<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@vertical+block@03e58740291842c49abb3cd2c65a1272" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:UIED+8thUkrMov01+2024+type@html+block@248bc91db53340bfa5b785d305ae0a49"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@html+block@248bc91db53340bfa5b785d305ae0a49" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p><span style="font-family: 'arial black', 'avant garde';"><span style="font-size: 14pt; color: #000000; background-color: transparent; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Комплексна підсумкова робота з української мови. 8 клас (І семестр) </span></span></p> <p><span style="font-family: 'arial black', 'avant garde';">За підручником А.Онатій, Т.Ткачука. </span></p> <p><span style="font-family: 'Open Sans', Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 14pt; color: #000000; background-color: transparent; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">ГР-2 – Робота з текстом</span><span style="font-size: 14pt; color: #000000; background-color: transparent; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> (РТ) </span></span></p> <p>Кількість балів — 24 (20 балів за тести та 4 бали за зміст відкритого питання №14, яке оцінює вчитель)</p> <p><span style="font-family: 'Open Sans', Verdana, Arial, Helvetica, sans-serif;"><span style="font-size: 14pt; color: #000000; background-color: transparent; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">ГР-4 – Досліджує мовлення</span><span style="font-size: 14pt; color: #000000; background-color: transparent; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> (ДМ) </span></span></p> <p>Кількість балів — 24 (20 балів за тести та 4 бали за мовне оформлення  відкритого питання №14, яке оцінює вчитель)</p> <p><img 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" 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<div class="xblock xblock-public_view xblock-public_view-vertical" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-init="VerticalStudentView" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="vertical" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@vertical+block@936d2be8fad3432091a430cbd5baca45" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="False"> <div class="vert-mod"> <div class="vert vert-0" data-id="block-v1:UIED+8thUkrMov01+2024+type@html+block@d62507ead65c449887f35587273e39b4"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@html+block@d62507ead65c449887f35587273e39b4" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p dir="ltr" style="line-height: 1.39; margin-top: 0pt; margin-bottom: 8pt; text-align: left;"><span style="font-size: 13.999999999999998pt; font-family: Aptos; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Комплексна підсумкова робота з української мови</span></p> <p dir="ltr" style="line-height: 1.39; margin-top: 0pt; margin-bottom: 8pt; text-align: left;"><span style="font-size: 13.999999999999998pt; font-family: Aptos; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">за підручником А. Онатій, Т. Ткачука </span></p> <p style="text-align: left;"></p> <p dir="ltr" style="line-height: 1.39; margin-top: 0pt; margin-bottom: 8pt; text-align: left;"><span style="font-size: 13.999999999999998pt; font-family: Aptos; color: #000000; background-color: transparent; font-weight: bold; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">8 клас (І семестр)</span></p> <p dir="ltr" style="line-height: 1.39; margin-top: 0pt; margin-bottom: 8pt; text-align: left;"></p> </div> </div> <div class="vert vert-1" data-id="block-v1:UIED+8thUkrMov01+2024+type@html+block@3672a7e9960f4bec86c10ed7b9b9cff4"> <div class="xblock xblock-public_view xblock-public_view-html xmodule_display xmodule_HtmlBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-init="XBlockToXModuleShim" data-runtime-class="LmsRuntime" data-runtime-version="1" data-block-type="html" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@html+block@3672a7e9960f4bec86c10ed7b9b9cff4" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="False"> <script type="json/xblock-args" class="xblock-json-init-args"> {"xmodule-type": "HTMLModule"} </script> <p dir="ltr" style="line-height: 1.39; margin-top: 0pt; margin-bottom: 8pt;">1. Прочитай текст і дай відповіді на запитання.</p> <p dir="ltr" style="line-height: 1.2839972727272726; text-indent: 1pt; text-align: justify; margin-top: 0pt; margin-bottom: 0pt;"><span style="font-family: georgia, palatino;"><span style="font-size: 12pt; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> (<span style="font-family: arial, helvetica, sans-serif;">1) Фінансова грамотність є </span></span><span style="font-family: arial, helvetica, sans-serif;"><span style="font-size: 12pt; color: #000000; background-color: transparent; font-weight: bold; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">ключовою</span><span style="font-size: 12pt; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> навичкою в сучасному світі. (2) Вона дає змогу приймати обґрунтовані рішення та досягати фінансової стабільності. (3) Підлітковий вік — ідеальний час для розвитку цих умінь, тому починати “прокачувати” їх треба вже в школі. (4) Саме в цей час молодь починає отримувати власні гроші та самостійно ними розпоряджатися.</span></span></span></p> <p dir="ltr" style="line-height: 1.2839972727272726; text-indent: 1pt; text-align: justify; margin-top: 0pt; margin-bottom: 0pt;"><span style="font-family: arial, helvetica, sans-serif;">    (5) Від фінансової грамотності населення залежить не тільки добробут домогосподарств, але й економічний успіх країни. (6) Зрештою,  фінансова грамотність потрібна кожній людині, щоб ефективно планувати витрати й швидко досягати нових рівнів матеріального добробуту.