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7704 results for: ‘在线解密qmc和ncm等音乐加密格式网站源码✅项目合作 二开均可 TG:saolei44✅.FsIxyFbfmTFe’

  • Spooky flower will bloom in time for Hallowe’en

    The spookily-named Corpse Flower is about to bloom in the University’s Botanic Garden – just in time for Hallowe’en.

  • Mary Gee (1875-1962)

    Mary Gee was the daughter of an Archdeacon and her family were highly successful academics and sportsmen.

  • Expert opinion Changes under Gove have brought about STEM teacher shortage

    Schools face a “looming disaster” over a severe shortage of teachers in science, technology, engineering and mathematics subjects, education and science experts at Leicester have warned.

  • Certified copies

    ordering certified copies of degree certificates and transcripts

  • Academic and adventurer describes climbing and cataloguing remote regions of the South American Andes mountains

    Dr Suzie Imber from the Department of Physics and Astronomy is giving a talk about a unique adventure which saw her scale and catalogue a remote corner of the Andes mountains.

  • Legal drugs: all the pros and none of the cons?

    Read the article "Legal drugs: all the pros and none of the cons?" This is part of the Social Worlds project at the University of Leicester.

  • Resources

    We've supplied links to helpful resources for research and revision for students who are in higher education.

  • Flickering of young stars reveals previously unknown link with black holes

    An international team of astronomers, including Dr Simon Vaughan from the Department of Physics and Astronomy, has discovered a previously unknown link between the way young stars grow and the way black holes and other exotic space objects feed from their surroundings.

  • Leicester to hold photographic exhibition of womens involvement in space

    A free public exhibition of photographs which show how women have contributed to the space sector is being held at our University between 8 - 18 March.

  • Mathematical Modelling

    Module code: MA7080 This module will outline the basic concepts and instruments of mathematical modelling and explain existing models for real world phenomena.

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