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  • Artemis3Artemis3 Posts: 751
    Danae dan-Ah-ee says:

      though Brexit is going to serve the interests of the filthy rich extremely well....See original post

    The EU Anti-Tax Avoidance Directive comes into force in 2019.
    Now, what *does* that coincide with?

    Jacob Rees-Mogg is in line for a huge personal windfall when Britain exits the…

    thelondoneconomic.com

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

  • Artemis3Artemis3 Posts: 751
    B3 says:

    Major, Haig, Duncan-Smith, Cameron, May

    Which one would you say was the most inspiring leader of the Conservative Party?

    image

    See original post

     Tory leader??

    Blair!

  • Joyce21Joyce21 Posts: 15,489

    Good to know Mogg wont be short of a bob or two......

    SW Scotland
  • B3B3 Posts: 27,505

    Of course I was,Joyce. But what if you had to pick?? So much talent to choose fromimage

    In London. Keen but lazy.
  • Sam 37Sam 37 Posts: 1,271
    Joyce21 says:

    Good to know Mogg wont be short of a bob or two......

    See original post

     Isn't it, just!

    Artemis, I love your choice of "inspiring" Tory leader!

    Last edited: 15 February 2018 21:54:46

  • DovefromaboveDovefromabove Posts: 88,143

    Really??? image

    https://www.indy100.com/article/hollow-earth-conspiracy-theory-flat-earth-society-aliens-rodney-cluff-8213776?utm_source=indy&utm_medium=top5&utm_campaign=i100

    As we used to say as children ... Tap tap, whirly whirly cuckoooooooooo!!!!


    Gardening in Central Norfolk on improved gritty moraine over chalk ... free-draining.





  • B3B3 Posts: 27,505

    I thought I hit something towards the earth' s crust when I was trying to reach some Spanish bluebell bulbs. This may be the answerimage

    In London. Keen but lazy.
  • DovefromaboveDovefromabove Posts: 88,143

    It may be the answer to the Horsetail problem!!!  they can get hold of it from the other end and pull hard! 

    image


    Gardening in Central Norfolk on improved gritty moraine over chalk ... free-draining.





  • Sam 37Sam 37 Posts: 1,271

    Southbank Centre‏Verified account @southbankcentre

    We monitor the environment in which our advertising appears, to ensure the values of a publication are compatible with our own. We have no future plans to advertise within the Daily Mail. 2/2

    4:47 AM - 16 Feb 2018

    YES!

    Last edited: 16 February 2018 22:41:01

  • Danae(dan-Ah-ee)Danae(dan-Ah-ee) Posts: 966
    Artemis3 says:

     Tory leader??

    Blair!

    See original post

     I LOVE your sarcasm, Artemis!

    As for the Southbank Centre,Sam, excellent, but what took them so long?

    Last edited: 16 February 2018 22:54:28

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