William Murray, 2nd Earl of Tullibardine

William Murray, 2nd Earl of Tullibardine (c. 1574–1626) was a Scottish landowner and courtier.

He was the son of John Murray, 1st Earl of Tullibardine and Catherine Drummond, daughter of David, 2nd Lord Drummond.

He travelled abroad in 1594 to learn languages, first going to London with James Drummond of Innerpeffray, and William Drummond, with a passport from the English ambassador Robert Bowes.[1] According to the English diplomat George Nicholson, James VI he and James Drummond of Inchaffray were made servants in the king's chamber in August 1601 at Perth.[2]

He came to London with James VI and I in 1603. Lady Anne Clifford wrote that in July 1603, "Now was the Master of Orkney and the Lord Tullibardine much in love in Mrs Cary and came thither [to Norbury, where they were isolated because of illness] to see us with George Murray in their company who was one of the King's bedchamber."[3]

In 1608 he plotted with his brother-in-law John Grant of Freuchie and Mr James Stewart, Commissary of Dunkeld, to help the Earl of Atholl escape from Edinburgh Castle.[4]

In 1616 he had a warrant to arrest Robert Crichton of Cluny. His men caught up with him in St Cuthbert's in Edinburgh and they fought in the church.[5]

On 14 March 1617 King James wrote to him from Whitehall Palace requesting his help preparing for his visit to Scotland. James wanted capercaillies and ptarmigans sent to Durham and to other stops on his way to Berwick-upon-Tweed, as examples of rare and precious Scottish cuisine.[6]

Family

Murray married married firstly in 1599 Cecilia Wemyss. It has been suggested that a sonnet by the king, Nocht Orientall Christall Streemes, was addressed to Cecilia.[7]

His second wife, married in 1604, Dorothea Stewart, was the daughter of John Stewart, 5th Earl of Atholl. Their children included:

gollark: Assume there are integers x, y satisfying x²-y²=2(x-y)(x+y)=2x-y, x+y are both integers because they are a sum/difference of integersx, y >= 0 because (-x)²=x² so just ignore negative solutions since they only exist if a positive one does2 has the factors 2,1 so x-y, x+y must be 1, 2 in some orderx-y, x+y differ by 2yx-y, x+y differ by 12y=1y=½But y is an integer
gollark: We are having such advanced intellectual conversations.
gollark: yes.
gollark: Technically.
gollark: No.

References
  1. Annie I. Cameron, Calendar State Papers Scotland, vol. 11 (Edinburgh, 1936), p. 447.
  2. John Mackie, Calendar State Papers Scotland: 1597-1603, vol. 13 (Edinburgh, 1969), p. 862.
  3. Jessica L. Malay, Anne Clifford's Autobiographical Writing, 1590-1676 (Manchester, 2018), pp. 21-22, 64, probably the Mary Cary who later married John Arundell (1576–1654) of Trerice.
  4. David Masson, Register of the Privy Council of Scotland: 1607-1610, vol. 8 (Edinburgh, 1887), pp. 221, 546.
  5. Robert Chambers, Domestic Annals of Scotland, vol. 1 (Edinburgh, 1858), p. 470.
  6. HMC Manuscripts of the Duke of Athole and of the Earl of Home (London, 1891), p. 10 no. 7
  7. Sebastiaan Verweij, The Literary Culture of Early Modern Scotland (Oxford, 2017), pp. 71, 214-5; 'Ten Sonnets from Scotland', English Manuscript Studies, 16 (2011), pp. 156-8.
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