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Proving Non-existence of a wildcard (2)
uf.      SOA  É
u*.fA
ue.f  AÉ
u*.e.f.AÉ
ud.e.fAÉ
u*.d.e.f.AÉ
uc.d.e.fAÉ
u*.c.d.e.f.AÉ
ub.c.d.e.f    AÉ
u*.b.c.d.e.fA
We have to prove that all these wildcards are NOT in the zone

These are the NXT RRs and what
they proof.

b.c.d.e.f NXT f
(no *.b.c.d.e.f nor a.b.c.d.e.f)

c.d.e.f NXT b.c.d.e.f
(no *.c.d.e.f.)

d.e.f. NXT c.d.e.f.
(no *.d.e.f.)

e.F NXT d.e.f.
(no *.e.f.)

f. NXT e.f.
(no *.f)





In this case you will only have to return

b.c.d.e.f NXT  a
Since it already proves that there is no
closer match for the wildcard.

b.c.d.e.f cancels *.f, *.e.f, *.d.e.f , etc.