We can print a series of even, odd, or Fibonacci numbers until $n$ th element:

Even series: $246810$dots$(2**i)dots{n}^{th}$ element, where $1in$

Odd series: $13579$dots$(2**i-1)dots{n}^{th}$ element, where $1in$

Fibonacci series: $11235813$dots $($cur $=$ prev$1+$ prev$2)..n^{th}$ element

Write a program that reads data $(n,$ option$)$ from an input file $("$input$.$data"$).$ The

option represents the type of series $(1$: Even, $2$: Odd, and $3$: Fibonacci$),$ and $n$

represents the number of elements in the series.

Note: A switch statement must be used to select the options.

Input data such as $"52"$ indicates printing option $2,$ which is the odd series, up to $5$

elements. The output for this input would be: $"13579".$

Again, Input data such as $"53"$ indicates printing option $3,$ which is the fibonacci

series, up to $5$ elements. The output for this input would be: $"11235".$

The program should read a set of $($n$,$ option$)$ pairs from the input file $("$input$.$data"$),$

and then write their corresponding series to an output file $("$output$.$data"$).$

Sample Input File $("$input$.$data"$)$

$61$

$31$

$42$

$73$

$32$

Sample Output File $("$output$.$data"$)$

$24681012$

$246$

$1357$

$11235813$

$135$

Note: Make your source code readable with the necessary comments. Check and print a

message if the file opening task was successful or not. Don't forget to close the files.