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How to find out if an installed Eclipse is 32 or 64 bit version?
...pen eclipse.ini in the installation directory, and observe the line with tem>x m>t:
plugins/org.eclipse.equinom>x m>.launcher.win32.win32.m>x m>86_64_1.0.200.v20090519
then it is 64 bit.
If it would be plugins/org.eclipse.equinom>x m>.launcher.win32.win32.m>x m>86_32_1.0.200.v20090519 then it is 32 bit.
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HTML 5 Favicon - Support?
...there are several things to consider.
The first (of course) is Internet Em>x m>plorer. IE does not support PNG favicons until version 11. So our first line is a conditional comment for favicons in IE 9 and below:
<!--[if IE]><link rel="shortcut icon" href="path/to/favicon.ico"><![endif...
How is Math.Pow() implemented in .NET Framework?
..._Dbl_RetDbl, COMDouble::AbsDbl, CORINFO_INTRINSIC_Abs)
FCFuncElement("Em>x m>p", COMDouble::Em>x m>p)
FCFuncElement("Pow", COMDouble::Pow)
// etc..
FCFuncEnd()
Searching for "COMDouble" takes you to clr/src/classlibnative/float/comfloat.cpp. I'll spare you the code, just have a look for yourself....
Inheriting constructors
...e see Wikipedia C++11 article. You write:
class A
{
public:
em>x m>plicit A(int m>x m>) {}
};
class B: public A
{
using A::A;
};
This is all or nothing - you cannot inherit only some constructors, if you write this, you inherit all of them. To inherit only selected ones you need to write...
Get the closest number out of an array
...ordered but ok for small lists. Even without a binary search a loop could em>x m>it if the nem>x m>t number is further way.
– Dominic
Dec 19 '19 at 5:21
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What is the difference between range and m>x m>range functions in Python 2.m>X m>?
Apparently m>x m>range is faster but I have no idea why it's faster (and no proof besides the anecdotal so far that it is faster) or what besides that is different about
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What is the apply function in Scala?
...ling and verbing nouns ( an AddTwo class has an apply that adds two!) em>x m>amples.
3 Answers
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How do I tell matplotlib that I am done with a plot?
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You can use figure to create a new plot, for em>x m>ample, or use close after the first plot.
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Why do we check up to the square root of a prime number to determine if it is prime?
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Since it doesn't hurt (em>x m>cept for sometimes an additional division) to check one more divisor, you can just calculate ceil(sqrt(n)).
– gnasher729
Aug 3 at 9:28
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Haskell error parse error on input `='
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In GHCi 7.m>x m> or below, you need a let to define things in it.
Prelude> let f m>x m> = m>x m> * 2
Prelude> f 4
8
Starting from GHC 8.0.1, top-level bindings are supported in GHCi, so OP's code will work without change.
GHCi, version 8.0....