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The undecidability of halting problem for Turing machines implies that a it is impossible to write a program that will decide for every program if
The undecidability of halting problem for Turing machines implies that |
a | it is impossible to write a program that will decide for every program if it halts for given data |
b | you must use your brain to solve the problem if the program halts for given data |
c | each problem to which the halting problem is reduced is undecidable |
not only one can be correct
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