Освітня платформа
Тренажери для мозку
Онлайн-інструменти
QR та посилання
Психологічні тести
Друковані завдання
Інструменти вчителя
Тимчасові сторінки
Довідник
Більше сервісів
Онлайн-виставка
Поза школою
Календар подій
Підручники
Навчальні заклади
Освітні заходи
Пісочниця
Редактор тестів
Картки
Проєкти
Увійти
Всі розділи
ВЧИМО
Тренажери для мозку
Онлайн-інструменти
QR та посилання
Психологічні тести
Друковані завдання
Інструменти вчителя
Тимчасові сторінки
Довідник
Більше сервісів
Онлайн-виставка
Поза школою
Календар подій
Підручники
Навчальні заклади
Освітні заходи
Пісочниця
Редактор тестів
Картки
Проєкти
Увійти
Вхід
Google
На даний момент підтримується вхід через Google-аккаунт. Якщо в вас його немає - це самий слушний час для
його заведення.
Редагувати главу
Назва
Текст
<p> </p> <p> Тура у взаємодії з двома слонами створює матові позиції, як правило, на краю дошки.</p> <p> </p> <p> У кожному фінальному епізоді один зі слонів обстрілює поле, яке в інших ситуаціях може блокувати ворожа фігура чи пішак.</p> <table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid content-table table" style="border-collapse:collapse; mso-border-alt:solid windowtext .5pt; mso-border-insideh:.5pt solid windowtext; mso-border-insidev:.5pt solid windowtext; mso-padding-alt:0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook:480"> <tbody> <tr> <td style="border-bottom-width:1.0pt; border-color:windowtext; border-left-width:1.5pt; border-right-width:1.0pt; border-top-width:1.5pt; width:119.6pt"> <p style="text-align:center"><span style="font-size:12pt"><img 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GPO43IRtcuk94Ru3Jud5Hjy3tjFaOxj/AFApR+MKz+a5vwNZSzBLmg51M1jZNGpLY7ZdES4392Mn2PTXNwm4OXjIQY7jwhC8bEhM6jWaTS6xbtehuMTCAbK1px3Rsm4ibbe2Pc3NtmPxDjxns4d7YPtGcDsNeWdx2a1c4eTKTTavKDZz2UVRL5hLmMpbeJXTf2m8bOCeJZbnvLe5wKKs7YnlawQ5pcOMd1wwk/0Ypak5nVT6VURM5ezcvqwnhLk3IMk0cNiPGW0S24ZDINwRx5m3b4dfEXE2HmDFReO1P0y8kg68pmX1Ezaze21ctm6wagRCOdwfhxluEJ5TO7c8Q401uAtQHhFTNLAKSAhBj2gWteQdxwPaJ7OMWWoG3Ltju6x5cIUYyGfk1ntHU0Wq6nmMzaQs5awE9dz4pHFpAbpLg7nlt13I7hfEOF63BPUIPjx8h5uOSXmOwvxurJ7yscp88qDGWeVHMJXiFi1iNJmNQyWBxcbsiaJwzI4b2xBA4tajzCF8u5x6g8qGOEm5kuxmwsxXksrcjbhkDBk4G8GJykJ5cTRuC3M9PaQrMkeoIhAW0QijIm2tagBFK3Y43wEI9MkCAbFhUihUhdQMkYj+YT63A27lfX3Jg8t2xjFJYfN2CVlI3k4JA8ifvGxBtYyuCaq+UZFcOO64QZSC6x+9mBB3CWmjcYxXXsY/1ApR+MKz+a5vwY3XL1g4HqfNqKEGOXksNYQHKOBqJoCPTDHBDEkMMAolUkMKIkKF3crnr8bH/LNgaOZS2WwUAFGzRBswtdQa0MIEjcQQJB1dOSmVCx927GMcROtRwLCvtS4z4l0ZKKhp2R1MqtpAzqdGKvgDdlFoHLAbXMpYYo4+iE5UXrii6+tevq4lKjx4xSgfzYP0gAsLGKcQAhjYt4kGjaetWoETMf7gDlgT+6NfrXv4JdBUfS+LMic1HiFIW0yfOKqcSsziOC3EZoymDuBqCPoy6hj6IYkhXNOtLi5x+txYG3LTgmMTSXkou8GZFE0dwOnjg2pDBAR2o4+uNeqEjhVKVF86LvLc4EvMbM5jy1navcFpgaUGmtN1G/eEJGruJy4bAjKI0Sm684+sirFF9ZOmBI+pBwdNdrnH3FOUDn6y6etBaJJ9Y6Za129KyYEb5bf7kTkyp99xc8+7K+U7Wc/xDx8BhRWxWsypwU3m3TKHLQKhh0Tlhpe7p931xZf49+fBGa8r2BTh8qvKFRzdIS9q3jg2p8WpI7vVGty5HDApevO7aFc67cHTsHy9YR+mFqX6Mm9IxHE8V9r3N5TGdJGWPruZ5xWhwL/KhQXl+pwEexgiX+oBJ+//AKwrP5rm/H//2Q==" style="height:91px; width:91px" /></span><!