In a computer engineering company, the blood groups are distributed as follows: 

$46\%$ O$,42\%$ A$,9\%$ B$,3\%$ AB$.$ It is known that O is a universal donor, A can only donate to A and AB$,$ B can only donate to B and AB$,$ and AB can only donate to AB$.$ If a computer engineer in this company needs a blood transfusion and receives blood from a donor chosen at random from this company, what is the probability that the transfusion will be successful?