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<title>rulinux.net - Форум - Talks - Теперь понятно, почему у нас такие дороги )) </title>
<link>http://rulinux.net/</link>
<description><![CDATA[Портал о GNU/Linux и не только]]></description>
<image><title>rulinux.net - Форум - Talks - Теперь понятно, почему у нас такие дороги )) </title>
<link>http://rulinux.net/</link>
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<item>
<title>Re:Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222952</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222952</guid>
<pubDate>Mon, 23 Jul 2018 08:23:42 +0300</pubDate>
<description><![CDATA[<p>Ты хочешь сказать, что прямоугольные дырки под прямой дорогой - просто так?!</p>]]></description>
</item>
<item>
<title>Re:Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222949</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222949</guid>
<pubDate>Sat, 21 Jul 2018 11:59:42 +0300</pubDate>
<description><![CDATA[<p>Да не пиши ерунды</p>]]></description>
</item>
<item>
<title>Re:Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222947</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222947</guid>
<pubDate>Fri, 20 Jul 2018 21:53:05 +0300</pubDate>
<description><![CDATA[<p><img src="https://demotywatory.pl/uploads/201408/1409238504_eytvrt_fb_plus.jpg" style="max-width: 1024px" alt="[путь к изображению некорректен]" /></p>]]></description>
</item>
<item>
<title>Re:Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222946</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222946</guid>
<pubDate>Fri, 20 Jul 2018 09:27:57 +0300</pubDate>
<description><![CDATA[<p>Покрытие у прямой дороги из наждачной бумаги, а у кривой из сверхскользского пластика. Экзаменатор толкает шары с разной силой. Шары не одинаковые - один чугуния, другой - надувной. Да тысяси объяснений.</p>]]></description>
</item>
<item>
<title>Re:Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222945</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222945</guid>
<pubDate>Fri, 20 Jul 2018 07:41:01 +0300</pubDate>
<description><![CDATA[<p>Фокус, наверное: у ближнего к нам шарика высота рагонного участка длиннее за счет того, что суммарная высота дороги ниже - холмы по высоте не достают до ровной дороги.
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" style="max-width: 1024px" alt="[путь к изображению некорректен]" /></p>]]></description>
</item>
<item>
<title>Re:Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222944</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222944</guid>
<pubDate>Thu, 19 Jul 2018 17:12:37 +0300</pubDate>
<description><![CDATA[<p>да чет както странновато, надо расписать</p>]]></description>
</item>
<item>
<title>Re:Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222943</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222943</guid>
<pubDate>Thu, 19 Jul 2018 14:07:28 +0300</pubDate>
<description><![CDATA[<p>Ла, одна из задач вариационного исчисления</p>]]></description>
</item>
<item>
<title>Теперь понятно, почему у нас такие дороги )) </title>
<link>https://rulinux.net/message.php?newsid=43175&amp;page=1#222942</link>
<guid>https://rulinux.net/message.php?newsid=43175&amp;page=1#222942</guid>
<pubDate>Thu, 19 Jul 2018 13:22:36 +0300</pubDate>
<description><![CDATA[<p><img src="http://forumbgz.ru/user/upload/file33936.gif" style="max-width: 1024px" alt="[путь к изображению некорректен]" /></p>]]></description>
</item>
</channel>
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