--[if !vml]--><!--[endif]--></p> </td> </tr> <tr> <td style="border-bottom:1.0pt solid windowtext; border-left:1.5pt solid windowtext; border-right:1.0pt solid windowtext; border-top-style:none; width:119.6pt"> <p><span style="font-family:Calibri"><span dir="ltr" lang="UK"> </span><span dir="ltr" lang="UK">П</span>оставивши чорн<span dir="ltr" lang="UK">ого</span> пішак<span dir="ltr" lang="UK">а</span> на f7,<span dir="ltr" lang="UK"> бі</span>лоп<span dir="ltr" lang="UK">і</span>льного слона е6 можна зняти з дошки,</span></p> </td> <td style="border-bottom:1.0pt solid windowtext; border-left-style:none; border-right:1.0pt solid windowtext; border-top-style:none; width:119.65pt"> <p><span style="font-family:Calibri"><span dir="ltr" lang="UK"> </span><span dir="ltr" lang="UK">Якщо </span>додати чорн<span dir="ltr" lang="UK">ого</span> пішак<span dir="ltr" lang="UK">а</span> на g7, то ч<span dir="ltr" lang="UK">о</span>рноп<span dir="ltr" lang="UK">і</span>льн<span dir="ltr" lang="UK">и</span>й слон е5 виявиться зайвим<span dir="ltr" lang="UK">.</span></span></p> </td> <td style="border-bottom:1.0pt solid windowtext; border-left-style:none; border-right:1.0pt solid windowtext; border-top-style:none; width:119.65pt"> <p><span style="font-family:Calibri"> <span dir="ltr" lang="UK">Я</span>кщо чорна тура буде розташована на g8, то б<span dir="ltr" lang="UK">і</span>лоп<span dir="ltr" lang="UK">і</span>льн<span dir="ltr" lang="UK">и</span>й слон е6 не потріб<span dir="ltr" lang="UK">е</span>н зовсім</span></p> </td> <td style="border-bottom:1.0pt solid windowtext; border-left-style:none; border-right:1.5pt solid windowtext; border-top-style:none; width:119.65pt"> <p><span style="font-family:Calibri"><span dir="ltr" lang="UK"> </span><span dir="ltr" lang="UK">Ч</span>орний пішак на h7 з успіхом замінить б<span dir="ltr" lang="UK">і</span>лоп<span dir="ltr" lang="UK">і</span>льного слона</span></p> </td> </tr> <tr> <td style="border-bottom:1.5pt solid windowtext; border-left:1.5pt solid windowtext; border-right:1.0pt solid windowtext; border-top-style:none; width:119.6pt"> <p style="text-align:center"><span style="font-size:12pt"><img 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" 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" style="height:91px; width:91px" /></span><!--[if !vml]--><!--[endif]--></p> </td> </tr> </tbody> </table> <table class="content-table table"> <tbody> <tr> <td><strong>[game360010]</strong></td> <td> <p> Чигорін - N (1880 р). </p> <p><strong> 1. Т:е5+ fe 2. Фd8+ К:d8 3. Т:d8×.