Im doing fyp on sabah &amp; saraawak map. it came without prj file. i manage projected it and its allign to each other. but now i think the map is too small. as in the whole continent is within few hundred meters.    What is wrong here?
I have a Shapefile but its coordinate system is Unknown, and there is no *.prj file.   How can I identify it now?
Can we continue to show the "Take a tour" banner after a user has created an account? So, I was messing around in the Skyrim console and increased my speed a lot. Now I want to reset my speed but the command player.setav speedmult 100 isn't working. Is there any way to reset this? How can I easily share links or text between my Android phone and my laptop? What is the difference between convolutional neural networks and deep learning? Distance from a point to a plane in normed spaces How can we calculate the distance from a point to a plane in normed spaces ? where we are not inner product, for example:  Calculate the distance in $(C[0,1],||\cdot||)$ endowed with the supremum norm $$||f||=\sup_{t\in[0,1]}|f(t)|$$ from the function $f(t)=t^2$ to the linear hull of the functions $g(t)=t$  and  $h(t)=\sin(t)$  Any hints would be appreciated. How were hobbits created? How were hobbits created? I can't find any reference in The Silmarillion about this. Are they just men who have shrunken over generations or what? What is approximate error of Pythagorean Theorem vs. Haversine Formula in measuring distances on sphere at various scales? Many people when first trying to calculate distances between two longitude / latitude pairs  ask if Pythagorean theorem works as an appropriate distance function.  Most often people answer "no, the Pythagorean theorem only works on a 2D Euclidean plane." Rarely, however, do people mention the effect of scale and location on the sphere on how inaccurate the Pythagorean theorem is.  The basic idea being at very small scales, the surface of a sphere looks very much like a plane. At very large scales, it distances along the surface are more curved and therefore the difference between the incorrect Pythagorean Theorem and the correct Haversine Formula is greater.  Does anyone know a formula or rule of thumb that tells you the difference between the two distance measures based on the scale of the distance you are trying to measure?   I think having this explicitly would help in:   explaining why the Pythagorean Theorem isn't perfect; and in letting people who are looking for more "rough" distances know when Pythagoras actually will serve their purposes. What is $\sum_{r=0}^n \frac{(-1)^r}{\binom{n}{r}}$? Find a closed form expression for $$\sum_{r=0}^n \dfrac{(-1)^r}{\dbinom{n}{r}}$$ where $n$ is an even positive integer.  I tried using binomial identities, but since the binomial coefficient is in the denominator, I can't do much. Also, I'm seeking a non-calculus, elementary solution, if possible. Thanks. How to resolve merge conflicts in Git repository? I'm having a problem rendering the environment map. I downloaded a sample project that has the same settings as my project but it renders without a problem. I tried using both a .hdr and .png image. Attached are screenshots with node settings. First is the incorrect render and 2nd image is the project the renders correctly. How do I go about fixing this? $\sin \frac{1}{x}$ is not uniformly continuous on $[1, \infty]$ Is it true that $0.999999999\ldots=1$? I'm told by smart people that $$0.999999999\ldots=1$$ and I believe them, but is there a proof that explains why this is? Prove that neither $A$ nor $B$ is divisible by $5$ Let the sum   $$ {1+ \frac12 + \frac13 + \frac 14+ \dots +\frac1{99} + \frac 1{100}}$$  be written as $\frac AB$, where $A$ and $B$ are positive integers with no common factors. Show that neither $A$ nor $B$ is divisible by $5$.    Using Mathematica, I found the sum is $$\frac AB=\frac {14466636279520351160221518043104131447711}{278881500918849908658135235741249214‌2272}$$ What does "sudo apt-get update" do? What is the plural of the abbreviation of "multiplicity automaton", "MA" or "MAs"? The "multiplicity automaton (MA)" is a model in compute science and its plural is "multiplicity automata". Should the plural of the abbreviation be MA or MAs?      is not a duplicate as it is focused on cases like "ATMs" where the expanded form "automated teller machines" has a regular plural ending in "s." Unlike "machines," the word "automata" has an irregular plural that does not end in "s." It's unclear from the linked answers how abbreviations that end in words like this should be pluralized. A high-ranking  mentions "VIPs," but a high-ranking  says     VIPs' is a strange one. It could be argued that the expanded acronym,   when pluralized, should be 'Very Important People' rather than 'Very   Important Persons'. Using this argument, 'VIP' could be used as a   singular or plural noun. "The VIP has arrived." "The VIP have   arrived." I'm not sure anyone else would agree with my logic, though. Is “might could” a correct construct? I'm writing a shell script for Linux, using Bash, to translate any video-file into a MP4. For that, I'm using avconv with libvorbis for audio.   Inside my script, I have a question for the user :   read -p "- Audio Quality [scale from -2 to 10] ? "     if [ -n "$REPLY" ] ; then     ABITRATE="-aq $REPLY"     fi   My "ABITRATE" string goes into the final avconv command-line.  But I would like to give the user the opportunity to answer that question with a value in Kb (Kilobit), and translate it into the scale that libvorbis uses. The "scale from -2 to 10" is this :   Quality Kbit/s  Normalization -----------------------------  -2      ~32        y  -1      ~48        y   0      ~64        y   1      ~80        y   2      ~96        y   3     ~112        y   4     ~128        n   5     ~160        n   6     ~192        n   7     ~224        n   8     ~256        n   9     ~320        n  10     ~500        n   I would like to know how to check if my $REPLY is in a range of number. For example, I would like my script to do something like this :   if [ $REPLY is a number between 1 and 32 ] ; then   REPLY="-2" elif [ $REPLY is a number between 33 and 48 ] ; then   REPLY="-1" fi   Is this possible (I'm willing to say 'yes of course, shouldn't be hard' but I don't know the syntax to use) ? Inductive proof of the closed formula for the Fibonacci sequence Converting a short cage rear derailleur to a long cage derailleur Is it possible to convert a short cage rear derailleur (for example the Huret Svelto) to a long cage derailleur by just taking the lower cage and replacing it by a longer one? Is a 1st-level spell cast using a 4th-level slot a 1st-level spell, or a 4th-level spell?