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	<title>Екологія | Latisha Hardy Dance &amp; Co Ltd</title>
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		<title>Екологічна Безпека Та Охорона Довкілля :: Державний Університет Телекомунікацій</title>
		<link>https://latishahardy.com/2020/03/24/%d0%b5%d0%ba%d0%be%d0%bb%d0%be%d0%b3%d1%96%d1%87%d0%bd%d0%b0-%d0%b1%d0%b5%d0%b7%d0%bf%d0%b5%d0%ba%d0%b0-%d1%82%d0%b0-%d0%be%d1%85%d0%be%d1%80%d0%be%d0%bd%d0%b0-%d0%b4%d0%be%d0%b2%d0%ba%d1%96%d0%bb/</link>
		
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		<pubDate>Tue, 24 Mar 2020 00:22:00 +0000</pubDate>
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					<description><![CDATA[Зусиллями біологів і товариств охорони тварин їхню чисельність удалося довести до one hundred тис. (вважається, що вид урятовано від остаточної загибелі). Рідною вашою мовою, аби ваші діти також вони пізнавали би світ, щоб вони могли там… і таке інше, і таке інше. Але ж ви пам&#8217;ятаєте, http://chugylo.org.ua ми взагалі вносимо норму, що все, що стосується [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Зусиллями біологів і товариств охорони тварин їхню чисельність удалося довести до  one hundred тис. (вважається, що вид урятовано від остаточної загибелі). Рідною вашою мовою, аби ваші діти також вони пізнавали би світ, щоб вони могли там… і таке інше, і таке інше. Але ж ви пам&#8217;ятаєте, <a href="https://chugylo.org.ua/">http://chugylo.org.ua</a> ми взагалі вносимо норму,  що все, що стосується ліцензування в освітній діяльності, регулюється тільки освітніми законами. Видів позашкільної освіти, звільняється від податку на додану вартість, подивіться Податковий кодекс. Я вважаю, що наступні позиції голосувати немає необхідності.</p>
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" width="601px" alt="доведіть що екологія-це складна багатогранна наука"/></p>
<p>Я перепрошую, Олександр Григорович. Шановні колеги, дразливе питання. Тому виступив, виступив – проголосували, пішли далі.</p>
<h2>Державнийуніверситеттелекомунікацій</h2>
<p>Через обрядове дійство, що виражало пошану і любов до природи, людина бажала забезпечити собі здоров’я, плодючість землі і худоби, родинну злагоду. Наші предки вважали за необхідне погоджувати власне життя з природою. Функціонування соціальних інститутів. Інститут повинен функціонувати – його нормальне функціонування є благом для суспільства. Під функцією соціального інституту розуміють користь, яку він приносить – себто то є сукупність задач, що вирішуються, цілей, що є досягненні, послуг, що надаються. Соціальний інститут – це гігантська соціальна система, що охоплює сукупність статусів та ролей, соціальних норм та санкцій, соціальних організацій.</p>
<h3>Урок Форум Здоров´я Та Краси На Тему « Екологія Країни І Здоров´я Нації»</h3>
<p>Нарешті ми, здається, дійшли до здорового компромісу, принаймні, на цьому етапі із закладами І-ІІ рівня акредитації, які виокремлюються в окремий сектор освіти, так звана &#8220;фахова освіта&#8221;. Окремої уваги потребує так зване сусідське положення поселень. Значного поширення набула, зокрема, теорія «інформаційного суспільства». Її прихильники вважають, що інформатика радикально змінить становище людини в суспільстві. В «інформаційному суспільстві» розвинуті інформаційні системи даватимуть змогу безконфліктно вирішувати всі проблеми. Оцініть за десятибальною шкалою ризики для здоров&#8217;я в людей, які ведуть здоровий спосіб життя, і людей зі шкідливими звичками.</p>
<p>Шановні народні депутати, шановна Лілія Михайлівна! Ми вам вдячні за такий зважений державний підхід до розгляду законопроекту про освіту. І, може, ви правильно й робили, що він трошки задержался на виході.</p>
<p>Коли поставлена мета дослідження та підготована програма, створюються дві групи – експериментальна та контрольна. Контрольна не підлягає експерименту, вона потрібна для порівняння. Кількість учасників експерименту рідко перевищує чоловік. Діяльність органів управління – державних та громадських. Включає весь комплекс підбору, перепідготовки та розставлення кадрів, їх просування службовою драбиною, їхні відносини при виконанні функцій управління. Планування сім’ї як соціальна проблема.</p>
<p>Не підлягає нашому осудженню, а виконанню. Хто – за, прошу голосувати. Області скоротилась на 37 відсотків, а в сільській місцевості 50.</p>
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