On Tuesday, 10th June, the brilliant mathematician, Zoe Griffiths, came to St. Paul’s to give some 5th form students a fun and interactive presentation about ‘Mathematics of the Unexpected’. Having entered the John Colet Hall, we sat down at desks in pairs and were immediately greeted by a jovial and comical Zoe. Not only has she appeared on the YouTube Channel Numberphile, but she has also been on BBC Radio 4, performing mathematical comedy sets. Needless to say, she gave off a lot of positive energy, which made us all very excited about the two hours ahead of us. We began by investigating the secrets of some magic tricks, such as the seemingly mind-boggling fact that any 3-digit number repeated after itself (e.g. 738738), when divided by 7, will always produce a whole number. Surely, we would expect only a seventh of the numbers to be a multiple of 7? In fact, this new number divides by 13, 11 and 7. Now, 13 x 11 x 7 =1001 and 1001 multiplied by any 3-digit number produces a n...