BOT PST-Greedy-Tom vs Vladimir: Analysis board • playstrategy.org

05:00

987654321987654321

1P-76+0.2P-34+0.12Bx22=−0.3Sx22−0.53B*55−0.5G-32−0.64P-16−0.7B*65−0.85P-56−1.0Bx56−0.76P-36??−3.8...Blunder. The following was best.6.G49-58B-657.S-78[...]6...Bx47+−3.77Bx22=?−7.2...Mistake. The following was best.7.B-77S-337...Gx22−7.68G-68−9.8+Bx36−7.39S*55−8.2R-52−7.110G-57−8.9P-54−8.811S-66−9.7B*37??−2.3Blunder. The following was best.11...P-5512Nx37−2.8+Bx37−2.713B*48−3.1+Bx28−2.614Sx28−3.3N*45+0.215B*15??−1.9...Blunder. The following was best.15.G-46N-3315...K-41−2.116G-46−2.3P-44−2.217K-69−2.1R*29??+2.8Blunder. The following was best.17...S-6218.S-78S-53[...]18Gx45??−17.4...Blunder. The following was best.18.G-39Rx39=18...Rx49+−15.519N*59−19.6+Rx48−7.520Bx48−8.2Px45−7.421R*43−6.8K-32−7.722Rx45+−7.4R-42−6.923+Rx34−8.0G-33−8.024+Rx33−11.4Kx33−10.825B-15−12.8P-24−11.426G*36−24.5G*14−16.227P*34−19.2Kx34−15.628P*35−25.9K-33−22.929P-34−24.9Kx34−23.130B-26−27.4G-25−17.231Gx25−19.7Px25−19.532G*35−20.5K-23−24.133Gx25−26.3R-49+−27.734Bx71+−32.3R*48−38.735S*24?!#−6...Your opponent can now force a win. The following was best.35.G-34K-3235...K-32#−636P*33#−6K-41#−537P-32+#−5Kx32#−438S-23+#−4Kx23#−439G-14#−3Px14#−240S-68#−2B*58#−441K-78#−4B-47+#−642Nx47#−6Rx47+−37.543+Bx61?!#−5...Your opponent can now force a win. The following was best.43.B*69+R47-3843...+R47-58?!−33.9Lost forced winning sequence. The following was best.43...S*6944.K-77N*85[...]44B*34−38.3K-33−18.245G*23−34.9K-42−32.246B-52+−38.4K-31−38.247+B-53−39.5K-41??#1Your opponent can now force a win. The following was best.47...S*4248.G-32Kx32[...]48+B61-52

1-0

Checkmate, Sente is victorious

FEN

SGF

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(;FF[4] GM[8] CA[UTF-8] AP[playstrategy.org] DT[2024.11.01] EV[Rated Shogi tournament https://playstrategy.org/tournament/uvYp9lXO] TM[300.0.10.1] PW[Vladimir] PB[PST-Greedy-Tom] RE[1-0] PC[PlayStrategy: https://playstrategy.org/r9jQf5Ac] GN[PST-Greedy-Tom vs. Vladimir] BR[1352] WR[1758] SZ[9] SU[Standard] ;B[cgcf] ;W[gcgd] ;B[bhhb] ;W[gahb] ;B[*Bee] ;W[fagb] ;B[igif] ;W[*Bde] ;B[egef] ;W[deef] ;B[gggf] ;W[effg+] ;B[eehb] ;W[gbhb] ;B[didh] ;W[fggf] ;B[*See] ;W[bbeb] ;B[dheg] ;W[eced] ;B[eedf] ;W[*Bgg] ;B[higg] ;W[gfgg] ;B[*Bfh] ;W[gghh] ;B[gihh] ;W[*Nfe] ;B[*Bie] ;W[eafa] ;B[egff] ;W[fcfd] ;B[eidi] ;W[*Rhi] ;B[fffe] ;W[hifi+] ;B[*Nei] ;W[fifh] ;B[iefh] ;W[fdfe] ;B[*Rfc] ;W[fagb] ;B[fcfe+] ;W[ebfb] ;B[fegd] ;W[hbgc] ;B[gdgc] ;W[gbgc] ;B[fhie] ;W[hchd] ;B[*Ggf] ;W[*Gid] ;B[*Pgd] ;W[gcgd] ;B[*Pge] ;W[gdgc] ;B[gegd] ;W[gcgd] ;B[iehf] ;W[idhe] ;B[gfhe] ;W[hdhe] ;B[*Gge] ;W[gdhc] ;B[gehe] ;W[fbfi+] ;B[hfca+] ;W[*Rfh] ;B[*Shd] ;W[hcgb] ;B[*Pgc] ;W[gbfa] ;B[gcgb+] ;W[fagb] ;B[hdhc+] ;W[gbhc] ;B[heid] ;W[icid] ;B[cidh] ;W[*Beh] ;B[dich] ;W[ehfg+] ;B[eifg] ;W[fhfg+] ;B[cada] ;W[fgeh] ;B[*Bgd] ;W[hcgc] ;B[*Ghc] ;W[gcfb] ;B[gdeb+] ;W[fbga] ;B[ebec] ;W[gafa] ;B[daeb])