`youtube.com` on the block list catches `music.youtube.com` — a plain entry
covers its subtree. `youtube.com` on the *allow* list caught only itself,
because exceptions were glob-matched whatever they looked like and a plain name
has no metacharacters. The same text in two boxes of the same form meant a
subtree in one and a single hostname in the other, with nothing in the UI
saying so.
A plain exception now covers its subdomains; a masked one is glob-matched
exactly as before, which is still how you spare something narrower than a whole
subtree (`docs.*`, `*.docs.google.com`).
Three enforcers decide this and all three had to move together, or an exception
would work in the browser and not at the resolver: `blocker_service.is_allowed`,
`:core`'s `isAllowed`, and the desktop DNS stub's own allow check, which was
reusing the generic glob matcher. Parity tests on both sides, plus the two
sentences in the web UI and the README that promised the old behaviour.
Co-Authored-By: Claude Opus 5 <noreply@anthropic.com>
A hosts file cannot express a wildcard, so '*.youtube.com' was only ever the
base domain plus the guessed labels. The patterns the server now hands over
as unexpandable are answered by a stub on 127.0.0.1, and the helper owns one
systemd-resolved drop-in that points just those zones at it:
* the stub is listening before the drop-in is written, and the drop-in is
removed before the stub stops, so a zone's queries never land on a dead
port;
* stub and route live as long as the app, not the interval: between
intervals they forward everything, instead of restarting resolved (and
dropping its cache) on every pomodoro;
* a crashed run leaves a world-readable drop-in the next start adopts, and
the stub comes back before anything else;
* masks with nothing routable after their last '*' ('*gram*') are reported
as unenforceable, not silently dropped.
The Blocker page now reports what is really in place — the hosts region, the
routed zones, and the masks this machine cannot do — rather than the whole
expansion. 39 desktop tests, including the ordering invariants.
timka123andClaude Opus 5