The sum of all the numbers are $200 \cdot\cdot\cdot03 \times 1000\cdot\cdot\cdot01$. Let's look in a bizzare way. Let's make the time when red/blue is the biggest. It is when $1+2+\cdot\cdot\cdot+1000\cdot\cdot\cdot01$ and $1000\cdot\cdot\cdot02+\cdot\cdot\cdot+200\cdot\cdot\cdot02$ The red/blue is smaller than 3, so red/blue should be $1$ or $2$. If this is the case, the sum of all the numbers should be divided bt $2$ or $3$, but this is not the case, So. it is impossible.