This article estimates the number of monozygotic twins raised apart (MZA) potentially available to Cyril Burt in his twin studies. It concludes that between 77,000 and 88,000 monozygotic (MZ) twin pairs would have been born and survived to the age of ten in the relevant period in England and Wales,
A Question of Numbers
β Scribed by Penrose, Andrea
- Year
- 2019
- Tongue
- English
- Weight
- 202 KB
- Series
- Lady Arianna Regency Mystery 5
- Category
- Fiction
No coin nor oath required. For personal study only.
β¦ Synopsis
With the threat of war looming over the Continent now that Napoleon has re-seized the throne of France, London is abuzz with intrigue as diplomats from the European powers gather to negotiate a military alliance against him. But Lady Arianna and her husband, the Earl of Saybrook, are intent on staying clear of the conflict, deciding itβs a battle for nations and armies to fight . . .
Until things turn very personal. When a Prussian diplomat is murdered, two items found in his pocket force Arianna and Saybrook to once again become reluctant allies with the shadowy head of British security and undertake a rescue mission to Brussels, where lies and deceptions swirl within the ballrooms of the British expatriate community as the armies of Wellington and Napoleon prepare to clash.
A friend, thought to have been killed in Elba, may in fact be alive and a French prisonerβputting his young daughter in danger of been kidnapped from her convent school and used to force her father into revealing critical military secrets. The mission is made even more complicated by yet another threat to Britainβs shaky military alliance . . . and the presence of an enigmatic Spanish beauty whose history with Saybrook is fraught with unsettling questions.
Love, friendship, loyalty. Trust will be tested as Arianna and Saybrook race against time to unravel a secret code which may hold the key to defeating the advancing French army. And as Arianna finds herself matching wits with Napoleon, it will once again all come down to a matter of Luck . . .
**
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