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<h2>Dr. Leslie Ivings</h2>
<p>Historian and author</p>
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<h2>About Author</h2>
<p>Dr. Leslie Ivings is a historian, educator, and newly published author passionate about
exploring the ancient world and its relevance today. He holds a BA in Politics and History
from the University of the North West (South Africa), a BA (Hons) in Ancient History and
Classical Culture from the University of South Africa, and a PhD from the University of
York.</p>
<p>For over a decade, he taught History at the senior matriculant level, inspiring students to
see beyond dates and events into the stories that shaped civilizations. He is also a book
reviewer for the Cambridge University Press's Journal of Classics Teaching and the Rhea
Classical Review, and has contributed two chapters to Teaching Classics Worldwide
(Bloomsbury, 2018).</p>
<p>In 2025, he released his debut book, Byzantine Emperor Constantine V, 'the Dung-named', which
brings together his passion for scholarship and storytelling. [One-sentence description of
the book].</p>
<p>Through his writing, Dr. Ivings aims to share the enduring lessons of the past with readers
today, reminding us that history is not just what happened - it's who we are.</p>
<a href="https://www.amazon.com/Byzantine-Emperor-Constantine-Dung-named-Iconoclast/dp/1036114821"
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Passionate about the ancient world and the lessons it still whispers today, Dr. Leslie Ivings
has spent years bringing history to life for students and readers alike.
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"
alt="North-West University Campus" />
</div>
<div class="card-content">
<h3>North-West University</h3>
<p class="degree">BA in Politics & History</p>
<p class="location">South Africa</p>
</div>
</div>
<!-- Card 2: UNISA -->
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<img 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"
alt="University of South africa" />
</div>
<div class="card-content">
<h3>University of York</h3>
<p class="degree">PhD in History</p>
<p class="location">United Kingdom</p>
</div>
</div>
<!-- Card 3: York -->
<div class="credential-card">
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<img 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"
alt="University of York Campus" />
</div>
<div class="card-content">
<h3>University of York</h3>
<p class="degree">PhD in History</p>
<p class="location">United Kingdom</p>
</div>
</div>
<!-- Card 4: Teaching Experience -->
<div class="credential-card">
<div class="card-image">
<img src="https://www.stockvault.net//data/2012/10/13/136360/thumb16.jpg"
alt="Teaching Experience" />
</div>
<div class="card-content">
<h3>Teaching Experience</h3>
<p class="degree">Senior Matriculant Level</p>
<p class="location">10 Years</p>
</div>
</div>
</div>
</div>
</section>
<!-- Professional Contributions Section -->
<section id="contributions" class="contributions">
<div class="container">
<h2 class="contributions-title">Professional Contributions</h2>
<div class="contributions-list">
<!-- Contribution 1: Journal Reviewer -->
<div class="contribution-item">
<div class="contribution-icon">
<svg xmlns="http://www.w3.org/2000/svg" width="40" height="40" viewBox="0 0 24 24"
fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round"
stroke-linejoin="round">
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<polyline points="14,2 14,8 20,8"></polyline>
<line x1="16" y1="13" x2="8" y2="13"></line>
<line x1="16" y1="17" x2="8" y2="17"></line>
<polyline points="10,9 9,9 8,9"></polyline>
</svg>
</div>
<div class="contribution-content">
<h3>Journal of Classics Teaching</h3>
<p>Reviewer for Cambridge University Press</p>
</div>
</div>
<!-- Contribution 2: Classical Review -->
<div class="contribution-item">
<div class="contribution-icon">
<svg xmlns="http://www.w3.org/2000/svg" width="40" height="40" viewBox="0 0 24 24"
fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round"
stroke-linejoin="round">
<path d="M2 3h6a4 4 0 0 1 4 4v14a3 3 0 0 0-3-3H2z"></path>
<path d="M22 3h-6a4 4 0 0 0-4 4v14a3 3 0 0 1 3-3h7z"></path>
</svg>
</div>
<div class="contribution-content">
<h3>Rhea Classical Review</h3>
<p>Academic reviewer and contributor</p>
</div>
</div>
<!-- Contribution 3: Book Chapters -->
<div class="contribution-item">
