Question 1
An ordered triple of positive integers $(a,b,c)$ is called a V-triple if $a\lt b\lt c$ and it satisfies all the following conditions:
- $a$ is a factor of $b+c$;
- $b$ is a factor of $c+a$;
- $c$ is a factor of $a+b$;
- The sum of $a$, $b$ and $c$ is less than or equal to $2025$.
How many V-triples are there in total?
- $a$ is a factor of $b+c$;
- $b$ is a factor of $c+a$;
- $c$ is a factor of $a+b$;
- The sum of $a$, $b$ and $c$ is less than or equal to $2025$.
How many V-triples are there in total?