<p>Alemania amplió su ventaja al frente del medallero de los Juegos Olímpicos de Invierno de Pyeongchang al lograr dos oros ayer, en relevos de luge y en patinaje artístico por parejas.</p>
<p>Tras Alemania se situó Noruega, al conseguir también dos oros, el de Aksel Lund Svindal en descenso y el de Ragnhild Haga en 10 kilómetros esquí de fondo.</p>
<p><strong>Patinaje artístico</strong></p>
<p>Los alemanes Aljona Savchenko y Brunot Massot conquistaron la medalla de oro de Patinaje artístico por parejas en los Juegos de Pyeongchang en Gangneung, otorgando el primer título olímpico para Alemania en la prueba desde 1952.</p>
<p>Con una puntuación de 235,90 puntos, superaron a los chinos Wenjing Sui y Cong Han (235,47 puntos) y a los canadienses Meagan Duhamel y Eric Radford (230,15 puntos). Segundos después del programa corto del miércoles, los rusos bajo bandera olímpica Evgenia Tarasova y Vladimir Morozov finalizaron en cuarto puesto.</p>
<p>Se trata de la tercera medalla olímpica para Savchenko, de origen ucraniano, después de dos bronces consecutivos, y la primera para Massot, nacido en Francia.</p>
<p><strong>Oro en luge</strong></p>
<p>Alemania conservó su título olímpico en luge por relevos, al terminar por delante de Canadá y Austria, que completaron el podio de los JJOO invernales.</p>
<p>Alemania (Con Geisenberger, Ludwig, Wendl y Arlt) fue primero con un crono de 1 2:24:517.</p>
<p>El segundo puesto fue logrado por Canadá, con 1 2:24.872 (Gough, Edney, Walker, Snith).</p>
<p>El podio lo completó Austria con 1 2:24.988 y el equipo Egle, Gleirscher, Penz y Fischler.</p>
<p> </p>
<p><img alt="" 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" 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