainbow tables: algorithm_charset#length<br /><ul><li>md5_alpha-space#1-9 </li><li>md5_hybrid2(loweralpha#7-7,numeric#1-3)#0-0</li><li>md5_loweralpha#1-10</li><li>md5_loweralpha-numeric-space#1-8</li><li>md5_loweralpha-numeric-space#1-9</li><li>md5_loweralpha-numeric-symbol32-space#1-7</li><li>md5_loweralpha-numeric-symbol32-space#1-8</li><li>md5_loweralpha-space#1-9</li><li>md5_mixalpha-numeric-all-space#1-7</li><li>md5_mixalpha-numeric-all-space#1-8</li><li>md5_mixalpha-numeric-space#1-7: 18</li><li>md5_mixalpha-numeric-space#1-8</li><li>md5_numeric#1-14</li></ul>Combined their size is more than 2TB. They are split into different parts. Example: md5_mixalpha-numeric-all-space#1-8 is split into 5 parts like this:<br /><ol><li>md5_mixalpha-numeric-all-space#1-8_0_200000 (266 GB)</li><li>md5_mixalpha-numeric-all-space#1-8_8_300000 (175 GB)</li><li>md5_mixalpha-numeric-all-space#1-8_16_400000 (133 GB)</li><li>md5_mixalpha-numeric-all-space#1-8_24_422000 (200 GB)</li><li>md5_mixalpha-numeric-all-space#1-8_32_422000 (200 GB)</li></ol>(A total of 974 GB)<br /><br />The reason for this is that each table gives better precision. Table 1-3 give 68.8% precision, table 4-5 give 81.8% precision. All together they have 99.9% precision. They also have different speeds due to the different chain lengths. For more information about this, have a look at this <a href="http://freerainbowtables.com/en/faq/">FAQ</a>.<br /><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><img alt="" height="273" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr style="color: black;"><td class="tr-caption" style="text-align: center;">Cracking in Hashcat using brute force</td></tr></tbody></table><br /><span style="font-size: large;">Rainbow Table Formats</span><br />There are different formats of rainbow tables.Original rainbow tables had their own format (RT), FreeRainbowTables have index rainbow tables (RTI and RTI2), <a href="http://cryptohaze.com/index.php">Cryptohaze</a> have his own format (GRT) and <a href="http://project-rainbowcrack.com/file_format.htm">RainbowCrack Project</a> uses compact rainbow tables (RTC). The main difference is the way they are calculated and stored.<br /><br />In this blog post I'm going to use the RTI2 format tables from FreeRainbowTables as they have the most complete tables and support (still in beta) for GPU processing.<br /><br /><span style="font-size: large;">The Hashes</span><br />In order to compare brute force and wordlists with rainbow tables, we need some hashes to crack. I've made 10 hashes from randomly chosen passwords from the <a href="http://iqsecur.blogspot.com/2012/01/analysis-of-rockyou-leak.html">RockYou leak</a>.