Let's determine the percentage of candidates who do not get admission.
Let the number of boys be x. Therefore, the number of girls is 2x.
The total number of candidates is x + 2x = 3x.
The number of girls getting admission is 30% of 2x:
\(0.30 \times 2x = 0.6x\)
The number of boys getting admission is 45% of x:
\(0.45 \times x = 0.45x\)
The total number of candidates getting admission is \(0.6x + 0.45x = 1.05x\).
The number of candidates who do not get admission is \(3x - 1.05x = 1.95x\).
The percentage of candidates who do not get admission is:
\(\frac{1.95x}{3x} \times 100\)% = \(65%\)
Thus, the percentage of candidates who do not get admission is 65%.