Jheps vs clawmac: Analysis board • playstrategy.org

05:00

987654321987654321

1P-26+0.3P-34+0.12G-78+0.2P-54+0.23P-56+0.3R-52+0.34G-58?!−0.3...Inaccuracy. The following was best.4.K-694...K-62−0.35S-480.0P-94+0.36S-57+0.2S-42+0.17P-25+0.2S-33+0.48P-36?!−0.2...Inaccuracy. The following was best.8.S79-68K-729.K-69[...]8...K-72+0.19N-37??−1.8...Blunder. The following was best.9.P-769...P-44??+0.3Blunder. The following was best.9...P-3510.Px35P-55[...]10P-76+0.3K-82+0.411P-96+0.2S-72+0.412S79-68+0.5R-42+0.813P-46+0.7G41-52+0.714S-77+0.6P-64+0.615S77-66+0.2G-63+0.216G-470.0P-14+0.117P-16+0.4P-74+0.418P-75?−0.7...Mistake. The following was best.18.S-7718...N-73?!−0.1Inaccuracy. The following was best.18...R-5219.K-69N-73[...]19Px74+0.3Gx74−0.420P*75?−1.6...Mistake. The following was best.20.B-97N-6520...G-84−1.621P-86−1.3R-62?!−0.5Inaccuracy. The following was best.21...P-6522P-45?−2.1...Mistake. The following was best.22.P-5522...P-65−1.923S-77−2.5Gx75−2.524G-87−2.7Px45−2.125Nx45−2.0S-44−2.326G-46??−6.2...Blunder. The following was best.26.P*46P-5526...P*47??−3.0Blunder. The following was best.26...R-4227K-58??−7.6...Blunder. The following was best.27.K-69R-4228.Gx47[...]27...P*76−6.928Sx76−10.5Gx76−10.129Gx76−11.4Sx45?!−5.3Inaccuracy. The following was best.29...S*3730.R-2930Bx22+−4.4Sx46−4.131Sx46−8.9Rx22−9.632Kx47−17.6P*74−7.733B*44−13.7R-42−10.434Bx11+−21.0B*39−19.535R-38−29.6G*57−28.836K-37−29.1B-48+−21.437Rx48−22.0Gx48−22.438Kx48−28.2Rx46−22.039S*47−46.2R*49#−840Kx49#−8Rx47+#−741G*48#−7S*58#−642K-39#−6N*27#−543K-28#−5+Rx48#−444Kx27#−2S*38#−145K-26#−1G*27

0-1

Checkmate, Gote is victorious

FEN

SGF

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(;FF[4] GM[8] CA[UTF-8] AP[playstrategy.org] DT[2022.05.07] EV[Rated Shogi tournament https://playstrategy.org/tournament/cGgy6uSH] TM[5+3] PW[clawmac] PB[Jheps] RE[0-1] PC[PlayStrategy: https://playstrategy.org/ojZFzSUT] GN[Jheps vs. clawmac] BR[1631] WR[1806] SZ[9] SU[Standard] ;B[hghf] ;W[gcgd] ;B[dich] ;W[eced] ;B[egef] ;W[bbeb] ;B[fieh] ;W[eadb] ;B[gifh] ;W[acad] ;B[fheg] ;W[gafb] ;B[hfhe] ;W[fbgc] ;B[gggf] ;W[dbcb] ;B[higg] ;W[fcfd] ;B[cgcf] ;W[cbbb] ;B[agaf] ;W[cacb] ;B[cidh] ;W[ebfb] ;B[fgff] ;W[faeb] ;B[dhcg] ;W[dcdd] ;B[cgdf] ;W[ebdc] ;B[ehfg] ;W[icid] ;B[igif] ;W[cccd] ;B[cfce] ;W[bacc] ;B[cecd] ;W[dccd] ;B[*Pce] ;W[cdbd] ;B[bgbf] ;W[fbdb] ;B[fffe] ;W[ddde] ;B[dfcg] ;W[bdce] ;B[chbg] ;W[fdfe] ;B[ggfe] ;W[gcfd] ;B[fgff] ;W[*Pfg] ;B[eieh] ;W[*Pcf] ;B[cgcf] ;W[cecf] ;B[bgcf] ;W[fdfe] ;B[bhhb+] ;W[feff] ;B[egff] ;W[dbhb] ;B[ehfg] ;W[*Pcd] ;B[*Bfd] ;W[hbfb] ;B[fdia+] ;W[*Bgi] ;B[hhgh] ;W[*Geg] ;B[fggg] ;W[gifh+] ;B[ghfh] ;W[egfh] ;B[ggfh] ;W[fbff] ;B[*Sfg] ;W[*Rfi] ;B[fhfi] ;W[fffg+] ;B[*Gfh] ;W[*Seh] ;B[figi] ;W[*Nhg] ;B[gihh] ;W[fgfh] ;B[hhhg] ;W[*Sgh] ;B[hghf] ;W[*Ghg])