(;AP[HexGui:0.10.GIT]
C[2020/10/04

Black\: Peter
White\: Eric

Handicap\: 1

Black wins.]
FF[4]GM[11]SZ[13];B[a4];W[swap-pieces];B[j9];B[i5];W[j3];B[h4];W[h5];
B[e7];W[g3];B[f5];W[i2];B[f3]
C[Eric\: Here, as black, I would've played both bridge-peeps. To make sure that the (very short) potential ladders toward i2 connect even if you lose your connection to h4.]
(;W[d6]
C[Eric\: I should have played the 5th row ladder before d6. (See next variation).]
;B[j5];W[g5];B[k3];W[k4];B[k5];W[j4]
C[Eric\: Here, Black should have responded to j4 with the forcing move l4.
]
;B[f4];W[f6];B[e6];W[e11];B[e10];W[e9];B[f8];W[f9];B[h7];W[g8];B[g7];
W[e8];B[f7]
C[Here again, instead of f7, Black should have played l4. It has the same effect of connecting Black's group to the 1-edge, but also takes away White's 2nd row ladder escape.]
;W[j8];B[h9]
C[Black is connected by templates, including a long crescent using the captured cell at i6. The rest of the game is defending the templates.]
;W[h10];B[i11];W[h12];B[i12];W[j10];B[g10];W[g11];B[f11];W[e13];B[f12];
W[f13];B[g12];W[g13];B[h11];W[h8];B[i8];W[i7];B[j7];W[resign])(;W[f4];
B[d5];W[e4];B[d4];W[e3];B[c3]
C[Eric\: local tactics problem\: how should White play in the 7x7 a1 corner? White can hold Black to a 2nd row ladder while White can get a 3rd row escape.]
;W[b2];B[d2];W[c4];B[d3]))