<div class="contribution-icon">
<path d="M4 19.5A2.5 2.5 0 0 1 6.5 17H20"></path>
<path d="M6.5 2H20v20H6.5A2.5 2.5 0 0 1 4 19.5v-15A2.5 2.5 0 0 1 6.5 2z"></path>
<circle cx="12" cy="12" r="2"></circle>
<path d="M12 10v4l2 2"></path>
</svg>
</div>
<div class="contribution-content">
<h3>Teaching Classics Worldwide</h3>
<p>Contributor of two chapters (Bloomsbury, edited by Steven Hunt)</p>
</div>
</div>
</div>
</div>
</section>
<!-- Book Spotlight Section -->
<section id="book-spotlight" class="book-spotlight">
<div class="container">
<h2 class="spotlight-title">Featured Publications</h2>
<div class="books-grid">
<!-- Authored Book -->
<div class="book-card featured">
<div class="book-image">
<img src="https://m.media-amazon.com/images/I/91EpL3FyPCL._SL1500_.jpg"
alt="Byzantine Emperor Constantine V, 'the Dung-named' book cover" class="book-cover">
</div>
<div class="book-content">
<div class="book-badge">Latest Publication</div>
<h3>Byzantine Emperor Constantine V, 'the Dung-named'</h3>
<p class="book-subtitle">The Iconoclast and Military Reformer</p>
<p class="book-description">
A comprehensive examination of one of Byzantium's most controversial emperors, exploring
Constantine V's military campaigns, iconoclastic policies, and lasting impact on the
Byzantine Empire.
</p>
<div class="book-details">
<span class="detail-item">📅 2024</span>
<span class="detail-item">📖 Monograph</span>
<span class="detail-item">🎓 Academic Press</span>
</div>
<a href="https://www.amazon.com/Byzantine-Emperor-Constantine-Dung-named-Iconoclast/dp/1036114821"
target="_blank" class="book-cta">
View on Amazon
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fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round"
stroke-linejoin="round">
<path d="M7 17l10-10"></path>
<path d="M7 7h10v10"></path>
</svg>
</a>
</div>
</div>
<!-- Contributed Book -->
<div class="book-card">
<div class="book-image">
<img src="https://res.cloudinary.com/bloomsbury-atlas/image/upload/w_360,c_scale,dpr_1.5/jackets/9781350427631.jpg"
alt="Teaching Classics Worldwide book cover" class="book-cover">
</div>
<div class="book-content">
<div class="book-badge">Contributor</div>
<h3>Teaching Classics Worldwide</h3>
<p class="book-subtitle">Global Perspectives on Classical Education</p>
<p class="book-description">
Dr. Ivings contributed two chapters to this comprehensive volume exploring innovative
approaches to teaching classics across different cultural and educational contexts.
</p>
<div class="book-details">
<span class="detail-item">📅 2024</span>
<span class="detail-item">✏️ Two Chapters</span>
<span class="detail-item">🏛️ Bloomsbury Academic</span>
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View on Bloomsbury
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<h3>Twilight of the Roman West</h3>
<div class="project-details">Pen and Sword • Expected 2026</div>
<p class="project-description">
Reimagines the last years of the Western Roman Empire through the reign of Julius Nepos, the
true but forgotten final emperor. More than a tale of collapse, this is a study of survival,
ambition, and erasure: why history remembered Romulus Augustulus but silenced the emperor
who outlived him.
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<h3>238: Rome on the Brink</h3>
<div class="project-details">Pen and Sword • Expected 2026</div>
<p class="project-description">
The Year of Six Emperors (AD 238) was one of the most dramatic turning points in Roman
history. This book explores the clash between Senate and soldiery, the weight of legitimacy,
and the brutal realities of power in the third century.
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<h3>The Palgrave Handbook on Classics in Africa</h3>
<div class="project-details">Palgrave • Forthcoming</div>
<p class="project-description">
Expands the landscape of Classics Education on the African Continent, focusing on lived
teacher experiences and new research. Contributions focus on chapters about East and North
Africa.
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Dr. Ivings is committed to uncovering the overlooked narratives of history, challenging received
wisdom, and fostering curiosity in every reader. His approach blends rigorous scholarship with a
passion for storytelling, aiming to make the ancient world accessible and relevant to all.
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