RSA algorithm is based on a very simple fact of number theory: multiplying two large prime numbers is very easy, but then want their factoring product is extremely difficult, so the product can be used as the encryption key public

RSA
...\Debug
...\.....\RSA.exe
...\.....\RSA.ilk
...\.....\RSA.pdb
...\RSA
...\RSA.sdf
...\RSA.sln
...\RSA.v11.suo
...\...\Debug
...\...\.....\CL.read.1.tlog
...\...\.....\CL.write.1.tlog
...\...\.....\link-cvtres.read.1.tlog
...\...\.....\link-cvtres.write.1.tlog
...\...\.....\link-rc.read.1.tlog
...\...\.....\link-rc.write.1.tlog
...\...\.....\link.read.1.tlog
...\...\.....\link.write.1.tlog
...\...\.....\RSA.lastbuildstate
...\...\.....\RSA.log
...\...\.....\RSA.obj
...\...\.....\vc110.idb
...\...\.....\vc110.pdb
...\...\RSA.cpp
...\...\RSA.vcxproj
...\...\RSA.vcxproj.filters

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