</strong></p> </td> </tr> </tbody> </table> <table class="content-table table"> <tbody> <tr> <td><strong>[game360020]</strong></td> <td> <p> Альохін - N (1933 р.).</p> <p> <strong> 1. Ф:g7+! Kp:g7 2. Тg3+ Kph6 3. Cc1+ Kph5 4. Ce2+ Kph4 5. Тh3×. </strong>Тут ворожий король спочатку був позбавлений піхоти, а потім був відтиснутий на край дошки.</p> </td> </tr> </tbody> </table> <table class="content-table table"> <tbody> <tr> <td><strong>[game360030]</strong></td> <td> <p> Смольник - Асафаров (1956 р.).</p> <p> Жертвою ферзя білі "викурили" чорного короля з притулку під відкритий шах: </p> <p><strong> 1. Ф:g6+! Кр:g6 2. Ch5+ Kph7 3. Cf7+ Ch6 4. g6+ Kpg7 5. С:h6+ Kph8 6. С:f8+.</strong> Чорні здалися.</p> </td> </tr> </tbody> </table> <table class="content-table table"> <tbody> <tr> <td><strong>[game360040]</strong></td> <td> <p> Барінг - Фершт (1962 р.).</p> <p><strong> 1. Cc4+ Kph8 2. Ф:h7+! Kp:h7 3. Тh3+ Kpg7 4. Ch6+ Kph7 5. С:f8×..</strong></p> </td> </tr> </tbody> </table> <p> </p> <p> На цьому і попередньому прикладах ми бачили, як тура ховається в засідці за одним зі слонів. У вирішальний момент слон робить ривок вбік, відкриваючи турі шлях до короля. Таку ж операцію провели білі і в наступній партії.</p> <table class="content-table table"> <tbody> <tr> <td><strong>[game360050]</strong></td> <td> <p> Харузек - N (1896 р.).</p> <p><strong> 1. Фе8+! Т:е8 2. fеФ+ С:е8 3. С:d6×.</strong> Різниця полягає лише в тому, що останній удар тура і слон нанесли одночасно.</p> </td> </tr> </tbody> </table> <p> </p> <p> А це типова комбінація, де останній удар наносить один зі слонів.</p> <table class="content-table table"> <tbody> <tr> <td><strong>[game360060]</strong></td> <td> <p> Балог - Громер (1931 р.). </p> <p><strong> 1. Фа6+ Кb8 2. Ф:b7+!</strong> (білі не можуть баритися, їхній король теж знаходиться в небезпеці) </p> <p><strong> 2. ... Кр:b7 3. С:d7+ Кра8</strong> (до мата вело і 3. ... Кра6 4. Сс8+ Кра5 5. Кс4+ Кра4 6. Тb4×) </p> <p><strong> 4. Т:Ь8+! Кр:b8 5. Тb1+ Kpa8 8. Сс6×.</strong></p> </td> </tr> </tbody> </table> <p> </p> <p>*****</p> <p> </p> <p><strong>ПРАКТИЧНІ ЗАВДАННЯ</strong></p> <p> </p> <table class="ck-table-resized content-table table" style="width:100%"> <tbody> <tr> <td>[game360710]</td> <td> <p>1) Хід чорних</p> <p>[answer360710]</p> </td> </tr> <tr> <td>[game360720]</td> <td> <p>2) Хід білих</p> <p>[answer360720]</p> </td> </tr> <tr> <td>[game360730]</td> <td> <p>3) Хід білих</p> <p>[answer360730]</p> </td> </tr> <tr> <td>[game360740]</td> <td> <p>4) Хід білих</p> <p>[answer360740]</p> </td> </tr> <tr> <td>[game360750]</td> <td> <p>5) Хід чорних</p> <p>[answer360750]</p> </td> </tr> </tbody> </table>
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