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			<td>
			<p>    Два слони і король легко матують самотнього короля. Але на відміну від попередніх прикладів відтискання ворожого короля на край дошки ще недостатньо, король повинен бути загнаний у кут. </p>

<p>    Для відтискання короля слони повинні діяти на <strong>суміжних діагоналях</strong>.</p>
			</td>
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" style="height:127px; width:130px" /></td>
		</tr>
	</tbody>
</table>

<p> </p>
			</td>
			<td>
			<p>    У такому положенні слони відрізають короля суперника і поступово змушують його відходити на край дошки.</p>

<p>    Діагональний бар`єр переміщується. Число полів, доступних чорному королю, скорочується </p>

<p>    Тепер необхідно відтіснити короля в один з кутів, що теж не становить проблеми (варто лише остерігатися пата)</p>