Art
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How to read Paintings- A crash course in meaning and method by Liz Rideal Bloombury books ISBN 975-1-4725-2512-3
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Contemporary Art- The essential guide to 200 ground breaking artists by Charlotte Bonham Carter and David Hodge- Goodman ISBN 978-1-84786-58-0
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Biology
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ISBN: 978-0748739578
ISBN: 978-0198351764
ISBN: 978-0198357704
ISBN 978-1-4085-2118-2
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The Selfish Gene (Dawkins) ISBN: 978-0198788607
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The Coming Plague (Garrett) 978-0140250916
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The Hot Zone: the true story of the Ebola outbreak (Preston) 978-0552171649
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The Epigenetics Revolution (Carey) 978-1848313477
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Mutants (Leroi) 978-0006531647
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Nature via nurture (Ridley) 978-1841157467
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DNA (Watson) 978-0099451846
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Oxygen (Lane) 978-0198784937
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How we live and why we die: the secret lives of cells (Wolpert) 978-0571239122
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Genome (Ridley) 978-1857028345
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Why we get sick (Nesse & Williams) 978-0679746744
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The drugs don’t work: a global threat (Davies) 978-0241969199
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Business Studies
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AQA A Level Business Year 1/AS Third Edition (Wolinski & Coates) Authors: John Wolinski and Gwen Coates. ISBN-13: 978-1-4718-3609-1
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AQA A Level Business Year 2 Third Edition (Wolinski & Coates) Authors: John Wolinski and Gwen Coates. ISBN-13: 978-1-4718-3611-4
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AQA Business for A Level (Marcousé) (covers full A Level) Authors: Ian Marcousé, Andy Hammond, Nigel Watson. ISBN-13: 978-1-4718-3569-8
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AQA Business for A Level Year 1/AS (Surridge & Gillespie) Authors: Malcolm Surridge and Andrew Gillespie. ISBN-13: 978-1-4718-3613-8
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AQA Business for A-Level Year 2 (Surridge & Gillespie) Authors: Malcolm Surridge and Andrew Gillespie.ISBN-13: 978-1-4718-3578-0
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AQA Business for AS (Marcousé). Authors: Ian Marcousé, Andy Hammond, Nigel Watson. ISBN-13: 978-1-4718-3580-3
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Computer Science
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OCR A-level Computer Science Paperback by George Rouse. 978-1471839764
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Computational Fairy Tales by Jeremy Kubica. ISBN: 978-1477550298
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Computer Science: An Overview by J. Glenn Brookshear. ISBN: 978-0321544285
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The Pattern on the Stone: The Simple Ideas That Make Computers Work by Daniel Hillis. ISBN: 978-0465025961
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French
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AQA A Level Year 1 and AS French Student Book by Robert Pike (Author), Colin Povey (Author), Paul Shannon (Author)
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Atouts: AQA French student book - Bell
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Literature in French/ French literature in translation- Balzac, Camus, Satre, Zola
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French magazines, newspapers - Le Figaro, Le Monde
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Economics
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·Freakonomics: A Rogue Economist Explores the Hidden Side of Everything by Stephen J. Dubner (Author), Steven D. Levitt (Author)
·The Economic Naturalist: Why Economics Explains Almost Everything
by Robert H Frank
·The Undercover Economist Paperback
by Tim Harford (Author)
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English (both Literature and Lit and Lang)
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A Brave New World- Aldous Huxley
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In Cold Blood- Truman Capote
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Heart of Darkness- Joseph Conrad
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The Handmaid’s Tale- Margaret Atwood
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Frankenstein- Mary Shelley
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Gulliver’s Travels- Jonathan Swift
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A Streetcar Named Desire- Tennessee Williams
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The Oxford Book of English Verse
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The Third Man- Grahame Greene
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Brideshead Revisited- Evelyn Waugh
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The Lovely Bones- Alice Sebold
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Dracula- Bram Stoker
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The Kite Runner- Khaled Hosseini
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Atonement- Ian McEwan
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1984- George Orwell
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Letters- John Keats
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Selected Essays- George Orwell
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The Great Gatsby- F. Scott Fitzgerald
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Othello- William Shakespeare
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The Tempest- William Shakespeare
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Richard III- William Shakespeare
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Hamlet- William Shakespeare
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Macbeth- William Shakespeare
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Twelfth Night- William Shakespeare
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The Cambridge Companion to English Novelists-Various
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The Cambridge Companion to Shakespeare-Various
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We also recommend you read as much poetry as possible: Ted Hughes, Seamus Heaney, Carol-Ann Duffy, John Keats, Philip Larkin, John Donne, Robert Frost, Wilfred Owen etc.
