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U Vikipediyi ye statti pro inshi znachennya cogo termina Perekrittya znachennya Perekrittya traplyayetsya koli liniyu mizh atakovanoyu figuroyu i figuroyu yaka yiyi zahishaye perekrivayut figuroyu supernika yaku dlya cogo prinosyat v zhertvu Cej prijom shahovoyi taktiki ridko traplyayetsya na praktici i tomu chasto vipadaye z polya zoru supernika Mozhlivosti dlya perekrittya vinikayut ridko bo atakovana figura povinna buti cinnishoyu nizh ta yaku prinosyat v zhertvu i same perekrittya povinne buti zagrozoyu 1 Prikladi Redaguvatiabcdefgh8 nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp 877665544332211abcdefghHid bilih Na poziciyi zliva bili povinni zabirati konya z f5 Zamist hodu kona na h4 1 Nd6 perekrivaye liniyu po yakij tura zahishaye chornogo ferzya Yaksho chorni zigrayut 1 cxd6 abo 1 Bxd6 to bili pob yut ferzya Otzhe chorni vimusheni grati 1 Rxd6 2 exd6 Qxe2 3 Rxe2 Bxd6 v rezultati bili vigrayut obmin za pishaka Bilsh vitonchenim prikladom perekrittya ye vipadok koli figura pererivaye dvi liniyi odnochasno V comu vipadku figura yakoyu perekrivayut ne zobov yazana sama stvoryuvati zagrozu Pobittya ciyeyi figuri zmusit supernika peregoroditi odnu z dvoh linij zahistu svoyeyu figuroyu abcdefgh8 nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp nbsp 877665544332211abcdefghHid bilih Na diagrami sprava bili postupayutsya materialom i ochevidno ne mozhut peretvoriti pishaka a na ferzya tomu sho chornij slon trimaye pid boyem pole peretvorennya Odnak hid 1 Nd5 pererivaye obidvi liniyi i diagonal slona i liniyu zahistu odniyeyi turi inshoyu Yaksho 1 Bxd5 todi 2 Rxd8 vigraye Yaksho 1 R8xd5 to 2 Rh8 mat Najkrashoyu vidpoviddyu chornih ye 1 R2xd5 ale tut tura perekrivaye vlasnogo slona a otzhe 2 a8 Q Hocha perekrittya traplyayutsya duzhe ridko v praktichnij gri voni ye poshirenoyu temoyu shahovoyi kompoziciyi Prijom v ostannomu prikladi vidomij pid nazvoyu Perekrittya Novotnogo Ye j inshi osoblivi tipi perekrittiv yaki otrimali svoyi nazvi v terminologiyi shahovoyi kompoziciyi vklyuchayuchi Perekrittya Grimshou Plachutta tosho Primitki Redaguvati Interference definitions and examples na sajti www chess com Otrimano z https uk wikipedia org w index php title Perekrittya shahi amp oldid 40647138