strange smears on film

[serge_j_f._levy]

<p>Hey there. I am shooting tri-x with an m6ttl. Processing with perceptol in metal tanks with metal reels. Every so often, I am getting the attached problem of light smears across two frames. It doesn't go farther than two frames and almost always spans both frames. It is sporadic and doesn't seem to follow a predictable pattern. Any thoughts would be greatly welcome.</p>

<p>best,<br />Serge<br>

www.sergelevy.com<br>

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

[peterbcarter]

<p>That is a light leak.</p>

[Craig_Cooper11664875449]

<p>...and looking at the waves at the top (from non constant-velocity cranking), its happening on the rewind.</p>