<br /><br /><b>Password Hash</b><br />JUBSQUAD08 d8345c89b946376a7851a65f869badeb<br />CHUMPADZ a4e98a338bdd9fe9a468942b1ada10da<br />naomi1 bf29e956e892a58066873de557927389<br />r124026243 a62af261a00404b5c4465bbe4d5b9234<br />scarlett f5dba72177a903feec9af0ee9ff5108e<br />rocker d4ed17ec4bca7d7d87efb949a3293d68<br />doraines1 87691c22664559a76b255e01f4a22382<br />password 5f4dcc3b5aa765d61d8327deb882cf99<br />193644 4e562c4d962d7f0ecd3076a696deb864<br />ericson d5f9762acb42de03a05fa69243eb43f0<br /><br />Character-set: 0-9a-zA-Z<br />Minimum length: 6<br />Maximum length: 13<br /><br />I've also created 3 hashes that should theoretically show the power of rainbow tables.<br /><br /><b>Password Hash</b> <br />12345678901234 100416b93d34d3482c47a7f06ca50f29<br />AsD12 !! b2974bde01dccc073d9d186300ebdcc8<br />password9 5d69dd95ac183c9643780ed7027d128a<br /><br />Character-set: 0-9a-zA-Z + symbols<br />Minimum length: 8<br />Maximum length: 14 <br /><br /><span style="font-size: large;">The Process</span> <br />In order to crack the hashes in the most efficient way possible using each method, I'm going to use the most optimal configuration for each hash. Examples:<br /><br />Password<b>: naomi1</b><br />Brute force: character-set: a-z0-9 <br />Wordlist: no rules<br />Rainbow tables: md5_loweralpha-numeric-space#1-8<br /><br />Password: <b>12345678901234</b><br />Brute force: character-set: 0-9<br />Wordlist: Do not apply to this password<br />Rainbow tables: md5_numeric#1-14<br /><br />This method ensures that the timings of cracking each hash can be relatively compared. All the hash cracking will be done on the GPU. I'm also not going to use any rules with the word lists as the time to crack each password would depend on the rules used. I'm using the IQ Wordlist <a href="http://iqsecur.blogspot.com/2012/01/building-perfect-wordlist.html">from here</a>.<br /><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody><tr><td style="text-align: center;"><img alt="" height="273" src="data:image/png;base64,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" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr style="color: black;"><td class="tr-caption" style="text-align: center;">Cracking in rcracki using rainbow tables</td></tr></tbody></table><br /><span style="font-size: large;">Benchmark</span> <br /><img alt="" src="data:image/png;base64,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" /><br />* Not actually cracked. It is worst case time to crack in theory. In short: It would take too long time for me to crack.<br /><br />The measurements was done using <a href="http://hashcat.net/oclhashcat-lite/">oclHashcat-lite</a> and <a href="http://freerainbowtables.com/en/download/">rcracki_mt</a> on a Geforce GTX 560Ti and hard disk reads of about 89 MB/s on average.<br /><br /><span style="font-size: large;">Conclusion</span><br />In this analysis I cracked 12 out of 13 hashes by combining the 3 methods. That is a total of 92,3%.