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			<td>
			    Мат турою і королем, як і в попередніх прикладах, досягається на краю дошки.

Але однією турою відтиснути суперника ие вдається, важлива роль у цій задачі належить королю.
			</td>
			<td><img 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" style="height:102px; width:133px" /></td>
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	</tbody>
</table>

<table class="content-table table">
	<tbody>
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			<td>
			[game408010]

</td>
			<td>
			  1. Тh4...

Цим ходом чорний король відразу відрізається по четвертій горизонталі.

1... Кре5 2. Кре2 Крf5 3. Крfз Крg5 4. Та4 (чим далі, тим краще!)

4... Крf5.

Це ключова позиція цього типу закінчень. Як тільки королі стають один проти одного. тура одержує можливість шахом по горизонталі відтіснити ворога ще на один ряд.

5. Та5+ Кре6 6. Крf4...

Важливий момент. Білий король стає стосовно  чорного на відстань ходу конем. Якщо зараз чорні зіграють 6. . Крf6, то знову виникне сприятлива ситуація для шаха турою

6. ... Крd6 7. Кре4 Крc6 8. Крd4 Крb6.9.  Тh5 Крc6 10. Тg5...

І цей прийом необхідно знати. Білі роблять вичікувальний хід, щоб змусити чорного короля зайняти невигідне поле.

10... Крb6 11. Крс4 Крc6 12. Тg6+ Крd7.

Відвойована ще одна лінія. Все повторюється спочатку

13. Крс5 Кре7 14. Крd5 Крf7 15. Та6 Кре7 16. Тb6 (вичікувальний хід)

16... Крf7 17. Кре5 Крg7 18. Крf5 Крf7.

У випадку 18. ... Крh7 білі продовжують 19. Тb7+ і якщо 19... Крh6, те 20. Та7 Крh5 21. Тh7×.

19. Тb7+ Кре8.

Король на краю дошки, далі відступати нікуди.  Метод досягнення мата аналогічний методу відтискання.

20. Крf6 Крd8 21. Кре6 Крс8 22.  Тh7 Крd8 23. Тg7 Крc8 24. Крd6 Крb8 25. Крc6 Кра8 26. Крb6 Крb8 27. Тg8×.
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Можливі і більш економічні способи відтискання і матування короля, але розглянутий нами метод найбільш послідовний і повчальний.

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ПРАКТИЧНЕ ЗАВДАННЯ

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			[game408710]
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			1)   Білі починають і дають мат у 2 ходи.

[answer408710]
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