</span></p> <p dir="ltr" style="line-height: 1.3800000000000001; text-indent: 1pt; text-align: justify; background-color: #ffffff; margin-top: 0pt; margin-bottom: 0pt;"><span style="font-family: arial, helvetica, sans-serif;">   (7) Більшість людей вважає, що й так усе знає. (8) Та добре рахувати – не означає бути фінансово обізнаним! (9) Фінансово неграмотних людей можна легко розпізнати. (10) Вони постійно живуть у борг, не контролюють витрати грошей, зловживають кредитами, беруть участь у фінансових пірамідах. (11) Найчастіше такі люди ______ усе зароблене до копійки. (12) Неправильне ставлення до грошей призводить до постійних боргів та бідності.</span></p> <p dir="ltr" style="line-height: 1.3800000000000001; text-indent: 1pt; text-align: justify; background-color: #ffffff; margin-top: 0pt; margin-bottom: 0pt;"><span style="font-family: arial, helvetica, sans-serif;">   (13) Необхідні знання можна здобути самостійно, пройшовши кілька онлайн-курсів або ж читаючи книги відомих фінансистів. (14) Найпростіший спосіб поступово розібратися з ____ світу фінансів – періодично читати статті та стежити за новинами на тематичних сайтах. (15) Якщо ти тільки починаєш опановувати цю тему, перш за все ознайомся з основними фінансовими поняттями, такими як гроші, їхня вартість залежно від часу, відсоткова ставка, складні відсотки, інвестиції, пасивний прибуток.</span></p> <p dir="ltr" style="line-height: 1.3800000000000001; text-indent: 1pt; text-align: justify; background-color: #ffffff; margin-top: 0pt; margin-bottom: 0pt;"><span style="font-family: arial, helvetica, sans-serif;"><span style="font-size: 12pt; background-color: transparent; color: #000000; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; font-variant-emoji: normal; vertical-align: baseline; white-space-collapse: preserve;"> (16) Пам’ятайте:</span><span style="font-size: 12pt; color: #000000; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-variant-position: normal; font-variant-emoji: normal; vertical-align: baseline; white-space-collapse: preserve;"> людина, яка самостійно досягла успіху, ніколи не викидає гроші на вітер, навіть коли їх удосталь, бо знає їхню справжню ціну. </span></span></p> </div> </div> <div class="vert vert-2" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@24af1d12815c48698ad0e6b2dce0910f"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@24af1d12815c48698ad0e6b2dce0910f" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 1 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-3" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@aa2dc4dd15ea4c2bbc4316eeb9e73aa9"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@aa2dc4dd15ea4c2bbc4316eeb9e73aa9" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 2 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-4" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@045790eb98954856a72e901f55b197f6"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@045790eb98954856a72e901f55b197f6" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 3 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-5" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@d2dba1ed17b443a9b6bd98026ec759ea"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@d2dba1ed17b443a9b6bd98026ec759ea" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 4 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-6" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@36a906fb8bb8431bb8bdbd35c6d768d7"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@36a906fb8bb8431bb8bdbd35c6d768d7" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 5 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-7" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@6471a66611bc4b9dac3d13320348d49f"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@6471a66611bc4b9dac3d13320348d49f" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 6 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-8" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@0f7169669ef84a2db8555b37bb8439ec"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@0f7169669ef84a2db8555b37bb8439ec" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 7 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-9" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@f53398d738cd40afa0abbc64ff525256"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@f53398d738cd40afa0abbc64ff525256" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 8 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-10" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@a2f8ae09154b42d99d710b9dca8ffc05"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@a2f8ae09154b42d99d710b9dca8ffc05" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 9 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-11" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@2349a0203f2a4044870c96b9a22fad07"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@2349a0203f2a4044870c96b9a22fad07" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 10 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-12" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@1fd7d78bd961462086cd7da811cd899b"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@1fd7d78bd961462086cd7da811cd899b" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 11 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-13" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@dadc770082c94cd6bdd7aa904b30c98a"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@dadc770082c94cd6bdd7aa904b30c98a" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 12 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-14" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@5cd2a9ad3ad24b499a5be93d634eb504"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@5cd2a9ad3ad24b499a5be93d634eb504" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 