I think |34.o4 does not sufficiently protect against the latent threat 35.n9. For example, 36.m337.j4. Then again, n9 would seem to work in the regular line as well (|34.p535.n9) and that should have been simpler than what actually happened... unless I am missing something.
On
2019-08-17 at 17:20,
Alan Hensel
said:
It's interesting, because as of |24.p13, it looks like Black has the game won. Nobody would have blinked if White resigned that position.
On
2019-08-17 at 17:51,
SamDakota
said:
What would you have done as black for #26? 26.r13?
38.r4 39.s7 40.q2 41.t5
38.t4 39.q7 40.q2 41.s3
38.q7 39.t6 40.r8 41.t9
38.r8 39.q7
?
27.s15 28.r17 29.t17 30.s21 31.r18 32.q20 33.p19 34.o19 35.n18 36.m20 37.g19 38.j17 or maybe 33.p17 34.m20 ... but 31.q20 and 31.r19 also have to be checked.
|26.r13 looks equivalent after 27.s12 28.q15 29.s15, but if the path across the bottom doesn't work, this is worse across the top.
32.q20 33.t20 34.u20 35.v19 or
32.t18 33.u19 34.u22 35.v21 36.w21 37.t20 38.p20 39.q19 40.o22 41.o18 42.m19 43.l17 44.j18 45.d19
Maybe 28.r19 would be better for black?
|26.q15 27.s15 28.r17 29.t17 30.s21 31.r19 32.t18 33.u19 34.u22 35.v21 36.w21 37.t20 38.p20 39.q19
and then 40.q20 would seem to be winning for Black... or 40.n21, then 41.p18 42.m19 43.l15 44.g19 or 41.q19 42.q20 43.s18 44.m19 45.l15 46.g19 which also looks good for Black.
|26.q15 27.s15 28.r17 29.t17 30.s21 31.r19 32.t18 33.u19 34.u22 35.v21 36.w21 37.t20 38.p20 39.o20 40.n21
then 41.p18 42.m19 43.l15 44.g19 or 41.q19 42.q20 43.s18 44.m19 45.l15 46.g19
So my Klaus move seems to work after all. But I still believe 28.r19 works for black.