COMPETITION TIME ** Silverstone BSB**

Leave your answer below please.

Closing date will be midnight on Monday 30th September.

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

That would be three then.

3 :slight_smile:

It is three so answer c.

R

C: 3

Answer: C

C -3

C

Well if you didnt know, then you do now!:w00t:

C:3

Urm… 3?

C) 3

c) 3

© 3

umm is it 3? I’ll go with 3

bugger it, I’m in Brussels that weekend so I cannot enter

You can enter and make a new best friend!:wink:

C - 3.

2

Tres

trois