When the \(5^{\text{th}}\) Virahanka-Fibonacci number is multiplied by the \(7^{\text{th}}\) Virahanka-Fibonacci number. What type of number is the result - even or odd?
\(5^{\text{th}}\) Virahanka number \(=\)
\(7^{\text{th}}\) Virahanka number \(=\)
Parity of the product \(=\)