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Government and Politics
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History
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Robin Bunce and Laura Gallagher, Edexcel AS History, Unit 1: Pursuing Life and Liberty: Equality in the USA, 1945–1968 (Pearson, 2009)
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Peter Clements, Prosperity Depression and the New Deal Third Edition, Access to History (Hodder Education, 2005)
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David Mauk and John Oakland, American Civilization (Routledge, sixth edition, 2014)
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Derrick Murphy, Kathryn Cooper and Mark Waldron, The United States 1776–1992 (Collins, 2001)
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Vivienne Sanders, Civil Rights in the USA, 1945–1968, Access to History (Hodder Education, 2008)
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Doug and Susan Willoughby, The USA 1917–45, Heinemann Advanced History (Heinemann, 2000)
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Hugh Brogan, The Penguin History of the United States of America (Penguin, 2001)
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Eric Rauchway, The Great Depression and the New Deal: A Very Short Introduction (Oxford University Press, 2008)
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Robert J McMahon, The Cold War: A Very Short Introduction (Oxford University Press, 2003)
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James Barber, South Africa in the Twentieth Century (Blackwell, 1999)
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W Beinart, Twentieth Century South Africa (Oxford University Press, 2001)
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Nancy L Clark, South Africa: The Rise and Fall of Apartheid (Seminar Studies In History, Routledge, 2011)
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T Davenport and C Saunders, South Africa: A Modern History (Macmillan, 2000)
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Saul Dubow, Apartheid, 1948–1994 (Oxford University Press, 2014)
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Nelson Mandela, The Long Walk to Freedom (Abacus, 2013)
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Tony Pinchuk, Mandela for beginners (Icon, 1994)
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Christopher Culpin, South Africa 1948–1995: a depth study (Hodder Education, 2000)
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Martin Roberts, South Africa 1948–1994: the Rise and Fall of Apartheid (Longman, 2001)
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ICT BTEC
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Media Studies
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) 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)
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Music
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Edexcel AS/A level Anthology of Music
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Music: A Very Short Introduction (Very Short Introductions) by Nicholas Cook
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Aural Matters by David Bowman and Paul Terry (Schott)
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Music Theory in Practice Grades 1-5 by Eric Taylor (ABRSM)
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The AB Guide to Music Theory Part One by Eric Taylor (ABRSM)
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Music Dictionary (Longman)
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PE
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AQA A Level PE For Year 1 and AS. Authors Carl Atherton, Symond Burrows, Ross Howitt and Sue Young. ISBN-13: 9781471859564
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AQA A Level PE For Year 2 and AS. Authors Carl Atherton, Symond Burrows, Ross Howitt and Sue Young. ISBN-13: 9781471859564
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Bevis, P & Murray, M. AQA AS Physical Education (2008) Nelson Thornes. Roscoe D, Davis B, Roscoe J.
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Clegg, C. Exercise Physiology And Functional Anatomy (1995) Feltham Press
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Physical Education and the Study of Sport. Robert Davis PhD, Jan Roscoe
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Sports Psychology. Inside the athletes mind. Jonny Bell
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Psychology
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Religious Studies
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WJEC/EDUQAS RS for yr1/AS Philosophy and ethics of religion - Gray & Lawson (Illuminate Publishing) ISBN: 978-1-908682-99-4
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AS and A-level Religious Studies: Philosophy and Ethics through diagrams (Oxford University Press) 2002 – Dewar ISBN 0199148732
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Cole, W.O. & Sambhi, Piara Singh. The Sikhs: Their Religious Beliefs and Practices (Sussex Academic Press)
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Sociology
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The 32 Stops: Danny Dorling
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Quirkology: The Curious Science Of Everyday Lives: Richard Wiseman
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Gang leader for a day – Sudhir Venkatesh
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The Spirit level – Richard Wilkinson and Kate Pickett
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Chavs! The demonization of the working class – Owen Jones
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How to be a woman – Caitlin Moran
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Non-stop Inertia: Ivor Southwood
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Down and Out in Paris and London – George Orwell
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Spanish
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Ánimo 1: AS AQA Self-Study Guide- De Sudea.
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Literature in Spanish/Translation- Cervantes, Molina, Ruiz Zafon, Marquez, Borges etc.
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Spanish newspapers/magazine- El Pais, ABC, El Mundo etc.
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La Sombra Del Viento (The shadow of the wind) – Ruiz Zafón.
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