First you need to add a unique post ID to each of your posts: <div class=”entry masonry-brick” id=”{PostID}”>…</div> The documentation mentions requesting the like status once the new posts (or new page) has been appended / loaded: function( newElements ) { var $newElems = $( newElements ).css({ opacity: 0 }); // Create Array of $newElems … Read more
sleep infinity does exactly what it suggests and works without cat abuse.
The odds, i.e. 2-coprimes, are generated by “rolling the wheel” [2], i.e. by repeated additions of 2, starting from the initial value of 3 (similarly from 5, 7, 9, …), n=3; n+=2; n+=2; n+=2; … # wheel = [2] 3 5 7 9 The 2-3-coprimes are generated by repeated additions of 2, then 4, and … Read more
Try this: $(‘document’).ready(function() { $(document).scroll(function(){ if(document.documentElement.clientHeight + $(document).scrollTop() >= document.body.offsetHeight )$(document).scrollTop(0); }); });
You can use the second argument of iter(), to call a function repeatedly until its return value matches that argument. This would loop forever as 1 will never be equal to 0 (which is the return value of int()): for _ in iter(int, 1): pass If you wanted an infinite loop using numbers that are … Read more
One (arguably more “proper”) way to approach this would be to write your own iterator for iterators that @BenBolker suggested (pdf on writing extensions is here). Lacking something more formal, here is a poor-man’s iterator, similar to expand.grid but manually-advancing. (Note: this will suffice given that the computation on each iteration is “more expensive” than … Read more
In your last else block, you need to clear the ‘w’ or other invalid input from the Scanner. You can do this by calling next() on the Scanner and ignoring its return value to throw away that invalid input, as follows: else { System.out.println(“You have entered an invalid input. Try again.”); in.next(); }
Your first definition, kart xs ys = [(x,y) | x <- xs, y <- ys], is equivalent to kart xs ys = xs >>= (\x -> ys >>= (\y -> [(x,y)])) where (x:xs) >>= g = g x ++ (xs >>= g) (x:xs) ++ ys = x : (xs ++ ys) are sequential operations. Redefine … Read more
In Python, you can do: test = float(“inf”) In Python 3.5, you can do: import math test = math.inf And then: test > 1 test > 10000 test > x Will always be true. Unless of course, as pointed out, x is also infinity or “nan” (“not a number”). Additionally (Python 2.x ONLY), in a … Read more