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How to convert ASCII code (0-255) to its corresponding character?
... The i values (0-255) would be from the ISO-8859-1 character set. (The question asker declined to identify which "extended ASCII" [vague term] was wanted, except by accepting this answer.)
– Tom Blodget
Nov 3 '17 at 13:30
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Android requires compiler compliance level 5.0 or 6.0. Found '1.7' instead. Please use Android Tools
...but works ok with x64 jvm (and x64 eclipse IDE).
As helios said, you must set project compatibility to Java 5.0 or Java 6.0.
To do that, 2 options:
Right-click on your project and select "Android Tools -> Fix
Project Properties" (if this din't work, try second option)
Right-click on your pro...
For every character in string
How would I do a for loop on every character in string in C++?
9 Answers
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python: SyntaxError: EOL while scanning string literal
I have the above-mentioned error in s1="some very long string............"
15 Answers
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Swift - Split string over multiple lines
How could I split a string over multiple lines such as below?
15 Answers
15
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Iterate keys in a C++ map
...osed to be fast and not allocate anything. Also, it will be slow for large sets.
– Kevin Chen
Nov 14 '18 at 22:29
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Advantages of std::for_each over for loop
Are there any advantages of std::for_each over for loop? To me, std::for_each only seems to hinder the readability of code. Why do then some coding standards recommend its use?
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Why are primes important in cryptography?
...rize an integer into its prime factors. Yet, it is very easy to check if a set of prime factors multiply to a certain integer.
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Could not load file or assembly 'xxx' or one of its dependencies. An attempt was made to load a prog
...update was just released 5/10/16 (yesterday!). I found the Platform Target set to x64, which caused the error noted. Setting to "Any CPU" fixed it.
– Michael D. O'Connor
May 11 '16 at 5:05
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Why is pow(a, d, n) so much faster than a**d % n?
I was trying to implement a Miller-Rabin primality test , and was puzzled why it was taking so long (> 20 seconds) for midsize numbers (~7 digits). I eventually found the following line of code to be the source of the problem:
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