<br /><br />The power of rainbow tables is only visible when trying to crack complex passwords of lengths equal or close to the upper limit of the rainbow table. Using brute force, it would theoretically have taken ~72 days to crack the password "AsD12 !!". However, it only took rainbow tables about 37 minutes. That is a huge speed improvement! however, using rainbow tables on ordinary passwords will result in lower speeds, partly due to the time it takes to read the large rainbow tables from disk.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com1tag:blogger.com,1999:blog-2077469061561410808.post-64740948022157169672012-01-23T05:33:00.000+01:002016-12-03T10:51:20.805+01:00Sending Files Using Twitter<br />A user of Twitter tried <a href="http://pastebin.com/1pxubqfw" target="_blank">an experiment</a> where he uploaded a image of 21436 bytes to Twitter by base64 encoding the file and posting it in 153 twits (due to the twit length limit of 140 characters).<br /><br />I extracted <a href="https://twitter.com/#%21/Justatest2099" target="_blank">the data</a> from twitter and combined it into the image as seen below:<br /><br /><img alt="" src="data:image/jpeg;base64,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" /><br /><br />It seems there is an error in the image, but the experiment and the question it poses is still valid.Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0tag:blogger.com,1999:blog-2077469061561410808.post-79482146514329873232012-01-22T00:56:00.000+01:002016-12-03T10:51:20.826+01:00Analysis of 30.000 Phished Facebook AccountsThis analysis is based on 7 leaks of <a href="https://en.wikipedia.org/wiki/Phishing" target="_blank">phished</a> Facebook accounts leaked by the hackers 0x0mar and Hannibal. One of the leaks from Hannibal were advertized to contain over 100.000 accounts, but the it seems that he can't count since the leak only contained a combined total of 25.000 accounts.<br /><br />No passwords were cracked, all passwords were phished.<br /><br /><span style="font-size: large;">Data Validity</span> <br />As always with phished accounts, there is a lot of garbage and that makes the analysis have a high statistical error. Together with the fact that all 7 leaks contained duplicate accounts (same email and password combination multiple times) and the fact that around 2.000 accounts had a password length less than what the Facebook policy allows, the apparent quality of the leaks is very low. After filtering the data and removing garbage, I ended up with 27.978 accounts. <br /><br /><span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">The Results</span></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Length distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAd0AAAEFCAIAAAApMqp7AAAUoUlEQVR4nO2dMbbaSrBFmYlH4YQpOPhTcHQn4BH8hOAFXqyXO3xTuNkfCYOpH4BES90qNeLKp7u092It+woB4lTVoWmJrtOfP38uAADQBn/+/DldLhcDAIA2uFwu+DIAQEPgywAAbYEvAwC0Bb4MANAW+DIAQFvgywAAbYEvAwC0Bb4MANAW+DIAQFvgywAAbYEvAwC0Bb4MANAW+DIAQFvgywAAbYEvAwC0Bb4MB+J2PZ9Op9PpdL7e6u8S0uZRwd7gy3EZa3rKkSscX4YuwJfj8vlRsuU7H5/qo5PQri8vvDy+fEzw5biMvvys6cSqD1no+DJ0Ab4cl4Ivp5MbR6x0fBm6AF+OS9GXy1uzKY98nmM2Wz3bYeHeoq2UvWY8hPSZsynyuT09HnW+3spPkL6x8/W2xZdn2pR98+Mzf7G5ggvzSufrtXTH/QkmR7Xy/BAHfDkudb68cHZw4m/lfTLzLdxbOoanvZQ2jq+6OD1e+EA5n5ND8I8rf47Z3u7n1ZIykwPId/Pm+ut8ueo9QBTw5bisjIwfrnG7ntdGrsOGmY0+7q67t+y348bRf+avWdqnPGE+e9J8b3+4mftywamzd5P65rDbc1u213zD85nX5jHc54do4Mtxcc/7OYOtzCIKzlt4mYVnnFvZdAQ43zj/e8mlcvuumpgtf4UoPyAz0+oDXRQwH2fnHzoVb4NJ5/Dgy3Fxvzu7c6jzvaZ3+w/OvGJqzA9PGb/3T6c7sqHtbESY+erSjgt3vDK/7F1muPIBsvhZtPwN5KXzfovvGoKAL8dlxWwfODOYya75XuWLPLyHnq+30Zavt+SMXWZTi/a5bJ5L5yGrL2+Y3+XN7J5e9OWKWODLkIAvx8X50u7uVGNeRVdYuDd9vsfLfXymU6z56HF1vJzNY3z5eLlusqDSNwu2PHtafBkS8OW41PhyaRJ11ZFenW9+PuE5mVUdjfnjY34SrN6l1n259uLt5aG4Z8xVvplNJlc/Eb58UPDluLw2Xi5cYZCOHBd92783e87582Zb548o2HvFwLp0ivPV6zEWTpJ+fvjXbORHtTglUrzSumKAjy9HB1+OS5UvV5wd9Nc/qlodabJTbmqlg6y5rtp3qNI7G0bsddcvr19CvX0eI3s3xd+v4MvHBF+OS50vW2FeOD0nV9jDdd3y6+Wj8MkRrs2JLO614lCTI0t/k1f5u5LCm1sY17u+mV8nV7wIOT9afPmg4MsA+5L/iCTdykXIkIMvA+xL6XvLsZePgjXwZYCdeeEHPgBm+DLAX6HgzUwOwxL4MgBAW+DLAABtgS8DALQFvgwA0Bb4MgBAW+DLAABtgS8DALQFvgwA0Bb4MgBAW+DLAABtgS8DALQFvgwA0Bb4MgBAW+DL69zXyn2u/uX3Acl7cMyXErs/U9bD4nY9s+ojAODL69yu5/P1+pG0aksa25X6Gg3blu4fmkEPXUtHm2bdRwAwq/fl6ZgxawhnFnQA+HgPRdcsvL/pfolJj4949m1LfRlXBoCROl+ejxmf/jLdJdoAcHTe0pspizDrrTlvl/n8+9kANMLnFwB8HTW+nI8Z1305iCsn3wV8Cy5unBpu8RGDYOXenABwRNZ9uTRmLDRUDzgAzFr/jG+qOHVsmfVm4+Pclh+iPv4JIhwAvMWaL7tjxsfW2eZNA8B///330jA/v5++/3z+//nHjF8/vp2+/fiV/f9y+fk9+eO592Pb8Pw/v2c7AfTOrx/fTmnR/Pw+jnXyfL/vPL/z+ZBx47BpfN5nPbXIf//993W+vDxmTPZIt20cAHrH0ADPz6TpKc/T8zTe/PRnega0OIcx0WZ42u4nfwBm5Fc0edcsjdc7Tc+ST76Wp9YS6oTWyJovJ1SMl59WM+z8VHn1OGoPuUVC5QTA15GdnVq5Zsnyu6ajmsfmgCe0Erb5cjqKngwKNw8Au/bl8SMbAFLys1Mr1yyl30jH3eaDv2HMF+yEVsILvrz3cagPAQC+lNLZqVVfnjx6uG86n5r9KiDcFU34MgDsQ+nslHfNUuHx+Z2zGYuYVzThywCwO9Mz58vn/VLXLV1aOt22/YRW4+DLALA7k1Fu4ZqlcRidXvBU+r3E0hxIrCua8GUAkBPseop3wZcBQAxXNM3AlwEA2gJfNjP7n//9v/ZvQn0A4G+CL5vhywDQEviyGb4MAC2BL5vhywDQErW+vNh79JT9VHJTHyl8GV8GgDt1vlyxUt+by+7hy/gyANyp8eWqlfreXHYPX8aXAeDOui9Xr9T31rJ7+DK+DP0ir45gRbTmyxtW6tu07N7XtWvZgjxdam5aiQAc5NXRfhHt3kfKXamvyz5S8nSpuQn1AfCRV0ewIlrz5YSKlfp67SMlT5dIKQUHRF4dwYpoky9bubtov32k5OkSKaXggMirI1gRveDLex+H8NXl6RIppeCAyKsjWBHhy2adZJVQHwAfeXUEKyJ82ayTrBLqA+Ajr45gRYQvm3WSVUJ9AHzk1RGsiPBls06ySqgPgI+8OoIVEb5s1klWCfUB8JFXR7AiwpfNOskqoT4APvLqCFZE+LJZJ1kl1AfAR14dwYoIXzbrJKuE+gD4yKsjWBHhy2adZJVQHwAfeXUEKyJ82ayTrBLqA+Ajr45gRbTuy8NCF+mancm25xIY9JEipeCgyKsjWBGt+vJzQbhkec/ZSp+PTfSRIqXgmMirI1gRvbaeXMGiB+gjRUrBYZFXR7AiemUe42m0k3mMpBnrW32khMjTpeamlQjAQV4d7RfRl/YrmRl0brefH/M1lrf2kao84j2Qp0vNTagPgI+8OoIV0Qu+PO8YVd5IH6mjpxQcEHl1BCuiNV9O54nzofF8I32kSCk4IvLqCFZEq+PldCp54tDZRvpIkVJwUOTVEayIXprH2Pc4hK8uT5dIKQUHRF4dwYoIXzbrJKuE+gD4yKsjWBHhy2adZJVQHwAfeXUEKyJ82ayTrBLqA+Ajr45gRYQvm3WSVUJ9AHzk1RGsiPBls06ySqgPgI+8OoIVEb5s1klWCfUB8JFXR7AiwpfNOskqoT4APvLqCFZE+LJZJ1kl1AfAR14dwYoIXzbrJKuE+gD4yKsjWBHhy2adZJVQHwAfeXUEK6J1Xy71kZqskDFspY8UKQUHRV4dwYpo1ZeLfaRmrUvO1xt9pEgpOC7y6ghWRC/MYzzNeGq59+30kSKl4LDIqyNYEb0yjzEY7ay73+DI9JHa96aVCMBBXh3tF9HufaQWfDn5mz5SO9yE+gD4yKsjWBG94MvjTMbMl6eNpOgjdfSUggMir45gRbTmy8U+UmkH1kk3VvpIkVJwROTVEayIVsfLxT5Sk+vkytfF0UfqqCkFB0ReHcGK6KV5jH2PQ/jq8nSJlFJwQOTVEayI8GWzTrJKqA+Aj7w6ghURvmzWSVYJ9QHwkVdHsCLCl806ySqhPgA+8uoIVkT4slknWSXUB8BHXh3BighfNuskq4T6APjIqyNYEeHLZp1klVAfAB95dQQrInzZrJOsEuoD4COvjmBFhC+bdZJVQn0AfOTVEayI8GWzTrJKqA+Aj7w6ghURvmzWSVYJ9QHwkVdHsCKq8OVxKYx88YvJAhn0kSKl4KDIqyNYEa368rgg3HwRudmCRPSRIqXgsMirI1gRvbYufr0v00fqsCkFB0ReHcGKqN6XUy+ezGMMG+kjte9NKxGAg7w62i+iXfpIFUbId8bF8tNd6SO1w02oD4CPvDqCFVGVL096ksyZtpGij9ThUwoOiLw6ghXRui/nA+Llu+kjRUrBEZFXR7AiWvPl6RVxgwUnXaQSz6aPFCkFx0ReHcGKqHZ++S8ch/DV5ekSKaXggMirI1gR4ctmnWSVUB8AH3l1BCsifNmsk6wS6gPgI6+OYEWEL5t1klVCfQB85NURrIjwZbNOskqoD4CPvDqCFRG+bNZJVgn1AfCRV0ewIsKXzTrJKqE+AD7y6ghWRPiyWSdZJdSnaT4/JpfJp9fWFy6gLy5RO7lvtt7LtnVrj4a8OoIVEb5s1klWCfVplvuvTRcXLyzcsbjQy912r8Mj3ly39mjIqyNYEeHLZp1klVCfxlmwzKIFL/nyw4c/F3wZV/aRV0ewIsKXzTrJKqE+jVM2zdmCWg+KS9Q+pyiSp3pr3dqjIa+OYEVU4cuFPlKTWbxhM32kSCkNJV9enq9IH3bfJdm3PPPx+rq1R0NeHcGKaNWXi32kkqHIsJk+UqSUikKqrayCOO50vt7yU4Wp+W5ct/ZoyKsjWBG9MI+RL+J5557d9JEipVTkyVaew8gfVvLzZNP2dWuPhrw6ghVRvS8/v+zNviIOyUsfqX1vWona5Of3dJj77cevy+Vyufz68e30/edkx3FT+ojZPo8nHLf++vFteMb7Eyw8BjqpIG0R7d5HasGXk7/pI7XDTahP/3A9xb7IqyNYEVX58qyP1MyXp98Z6SN19JRqkPGkB+yEvDqCFdG6Lxdm4VKfnng2faRIKTgi8uoIVkRrvlzuIzU5hV2+Lo4+UkdNKTgg8uoIVkS188t/4TiEry5Pl0gpBQdEXh3BighfNuskq4T6APjIqyNYEeHLZp1klVAfAB95dQQrInzZrJOsEuoD4COvjmBFhC+bdZJVQn0AfOTVEayI8GWzTrJKqI8cufjEyEeufLAA4ctmnWSVUB85cvGJkY9c+WABwpfNOskqoT5y5OITIx+58sEChC+bdZJVQn3kyMUnRj5y5YMFCF826ySrhPrIkYtPjHzkygcLEL5s1klWCfWRIxefGPnIlQ8WoDpfnrWCLzd7p48UKbUXcvGJkY9c+WABql1PLuvjUFhjjj5SpNROyMUnRj5y5YMFqHYe41Vfpo/UYVNqD+TiEyMfufLBArTdl5eW/qSP1E43rURa5OITIx+58u0HaJc+Uovj33zZfPpI7XMT6iNHLj4x8pErHyxAb/vyvPUwfaSOnlJ7IBefGPnIlQ8WoK8dL9NHipTaBbn4xMhHrnywAK37ctIxapyWSLc97Zo+UqTUTsjFJ0Y+cuWDBah2vPwXjkP46vJ0iZRSeyAXnxj5yJUPFiB82ayTrBLqI0cuPjHykSsfLED4slknWSXUR45cfGLkI1c+WIDwZbNOskqojxy5+MTIR658sADhy2adZJVQHzly8YmRj1z5YAHCl806ySqhPnLk4hMjH7nywQKEL5t1klVCfeTIxSdGPnLlgwUIXzbrJKuE+siRi0+MfOTKBwsQvmzWSVYJ9ZEjF58Y+ciVDxYgfNmsk6wS6iNHLj4x8pErHyxA+LJZJ1kl1EeOXHxi5CNXPliA6nx53kdqskLGsCYGfaRIqb2Qi0+MfOTKBwtQ3bpF8z5Sydqet+v5dL7e6CNFSu2IXHxi5CNXPliANq3zWTJp+kiRUvshF58Y+ciVDxagLb486+43ODJ9pPa9aSXSIhefGPnIlW8/QLv3kVrw5eRv+kjtcBPqI0cuPjHykSsfLEBf4MvTRlL0kTp6Su2BXHxi5CNXPliAtvjyeK5v/n/6SJFS+yAXnxj5yJUPFqB1Xy71kZpsLV8XRx+po6bUHsjFJ0Y+cuWDBah2vPwXjkP46vJ0iZRSeyAXnxj5yJUPFiB82ayTrBLqI0cuPjHykSsfLED4slknWSXUR45cfGLkI1c+WIDwZbNOskqojxy5+MTIR658sADhy2adZJVQHzly8YmRj1z5YAHCl806ySqhPnLk4hMjH7nywQKEL5t1klVCfeTIxSdGPnLlgwUIXzbrJKuE+siRi0+MfOTKBwsQvmzWSVYJ9ZEjF58Y+ciVDxYgfNmsk6wS6iNHLj4x8pErHyxA+LJZJ1kl1EeOXHxi5CNXPliANvjysPLFZHWMt5pIGb4cKKX2QC4+MfKRKx8sQBt9ebYa0ZtNpAxfDpRSeyAXnxj5yJUPFqBdfPllV8aXA6XUHsjFJ0Y+cuWDBejdeYzBf99qImX0kaq4aSXSIhefGPnIlW8/QLv0kSpz75WdbtnURMoYL1fchPrIkYtPjHzkygcL0Hu+POshtbWJlOHLgVJqD+TiEyMfufLBAvSF4+XtTaQMXw6UUnsgF58Y+ciVDxagDb6cNpaa9Pzb3ETK8OVAKbUHcvGJkY9c+WABenMe4yuPQ/jq8nSJlFJ7IBefGPnIlQ8WIHzZrJOsEuojRy4+MfKRKx8sQPiyWSdZJdRHjlx8YuQjVz5YgPBls06ySqiPHLn4xMhHrnywAOHLZp1klVAfOXLxiZGPXPlgAcKXzTrJKqE+cuTiEyMfufLBAoQvm3WSVUJ95MjFJ0Y+cuWDBQhfNuskq4T6yJGLT4x85MoHCxC+bNZJVgn1kSMXnxj5yJUPFiB82ayTrBLqI0cuPjHykSsfLED4slknWSXUR45cfGLkI1c+WIA2+XKyQsawJgZ9pEipHZGLT4x85MoHC9C2dYsGx71dz6fz9UYfKVJqX+TiEyMfufLBAvS6L08t927S9JEipXZFLj4x8pErHyxAL/vyrLvf4Mjv9pH6559/vq5jCwBAW+zbR2rBl5O/N/WRAgCAO+/68rSR1PY+UgAAcOdlXx7P9c3//14fKQAAuPO6L9vkOrnydXGv95ECAIA7m3wZAAB2A18GAGgLfBkAoC3wZQCAtsCXAQDaAl8GAGgLfBkAoC3wZQCAtsCXAQDaAl/+KyS/kOSHkGIKXR2gB56Bix83fPldJmuE1LBhdWr4MmZdHYiEiOmCZ+ukwfr8CD+ywZff4P4BPmZI1aAYM9CCLzfDYxWd6eqUCxU0jdWrpt4f+PImZo780gODZ1TzDItqhR9zdcLnR83MxGSMHP8TFV/eRF0uZcTPp/a5Xc+n08fn3Z0Jhpx7ICpqaTqYDj66wZe3M8+o1XmMA8yLtc7k+wofk1JyR649PR7/FA2+/C715/2Yw9AziQGfkzreKIYjhA1f/lswOGuDdEzGx2Q3PM8KxDdlw5cBAFoDXwYAaAt8GQCgLfBlAIC2wJcBANoCXwYAaAt8GQCgLfBlAIC2wJcBANoCXwYAaAt8GQCgLfBlAIC2uFwup9+/f18AAKANfv/+/f8GVjxZDO+UqAAAAABJRU5ErkJggg==" /><br /><span style="font-size: large;"><span style="font-size: small;">Average password length: 8,579955</span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Character distribution</b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Unique character distribution</b></span></span><br /><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeEAAAEhCAIAAADHwI/tAAATtElEQVR4nO3dPY7rxhKGYe3Eq3DCLTjwFhxxA17BTWYABwfCARyeUFtg5pVoMbqByGb1D39Fsqq73wcGjocaaaqHnI9Uk2Ldfv369QUAsOfXr1+3r6+vFwDAnq+vLzIaAIwiowHALjIaAOwiowHALjIaAOwiowHALjIaAOwiowHkrGtvveb+fC963pvbqO2mnzI+x1/8fs6wwL3C897IJ1yCjAaQree9cQnatUOayqWxrnXJ/Lw3w/+Pzxav3dyfr9fz3rjInn7V06zL6K4N90bJHVG40MReCECp/DB24Tub0X7SDs9J5G+Q0ToJvSaj37uX9LheckcULmxbE3shAMXyjn5dNHtzHUHoBPndB/Hz3jRNEz6nP8ps7k/Fw8u1cx1eviYDO1o4HE0r74UAFEy8ew+ml93DXvBMZvS4NPWctnPJf3FY78no5CBTC+9b90KPx8Pd7emff/45+4ZSAAry1++33/9KLPztj7/Hr//+4zf5Xf3D/lL/hfqv+n/+/uM37/X2eDweRjL6OX6xfS+0pioAeItP+qWXivOE4v9FgMlvEEk2ZGDXXnsgfUBGv+c6kgvlU/t/Vs/rkNEAFsiZZ282Nl4qIiq6yC54qfRVDsM3XDxnuyej0zuiyb3Tzr0QGQ3gOLmeEVvO6PSUfHJHFC38ZC9ERgM4iru8LDtrj6OvZ7MqALgSGQ0AdpHRAGAXGQ0AdpHRAGAXGQ0AdpHRAGAXGQ0ge3/+77+z/9MaGhkNIHtktAKbVQEwiIxWYLMqAAaR0QpsVgXAIDJagc2qABhERiuwWRUAg8ho33gPUnEr6ESn8I/6gpPRAFYiowXZcGXsQ5PoFB50Pt96j20yGsBKZPTI74k1RHOqU3iQ0Vu7IJDRAFYiowWvh2Of2BMNZ7utfcGDyjZ9P4BqkdGeuHvWXFPw14a+4I/Hw7U3//7+3tkYHUBlLsjoA6t9PB7nZrQwNvueaAr+oi84gLNxHJ02Tnukm4K/6AsO4AJktDBMWYQtvlOdwukLDuACZLQCm1UBMIiMVmCzKgAGkdEKbFYFwCAyWoHNqgAYREYrsFkVAIPIaAU2qwJgEBmtwGZVAAwioxXYrAqAQWS0AptVATCIjFZgsyoABpHRCmxWBcAgMlqBzaoAGERGK7BZFQCDyGgFNqsCYBAZrcBmVQAMIqN94lbR4+2hEwuHRen7SS9Xtq0qALUioyXRCWvskRUs7Jscyr7gWzuDk9EAViKjpVRG+/H7/o4go7clNBkNYDUy2je2y+pTd6IveD/XIfJ6AX3BAexwQUYfWO3pfcGf9+Z2a7t3UrfddEaLr9vOJfvKGemtVQGoFsfRgpjqcOEcZLT3LcMkR//P6tOGZDSAlchowQvgrr0NyRudMxy+6P9/mI/uWjIawKHIaI+4yi597V36WrthrmPlmUMyGsBKZLQCm1UBMIiMVmCzKgAGkdEKbFYFwCAyWoHNqgAYREYrsFkVAIPIaAU2qwJgEBmtwGZVAAwioxXYrAqAQWS0AptVATCIjFZgsyoABpHRCmxWBcAgMlqBzaoAGERGK7BZFQCDyGgFNqsCYBAZLcg7k8pbjdIXHIASMnrC2EeWvuAA1JDRSaJDFn3BAegho1OCQ2f6ggNQckFGH1jt6X3B41imLzgARRxHR4Zms2/0BQegiIwO+SlMX3AAmshoX3DY/EZfcABKyGgFNqsCYBAZrcBmVQAMIqMV2KwKgEFktAKbVQEwiIxWYLMqAAaR0QpsVgXAIDJagc2qABhERiuwWRUAg8hoBTarAmAQGa3AZlUADCKjFdisCoBBZLQCm1UBMIiMVmCzKgAGkdEKbFYFwCAyOpS4ESl9wQEoIaM9fg8Wt4y+4AB0kNFSKmrpCw5ADxktPO9N0zT+VMdRfcGDyjZ9P4BqkdGCl8f9tMdRfcEfj4drb/79/b2zMTqAylyQ0QdW+3g8LsvofgaDvuAAFHEcLYlAdi3A6QsOQA8Z7RtmLbwm3/QFB6CEjFZgsyoABpHRCmxWBcAgMlqBzaoAGERGK7BZFQCDyGgFNqsCYBAZrcBmVQAMIqMV2KwKgEFktAKbVQEwiIxWYLMqAAaR0QpsVgXAIDJagc2qABhERiuwWRUAg8hoBTarAmAQGa3AZlUADCKjFdisCoBBZLQk7h4t7wYt7h893DN6WJS+n/RyZVuqAlAvMloKGmO9ifZYQx+WoC/41s7gZDSAlchoKZXRfvy+AzvI6G0JTUYDWI2Mlry5jnfsTvQF7+c6RF4voC84gB0uyOgDqz25L7jUtbeh2Xcqo8XXffNwOVu9XNnOqgBUhuPoKf00dJDRYnL65SY5+n9WnzYkowGsREZPGI6j3XnCV/D/IpKH+eiuJaMBHIqMlsRFdsHBc7TUO2ge5jpWnjkkowGsREYrsFkVAIPIaAU2qwJgEBmtwGZVAAwioxXYrAqAQWS0AptVATCIjFZgsyoABpHRCmxWBcAgMlqBzaoAGERGK7BZFQCDyGgFNqsCYBAZrcBmVQAMIqMV2KwKgEFktAKbVQEwiIxWYLMqAAaR0QnvW42ONxqlLzgAJWR05Hlvmvt9bCNLX3AAasjoQB+/Y+jSFxyAHjLa42YsXOzSFxyAogsy+sBqT+4LLvJ4KaPF1/QFB3AajqMF2c5QHCbTFxxQNBwCRUdBXTvTRDTVhXR8NXG2af/J/2uQ0WnjFDN9wQFN45+VPGDq2tut7aZOBb0fTTzgXxHw4cn/a5DRad66oi84YID/LrZfkvqjm4ra8IqAD0/+X4OMVmCzKsCmca4jStB0qj7vTdM00YFVfEXAjpP/1yOjFdisCjDOm2t8vV4zGT0uHqY9UlcEeE/ZfvL/GmS0AptVAeaFsx0rMlqc2Y+uCIi/ZdPJ/2uQ0QpsVgVYJGM4OhU4MYMsQjo+9g6ftf/k/zXIaAU2qwJMEpfepU/ku2PiIJqnJrG9jP7k5P81yGgFNqsCMmfzuoxPkdEKbFYFZM1d5FwYMlqBzaoAGERGKzimKjchl/h8bGoiLjyv7X/CPf7a9gdkgUqQ0QqOqMqdevbOW09+BDZ69sxnarP4gCxQCTJawbFViWPclWEa3CcqfGYWH5AFKkFGKzi0Kv96o9RHYEPxXQ8SnQysf0AWqAQZreDAqrxD4uRHYGef4Ux+XsvqB2SBSpDRCo6qKvwIVfIjsIGJ6E59s+kPyAKVIKM96buJm+wLngrbhY/AvtLzHP1y/8Wsf0AWqAQZLSXvJm6yL7j8fGxw+8XUIhHcYZ2pz9Rm8AFZ1OaCqFJMqxkFj/rTe/wHh5FyeVZ9wbkuAyUgo8sb9WdzHYmj0P7LfX3Bg8o2ff8nSv2ALGpDRpc36o+Oo9107lF9wR+Ph2tv/v39vbMxOlCrazJae5QJeY368Xisj9mvz67r6Gc76AsOWHBNRmuPMqHgUW/P6OTdxOkLDhhARpc36h3H0em7idMXHFBHRpc36g/nOk5ksyrAMjK6vFGT0UA5yOjyRk1GA+Ugo8sbNRkNlIOMLm/UtWR0wasQcMjo8kZNRme/CgGHjC5v1GR09qsQcMjo8kZNRme/CgGHjC5v1GR09qsQcMjo8kZNRme/CgGHjC5v1GR09qsQcMjo8kZNRme/CgGHjC5v1GR09qsQcMjo8kZNRme/CgGHjC5v1GR09qsQcMjo8ka9K6PdraLl3frF/aOHxcOi9P2klyvbVtWsglch4JDR5Y16R0a7Riqy4YpojzUsDvqCb+29TUYDW5HR5Y36o7mOuBHW2zuwg4zeltBkNLAdGV3eqD/J6LHT7ERf8H6uQ+T1gvP6gl+wCg+sFtjnmozWHmVCXqO+qC+4zOWJjBZft53rZ7hyRnpfVVMuWIUHVgvsc01Ga48yoeBR78xor/d3lNFicvrlJjn6f1afNiSjga3I6PJGvSejuzZq7i0z28vveMranXJcrmxTVfMKXoWAQ0aXN+rtGT1MWQyGtBbX3qWvtRueuPLMIRkNbEVGlzfq/fPRZyOjga3I6PJGTUZnvwoBh4wub9RkdParEHDI6PJGTUZnvwoBh4wub9RkdParEHDI6PJGTUZnvwoBh4wub9RkdParEHDI6PJGTUZnvwoBh4wub9RkdParEHDI6PJGTUZnvwoBh4wub9RkdParEHDI6PJGTUZnvwoBh4wub9RkdParEHDI6PJGTUZnvwoBh4wub9R7M7prw7uM0hcc0EZGlzfq/ff4T7WZfb1e9AUH1JDR5Y16/1yHl7j0BTe54aI2ZHR5oz4mo+kL/qfJZsmozTUZrT3KhLxGfVFf8BUZLb6mLzhwvmsyWnuUCQWP+pSMpi84oIKMLm/Ux2Q0fcFtbrioDRld3qj3ZLS4yi5xoR19wQEtZHR5o95/HH02MvoYievWpx4f9p5HX+qOy5DR5Y2ajM5+Fc5KXLcePBy9rzn+Uncd8zun1KPDOz25LLOdExld3qjJ6OxX4ZzJDxqlHp5+yoeXumuY3zklHx3PlLhz4NntnMjo8kZNRme/CmcsXxPZNO7Q0aXSIZe6K5vfOS3susYl2e2cyOjyRk1GZ78KZyxn9PhwP+1xxqXu15sfxdSj41yH9wnanHZOZHR5oyajs1+FM2avWw8ffh8knnGp+/X2ZbT3DfGiHHZOZHR5oyajs1+FcyavWx8f7sPKPXrCpe7Xm985Ley6Esuy2TmR0eWNmozOfhUuSFxbF0Tz1Pv7wy51VzC/c0o+Kiebvetdcto5kdHljZqMzn4Vbmf/1NcR5ndOE4/GO6y8dk5kdHmjJqOzX4VbuevI6lP+zomMLm/UZHT2qxAr1bBzIqPLGzUZnf0qBBwyurxRk9HZr0LAIaPLGzUZnf0qBBwyurxRH5fR9AUHtJHR5Y36qIymL7jFDRe1IaPLG/VBGU1fcJMbLmpDRpc36mMy+oybpZHRh2DgVQ38glFXO3CtoZ2a0eLrdfejeTwerr359/f3zsboAGDYz58/16fr1xkZbbAveEYYeG0YeG02DfyYjLbfFzwjDLw2DLw2Ghn9st4XPCMMvDYMvDZKGX20f//9V7sEHQy8Ngy8NpsGbjejAQBkNADYRUYDgF1kNADYRUYDgF1kNADYRUYDgF1kNADYRUajeBtui7vjBo0XvJRZ14xx9qeU3+s994wufw1N8Ace3NSqIO4WAx9kQUkZPdxR4RbeV6Fr526zMDx6cFEnjLFro/tFZJfR8+tiKzI6U3VktLiDYtfuHmBhGS1vWLZ132U9o5/3pmnbYGPOLqOPVWJGR3d3EutY7OFEn5joqGTYVII/gfGV34vFT+qXyMOc8efERz0HD9zL6K69tffhh4qBxwvj2iYGvmvsBwzcv8ttsGAYdNc29/vYOnPsLCF/V/HYZ+8ClliP08/yXj94qVTBnwjyatye3QNyxcibUTb3bhxU38zO2hjfrxe+hugZsrBhi2qDX8HUt3l/NX1Lv4XNafmvxrvbZ7Amtisuo5N3SXUb0fPeNs2YKO/OA3Jtd+OrRJtaFBjxg/EuI/36n5vPaLkFj3+54cJEbcmBv/aM/aCBvzdyL1j7L7xQEvHkMjb1C3GbxMTddPsXnao4/Szx9jw+BkgU/InwRcSm3cguosEqE/uepbWiOEa5Sif6OiU37Liw6BeU/LaJjJ7fnFb81YiCD3ibUVxGpzorygYDbdffwPq9yJ/e8w87ntGPipZ5T3ebgn9Annr9owceHUd34fclFqZqm/gb2z72Qwf+fjH3hxNUOg5N/BrkQFK/kPR2ErR5S/3BT29dwXeEf6jHzAskMto7jl6f0fbG6KdfXPzihu1vCeHGmYzjuYXJzWnNX0206/pI+Rktf/HvOc2ufb+FGd6PJ44m1mX0xN5Vbv2nTRT71ezO6LC21Rm9NPb70QMPYjR5QPhJRkfTYi+5HsPv876az6+44E/Ecx3BEWz63XUqo62NsZOTNDd/Rm5bRic2zkMzeumvhoyWooyeeA/76tpb27bDdtre383Kp0I0tbHJV3M/XLz8LVxNp4e0N/3mbb3RW/vJ9/vTUzPB4q1jPyKkn8Naiv5e2jYVwdMZvXGuIxiL97YoOQ8wl19RwR/+Svz9YfDWb6LN0XRGmxljkGjiy8Rcx3xhiY1zclpjjIF1Gb3mr2Z8T8Nch7/vlaul5x8QyBU8PiTevER7bl/8neOPatvWOykz/oDU6x9i6oW7qdMjyXM+/ktMHgntGPsRA0+uy6d/PcOq4+hN5wyfqfU4/ayl/AoL/oT/VjueA514XB7wvn8LyW1VcYzRQWfyLcLK837hxjmR0eP3Nff7yuPo14q/mvC3/dGfQPYZjVj03mJyYa6yG8xlBXtJd+2v6fyflt1qPwYZXZ7SM/q06aOzXFnw3FuAs3/u2T+uoG14CzIaAOwiowHALjIaAOwiowHALjIaAOwio5cd9Amx/FQ7cFTF+HZORi8zvgrPU+3AURXj2zkZvcz4KjxPtQNHVYxv5xVn9MQHXq+6EbCeageOqpSyndea0ZM3jrnsRsBKqh04qlLQdl5rRkc3YIxufhjfOKY79EbASqodOKpS0HZORsuvrrwRsJJqB46qFLSd15rR+jcCVlLtwFGVgrbzWjP6pX4jYD3VDhxVKWU7rzijd6n09ogVDxxVMbidk9FbmLok50rVDhxVMbmdk9EAYBcZDQB2kdEAYBcZDQB2kdEAYBcZDQB2kdEAYBcZDQB2kdEAYBcZDQB2fX193X78+PEFALDnx48f/wdKXrKVUZJ5agAAAABJRU5ErkJggg==" /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Contained in common wordlists </b></span></span><br /><span style="font-size: large;"><span style="font-size: small;"><b> </b></span></span><img alt="" src="data:image/png;base64,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" /><br /><br /><span style="font-size: large;"><span style="font-size: small;"><b>Top 30 most common passwords</b></span></span><br /><img alt="" src="data:image/png;base64,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" /><br /><br /><b>Top 30 longest passwords</b><br /><img alt="" src="data:image/png;base64,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" />Genboxhttp://www.blogger.com/profile/06409161195797258709noreply@blogger.com0