Misleading Marathoners ||

In this scenario, marathoners A, B, C and D completed a marathon, and each of them made a statement. You know that only the person who came fourth spoke the truth, and that the other marathoners lied, but you don't know who.

Mention your answer as the order of which the people's position are

For example:

$(ABCD)$

A = $1^{st}$ , B = $2^{nd}$ , C = $3^{rd}$ and D = $4^{th}$

A is replaced with $1$ , B is replaced with $2$ , C is replaced with $3$ , and D is replaced with $4$

We then type it as " $1234$ "

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The statements made by the marathoners:

Marathoner $A$ 's statement

Marathoner $B$ speaks the truth and I am placed either $2^{nd}$ or $3^{rd}$

Marathoner $B$ 's statement

I speak the truth and I am placed $4^{th}$

Marathoner $C$ 's statement

Marathoner $D$ speaks lies and I am not $3^{rd}$

Marathoner $D$ 's statement

Marathoner $C$ speaks lies and I finished before three people

Report area : The report room