Native Camera2 input on Android using command line ffmpeg
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It is possible to use ffmpeg executable to grap camera input using the command line? Actually I am trying to run it from ‘adb shell’ But maybe I cloud also run it from java code.
FillChar and StringOfChar under Delphi 10.2 for Win64 Release Target I have a question about a specific programming problem in Delphi 10.2 Pascal programming language. The StringOfChar and FillChar dont work properly under Win64 Release build on CPUs released before year 2012. Expected result of FillChar is just plain sequence of just repeating 8-bit characters in a given memory buffer. Expected result of StringOfChar is the same, but the result is stored inside a string type. But, in fact, when I compile our applications that worked in Delphi prior to 10.2 by the 10.2 version of Delphi, our applications compiled for Win64 stop working properly on CPUs released before year 2012. The StringOfChar and FillChar dont work properly they return a string of different characters, although in a repeating pattern not just a sequence of the same character as they should. Here is the minimal code enough to demonstrate the issue. Please note that the length of the sequence should be at least ...
Least number of vertices in a graph with which one can uniquely recover some partition of N Given a partition of an integer N, its P-graph is the graph whose vertices are its parts, two of which are joined by an edge if and only if they have a common divisor greater than one i.e. they are not relatively prime. For an integer N, let kN be the least number such that a graph on kN1 vertices exists that is the P-graph of exactly one partition of N into kN parts. It has been shown, for example, that k200 6. Determining kN in general seems hopeless, but perhaps satisfactory estimates can be found. In particular, how big is, say, k1000 Less than 12, as estimated by this proposer Consider a cycle of length greater than 3. If we label the edges of this P-graph by the gcds, then a vertex on this cycle between two labels a and b must be a multiple of ab, and a and b are coprime. Thus all the labels are pairwise coprime and greater than 1, so the smallest k many such labels can be no smaller tha...
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