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In Search of the Pearl Unique

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Summary

1208 Akil the Mystic and his charge, Reah, have travelled far, from the expanses of the North African deserts, through Moslem al-Andalus (Andalusia) and finally to the edge of the Baltic Sea. They make their home in Rohuküla, Estonia where Akil continues his 'Great Work'. Their presence is a mystery to the townsfolk, but rumours soon begin to spread that Reah is a shaman of great power come to restore the old ways of the pagan tribes. They have also come to the attention of the powerful Albrecht von Buxhövden, Archbishop of Riga, who dispatches an army of Schwertbrüder — Sword Brothers — to capture Akil and his daughter. Caught between these two opposing ambitions, Reah has no choice but to fulfil her ancient destiny.

Status
Complete
Chapters
27
Rating
n/a
Age Rating
13+

Prologue

in Search of the Pearl Unique

by

ANTHONY MICHAEL CORNISH

© Anthony Michael Cornish 2015. Anthony Michael Cornish has asserted his right to be identified as the author of this Work in accordance with the Copyright, Design and Patents Act 1988. All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted in any form or by any means, electronic, mechanical, photocopying, recording or otherwise, without the prior permission of the copyright owner.



in Search of the Pearl Unique

Everything in the universe, which nature has arranged in accordance with a systematic plan, seems both in the part and the whole to have been settled and arranged in accordance with Number by the forethought and mind of the Creator of Everything. The model was established like an outline pattern from the prevalence of the Number pre-existent in the mind of God, Creator of the universe—the Number was simply a concept, entirely without material form, and yet the everlasting essentiality, in order that time, movement, the sky, the stars, every kind of astral revolution, every one of these things, might be produced with it, as from a Workman’s Plan.

Nichomachus’ Introduction to Arithmetic

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