
Does the above image correctly mean "This is a 404 error?"
That is, does this
$$ \sum_{i = 47}^{54} $$
mean 404? Or should it just be this,
$$ \sum_{47}^{54} $$
without the equals?

Does the above image correctly mean "This is a 404 error?"
That is, does this
$$ \sum_{i = 47}^{54} $$
mean 404? Or should it just be this,
$$ \sum_{47}^{54} $$
without the equals?
It should be $$\sum_{i = 47}^{54} i$$
Note that: $$\sum_{i = 47}^{54} i = (47 + 0) + (47 + 1) + \ldots + (47+7) =\\ 47·8 + (0+1+\ldots+7) = 47·8 + \frac{7·8}{2} = 404$$
As desired. This is what I think was intended but here are many more options, such as:
$$\sum_{i = 47}^{54} \frac{404}{8} = 404$$
$$\sum_{i = 47}^{54} (101-i) = 404$$