🦓 Zebraw but in HTML world

#zebraw(
  highlight-lines: (
    (3, [to avoid negative numbers]),
    (9, "50 => 12586269025"),
  ),
  lang: true,
  block-width: 100%,
  numbering-separator: true,
  wrap: false,
  ```rust
  pub fn fibonacci_reccursive(n: i32) -> u64 {
      if n < 0 {
          panic!("{} is negative!", n);
      }
      match n {
          0 => panic!("zero is not a right argument to fibonacci_reccursive()!"), 0 => panic!("zero is not a right argument to fibonacci_reccursive()!"),
          1 | 2 => 1,
          3 => 2,
          _ => fibonacci_reccursive(n - 1) + fibonacci_reccursive(n - 2),
      }
  }
  ```,
)

1

pub fn fibonacci_reccursive(n: i32) -> u64 {

2

    if n < 0 {

3

        panic!("{} is negative!", n);

4

    }

5

    match n {

6

        0 => panic!("zero is not a right argument to fibonacci_reccursive()!"), 0 => panic!("zero is not a right argument to fibonacci_reccursive()!"),

7

        1 | 2 => 1,

8

        3 => 2,

9

        _ => fibonacci_reccursive(n - 1) + fibonacci_reccursive(n - 2),

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    }

11

}

1

pub fn fibonacci_reccursive(n: i32) -> u64 {

2

    if n < 0 {

3

        panic!("{} is negative!", n);

4

    }

5

    match n {

6

        0 => panic!("zero is not a right argument to fibonacci_reccursive()!"), 0 => panic!("zero is not a right argument to fibonacci_reccursive()!"),

7

        1 | 2 => 1,

8

        3 => 2,

9

        _ => fibonacci_reccursive(n - 1) + fibonacci_reccursive(n - 2),

10

    }

11

}

#zebraw(
  highlight-lines: (
    (3, [to avoid negative numbers]),
    (9, "50 => 12586269025"),
  ),
  lang: true,
  block-width: 100%,
  wrap: true,
  numbering-offset: 300,
  ```rust
  pub fn fibonacci_reccursive(n: i32) -> u64 {
      if n < 0 {
          panic!("{} is negative!", n);
      }
      match n {
          0 => panic!("zero is not a right argument to fibonacci_reccursive()!"),
          1 | 2 => 1,
          3 => 2,
          _ => fibonacci_reccursive(n - 1) + fibonacci_reccursive(n - 2),
      }
  }
  ```,
)

301

pub fn fibonacci_reccursive(n: i32) -> u64 {

302

    if n < 0 {

303

        panic!("{} is negative!", n);

304

    }

305

    match n {

306

        0 => panic!("zero is not a right argument to fibonacci_reccursive()!"),

307

        1 | 2 => 1,

308

        3 => 2,

309

        _ => fibonacci_reccursive(n - 1) + fibonacci_reccursive(n - 2),

310

    }

311

}

301

pub fn fibonacci_reccursive(n: i32) -> u64 {

302

    if n < 0 {

303

        panic!("{} is negative!", n);

304

    }

305

    match n {

306

        0 => panic!("zero is not a right argument to fibonacci_reccursive()!"),

307

        1 | 2 => 1,

308

        3 => 2,

309

        _ => fibonacci_reccursive(n - 1) + fibonacci_reccursive(n - 2),

310

    }

311

}

#zebraw(
  highlight-lines: (
    (3, [to avoid negative numbers]),
    (9, "50 => 12586269025"),
  ),
  // numbering: false,
  lang: true,
  block-width: 100%,
  wrap: true,
  numbering-separator: true,
  ```typst
  = Fibonacci Reccursive Function
  
  This function calculates the Fibonacci number at the given index using a recursive approach.
  ```,
)

1

= Fibonacci Reccursive Function

2

3

This function calculates the Fibonacci number at the given index using a recursive approach.

1

= Fibonacci Reccursive Function

2

3

This function calculates the Fibonacci number at the given index using a recursive approach.