No purchase is necessary to enter this giveaway. Entry is free
The promoter is Stapling & Nailing Ltd., Delta House, Millbuck Way, Sandbach, CW11 3JA
This giveaway is in no way connected or sponsored by any 3rd party, inclusive of Facebook or Tacwise
Purchasing a product does not enhance chance of winning.
Entering this Draw for this give away is void to any other country apart from the United Kingdom Mainland (does not include Northern Ireland, Scottish Highlands, Channel Islands, Scilly Isles, Isle of Man or the Isle of Wight.)
Entrants must be over the age of 18yrs. Employees and their families of Stapling & Nailing Ltd. are excluded from this giveaway
We do not require any payment in monetary terms to enter this draw
My Tool Kit (Stapling & Nailing Ltd) are the sole hosts of this giveaway
Entries are made by entering details on to this page
Entries will be accepted from 3pm 12th July- 00:00 2020 until October 31st 12 noon 2020 (all times GMT)
One winner will be picked at random on the 3rd November 2020 at 3pm (GMT) to win x 1 – Tacwise 18 Gauge Air Brad Nailer
The winner will be notified on our Facebook page (like page for updates) https://www.facebook.com/staplingandnailing/ and via email communication
Following notification to the winner. There will be a 24 hour time period for the prize to be claimed, after which there will be no claim permitted
The prize will be sent from Stapling & Nailing Ltd (MyToolkit)
Is non-transferable and no cash alternatives will be offered. 3- 7 working day delivery is included as part of the prize, and there will be an option to upgrade to next working day carriage is £5.00 plus VAT = £6.00
The Promoter reserves the right to cancel, suspend, modify or terminate the giveaway and to vary these terms and conditions without prior notice at any time.
Subscription to our email service is not conditional to enter this draw
The winner will only made public if the winner decides to share their win on social media or has agreed in writing with Stapling and Nailing to publicise their win.
Odds of winning are a variable dependent on the amount of entries