I was thinking about buying some RROD Xbox 360s and JTag them and making a bit of cash. All the fixes i have found are only temporary.
I've heard of kits that can fix your Xbox 360 if you happen to get the . Do any of these work, and do they void your warranty? Are there any other noteworthy tips or tricks?
I want my Ubuntu to look like Mac OS X. Just icon and theme if possible! Is it possible? Is there any way to install slingshot launcher? How can I install .ipa file to my iPhone simulator? I need to install .ipa file to my iPhone simulator.   I tried to change the extension .ipa to .zip and extracted it.  And I got the Payload folder and moved the application inside to my iPhone simulators applications folder found at: /Library/Application\ Support/iPhone Simulator/6.1/Applications/.   Application appears on iPhone Simulator, But the application did't running. How to solve the problem then how to run the app. I have 24 accounts, how can I delete them all in one go? Is there a way to delete all stack exchange accounts at the same time?  I also want to remove all traces of my posts on the site. Is that possible?   Will I have to delete all of my posts manually?  Can I use the stack exchange API for this? The refraction through hot air around a candle flame Why the intensity of light is more around the region of hot air around the flame of candle in the shadow cast by the light from the collimated source ?    Most of the articles mention it is due to the refraction of light through hot air around the candle's flame. But I'm unable to understand how refraction make this happen. I'm aware there are been several similar questions, and some great answers with hints on how to prove this, for example  and .  But I've never really seen a detailed proof of the absolute convergence of the Riemann zeta function in the half-plane $\Re(s)&gt; 1$.  I hope there's interest on a detailed proof of this for reference. Here is my attempt. Please, fill in any detail that might be missing, or point out any mistake!  On $\Re(s)=\sigma&gt; 1$, we have  $$\sum_{n=1}^{\infty}\bigg|\frac{1}{n^s}\bigg|=\sum_{n=1}^{\infty}\frac{1}{n^\sigma}$$  and  $$\frac{1}{n^\sigma}\leq\frac{1}{n^{1+\epsilon}}$$  for any $\epsilon &gt;0$, so by the direct comparison test, if   $$\sum_{n=1}^{\infty}\frac{1}{n^{1+\epsilon}}$$  converges absolutely, then so do $\sum_{n=1}^{\infty}|1/n^s|$ and $\zeta(s)$.  By the integral test, the convergence of $\sum_{n=1}^{\infty}1/n^{1+\epsilon}$ is equivalente to the finitude of the integral  $$\int_1^\infty \frac{1}{n^{1+\epsilon}}=\bigg[-\frac{1}{\epsilon x^\epsilon}\bigg]=\frac{1}{\epsilon}$$  which holds for any $\epsilon &lt; \infty$.  Any correction or improvement is welcomed! Thanks in advance. Does the intersection of two finite index subgroups have finite index? If $f:D\to D’$ is analytic and $u: D'\to R$ is harmonic then the composition of $u$ and $f$ is harmonic in $D$ If $f:D\to D’$ is analytic and $u: D'\to R$ is harmonic then the composition of $u$ and $f$ is harmonic in $D$.  How can I show that the above statement is true/false? Can anyone help me? Is it easy to enter the UK multiple times on the same Business Visitor Visa? I got a business visitor visa, sponsored by a company, for a 4-5 day visit. The visa was provided for a period of 6 months, with multiple entry possible.   First, what should I carry with me when entering the UK (at LHR)? Will they just take a look at my visa and let me in, or will I have an interview or something? (I haven't seen indication that I should carry documents or anything with me, but I thought I'd ask).  Second, if I want to re-enter the UK in a month or two (not for a business purpose), can I do that on the same visa, since it's multiple entry? Or is the second entry different than the first (i.e. if the first doesn't have an interview, they'll have an interview on the second entry?) What does character set and collation mean exactly? I can read the MySQL documentation and it's pretty clear. But, how does one decide which character set to use? On what data does collation have an effect?  I'm asking for an explanation of the two and how to choose them. IF/ELSE script in sender profile I'm trying to create a dynamic sender profile where the from name and from email change if a value is present in a specific field of the data extension. I want the Lead First Name value and Lead Last Name values to appear. I'm trying to keep all the logic in the sender profile. %%=IIF(EMPTY(AttributeValue(&quot;X&quot;)), &quot;Bill&quot;, AttributeValue(&quot;LeadFirstName&quot;) AttributeValue(&quot;LeadLastName&quot;))=%%  Not sure why, but doing the test, the script shows up as the sender and isn't resolving. How to create an index map of atlas features in QGIS 3? I realise that this question has been asked before (), however I am still unable to figure out how to create an index map of atlas features in the QGIS map composer.  Basically, I have a line and I have five atlas maps showing the extent of the line, and to show where which map corresponds to the line a I need five overviews on a map with numbers on them, which will look similar to below:    I've created five overviews, but as all of these must be set to correspond to the main map frame, all of them show the overview for which ever atlas feature is selected at the time, rather than appearing as separate index tiles.  Can anyone tell me where I am going wrong? If I have a sequence of .obj (or any other readable format) files created from my own simulation code (say cloth simulation), can I use the rendering capabilities of blender to generate a video?   Is there a way to set the material properties for frame 1 and use the same or rest of the frames while the corresponding meshes are imported afresh from that ones I provide? How do you sort du output by size? How to make grass appear on top of ground not in middle? Huge close votes review queue on Stack Overflow Today, the size of the close-votes queue is 55k questions and growing. Is that a problem?   Which action could be taken to clean it up? It seems to be growing faster than Stack&nbsp;Overflow members are capable to handle it. Prove that for every odd integer n, there is a group... Prove that for every odd integer n, there is a group with exactly n elements of order 2.  I am new to abstract algebra and proofs in general. Proving existence is difficult for me, but I will show what I have.  $$n = 2k + 1$$ $$k \in \mathbb{Z^+}$$  $$\exists G \supset H = (a_1 , a_2 , ..., a_n, e)$$  $$s.t. |a_1| = |a_2| = ... = |a_n| = 2$$  My instinct is to use Lagrange's Theorem, although I would like to try another method to prove this as we have not gone over cosets in class yet. If someone could just give me a hint of how to start, it would be very beneficial. Thank you. Allowing all/different file type uploads Why is "women" pronounced the way it is? As far as I know, it is the only word where wo is pronounced as wee. What is the reason for this? Does it have to do with the origin of the word? I want to split a long equation in many lines I have a long line in equation. I want to split it properly in two or three lines. I've been using \begin{split} and \end{split}, but still it is not in good position. The equation's code is below.  \begin{equation} \begin{split} \frac{r(r-1)c_{0}}{z} + \\ &amp;  \sum_{0}^{\infty}[[(j+r)(j+r+1)c_{j+1} - [(j+r)(j+r-1) - l(l+1)]c_{j}] \\ &amp;= 0, \end{split} \end{equation} Does metric signature affect the stress energy tensor?