THE STORIES BEHIND OUR ICONIC NUMBERS Rogerson's Book of Numbers is based on a numerical array of virtues, spiritual attributes, gods, devils, sacred cities, powers, calendars, heroes, saints, icons, and cultural symbols. It provides a dazzling mass of information for those intrigued by the many roles numbers play in folklore and popular culture, in music and poetry, and in the many religions, cultures, and belief systems of our world. The stories unfold from millions to zero: from the number of the beast (666) to the seven deadly sins; from the twelve signs of the zodiac to the four suits of a deck of cards. Along the way, author Barnaby Rogerson will show you why Genghis Khan built a city of 108 towers, how Dante forged his Divine Comedy on the number eleven, and why thirteen is so unlucky in the West whereas fourteen is the number to avoid in China.

Rogerson's Book of Numbers tells the stories behind our iconic numbers. It is based on a numerical array of virtues, spiritual attributes, gods, devils, sacred cities, powers, calendars, heroes, saints, icons and cultural symbols. It provides a dazzling mass of information for those intrigued by the many roles numbers play in folklore and popular culture, in music and poetry, and in the many religions, cultures and belief systems of our world. The stories unfold from millions to zero: from the number of the beast (666) to the seven deadly sins, the twelve signs of the zodiac to the four suits of a pack of cards. Along the way you will discover why Genghis Khan built a city of 108 towers, how Dante forged his Divine Comedy on the number eleven, and why thirteen is so unlucky in the west while fourteen is the number to avoid in China. Now available as a paperback, this is your pocket-book guide to the numerical mysteries of the universe.

During years of travelling through North Africa, author Barnaby Rogerson has encountered a handful of stories so complicated that he could not place them into neat, tidy narratives. These are stories of characters who were neither distinctly good nor noticeably bad, neither malicious nor noble. In Search of Ancient North Africa is a journey into the ruins of a landscape to make sense of these stories through the multilayered lives of six individuals. Rogerson digs into the lives of Queen Dido, who was a sacrificial refugee; King Juba II, a prisoner of war who became a compliant tool of the Roman Empire; Septimius Severus, an unpromising provincial who, as its leader, brought his empire to its dazzling apogee; St. Augustine, an intellectual careerist who became a bishop and a saint; Hannibal, the greatest general the world has ever known; and Masinissa, the man who eventually defeated him. Together these six lives, clouded with as much myth as fact, are characters that represent classical North Africa. Among these life stories, we explore ruins and monuments tell of their lives and see the multiple connections that bind the culture of this region with the wider world, particularly the spiritual traditions of the ancient Near East. In Search of Ancient North Africa sheds new light on a time and place at the crossroads of numerous histories and cultures. It offers the first history of ancient North Africa told through the lives of North Africans themselves.

This fresh overview of numbers and infinity avoids tedium and controversy while maintaining historical accuracy and modern relevance. Perfect for undergraduate mathematics or science history courses. 1981 edition.

A New York Times bestseller! “A bewitching gem...I absolutely loved every moment of this story.” —Stephanie Garber, #1 New York Times bestselling author of the Caraval series “If you loved the Hogwarts Library…you’ll be right at home at Summershall.” —Katherine Arden, New York Times bestselling author of The Bear and the Nightingale From the New York Times bestselling author of An Enchantment of Ravens comes an “enthralling adventure” (Kirkus Reviews, starred review) about an apprentice at a magical library who must battle a powerful sorcerer to save her kingdom. All sorcerers are evil. Elisabeth has known that as long as she has known anything. Raised as a foundling in one of Austermeer’s Great Libraries, Elisabeth has grown up among the tools of sorcery—magical grimoires that whisper on shelves and rattle beneath iron chains. If provoked, they transform into grotesque monsters of ink and leather. Then an act of sabotage releases the library’s most dangerous grimoire, and Elisabeth is implicated in the crime. With no one to turn to but her sworn enemy, the sorcerer Nathaniel Thorn, and his mysterious demonic servant, she finds herself entangled in a centuries-old conspiracy. Not only could the Great Libraries go up in flames, but the world along with them. As her alliance with Nathaniel grows stronger, Elisabeth starts to question everything she’s been taught—about sorcerers, about the libraries she loves, even about herself. For Elisabeth has a power she has never guessed, and a future she could never have imagined.

[In this book, the author] recounts the lives of the handful of individuals - the first four Caliphs, the Prophet's widows and the conquering generals - who led and influenced Islam after the death of Muhammad. Within this fifty-year span of conquest and empire-building, [the author] identifies the seeds of discord and civil war that destroyed the unity of Islam and traces the roots of the schism between Sunni and Shia Muslims to the rivalry of the two people who best knew and loved the Prophet: his cousin and son-in-law Ali and his wife Aisha. -Dust jacket.

Primary maths is stereotypically loved by a few hairy oddballs, tolerated by most sane primary practitioners; loathed by many. With the right approach, however; the right mindset and sense of the impossible being achievable, maths can be moulded into the diamond in the rough of the primary curriculum. Enter Nick Tiley-Nunn: Britain's most imaginative, most exciting primary maths specialist. Over years of practice he has generated ideas about the teaching of maths that are so distinct, so far out and so utterly brilliant that any primary teacher struggling to grasp the nettle of teaching long division will emerge from communing with his ideas not just with some cliched sense that 'maths can be fun', but that it can be brilliant, life-enhancing and truly hilarious. This book presents ideas for primary maths teaching so wildly creative and so full of the joy of life that any classroom of kids will be grateful you read it.