# Is there any numerical data or theorems on the minimum distance between consecutive zeros of the zeta function?

Title basically. I'm looking for any results, papers, or data pertaining to the distribution of zeros of the zeta function on the critical line.

Some numerical data which has a max height $T$ and $\min{\delta_N}$ columns would be great.

I'm also only looking at the first 10,000 - 1,000,000 zeros but asymptotic results or anything would be really helpful.

Cheers guys!