13 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-15" data-id="block-v1:UIED+8thUkrMov01+2024+type@openassessment+block@bea32b47002a4fbcb9406c1b5d8cd5b5"> <div class="xblock xblock-public_view xblock-public_view-openassessment" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="openassessment" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@openassessment+block@bea32b47002a4fbcb9406c1b5d8cd5b5" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Оцінка відповіді у вільній формі доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-16" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@363afe46d6184543872bff6ef114f063"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@363afe46d6184543872bff6ef114f063" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 15 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-17" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@19d927db8bf7470389e8cc8ba802484e"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@19d927db8bf7470389e8cc8ba802484e" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 16 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-18" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@5f3e325f6a9e4b148a6e86f908af977c"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@5f3e325f6a9e4b148a6e86f908af977c" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 17 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-19" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@5b1556301f3844418f072799d8d9fe37"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@5b1556301f3844418f072799d8d9fe37" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 18 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-20" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@8ce01956ea184e3394f9e46dc3bf44ca"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@8ce01956ea184e3394f9e46dc3bf44ca" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 19 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-21" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@4dec93a1a9b745e89d4b75812f0e1eff"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@4dec93a1a9b745e89d4b75812f0e1eff" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 20 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-22" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@d8e1b2c29b374b4580e1ae4ce8f2659c"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@d8e1b2c29b374b4580e1ae4ce8f2659c" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 21 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-23" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@a1e96b84b8c24c01a95eca89f4fc2338"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@a1e96b84b8c24c01a95eca89f4fc2338" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 22 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-24" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@12910745087f41cd9e5509000ba65645"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@12910745087f41cd9e5509000ba65645" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 23 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-25" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@488cd21c5f0d4573a0b91690e7354606"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@488cd21c5f0d4573a0b91690e7354606" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 24 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-26" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@3ec3a54a83bc45c88aaadb5ca5db1377"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@3ec3a54a83bc45c88aaadb5ca5db1377" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 25 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-27" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@2064b07129584ff6a71bb8c2837c86f3"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@2064b07129584ff6a71bb8c2837c86f3" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 26 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-28" data-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@672e22179a4143dca843901f2dbf560d"> <div class="xblock xblock-public_view xblock-public_view-problem xmodule_display xmodule_ProblemBlock" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="problem" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@problem+block@672e22179a4143dca843901f2dbf560d" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="True"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Завдання 27 доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> <div class="vert vert-29" data-id="block-v1:UIED+8thUkrMov01+2024+type@discussion+block@aa5b9fd2c25e404ba708ec8fa5265895"> <div class="xblock xblock-public_view xblock-public_view-discussion" data-course-id="course-v1:UIED+8thUkrMov01+2024" data-block-type="discussion" data-usage-id="block-v1:UIED+8thUkrMov01+2024+type@discussion+block@aa5b9fd2c25e404ba708ec8fa5265895" data-request-token="8e5c80649d6e11f085963e03087a85e2" data-graded="True" data-has-score="False"> <div class="page-banner"><div class="alert alert-warning"><span class="icon icon-alert fa fa fa-warning" aria-hidden="true"></span><div class="message-content">Обговорення доступне для перегляду та виконання після <a href=/register>реєстрації</a>/<a href=/login>авторизації</a> на платформі.</div></div></div> </div> </div> </div> <script type="text/javascript"> (function (require) { require(['/static/js/dateutil_factory.762fd6ff462b.js?raw'], function () { require(['js/dateutil_factory'], function (DateUtilFactory) { DateUtilFactory.transform('.localized-datetime'); }); }); }).call(this, require || RequireJS.require); </script> <script> function emit_event(message) { parent.postMessage(message, '*'); } </script> </div>