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hello a bit of maths news at the moment thatamp;#39;s caught the public attention is someoneamp;#39;s worked out how to embed the flat torus into three-dimensional space isometrically the reason itamp;#39;s caught the publicamp;#39;s attention is that itamp;#39;s produced a really nice picture which lots of people have blogged and new scientist of written something about everybody loves it because it looks so weird but itamp;#39;s quite hard to understand what it means so Iamp;#39;ve got a quick look through the paper which is not publicly available sadly but I thought I think Iamp;#39;ve sort of worked out what theyamp;#39;re doing and how it works so Iamp;#39;m gonna have a go at explaining it to you so first of all the torus is of course a doughnut shape like this maybe a bit more even so itamp;#39;s you can think of it as a circle thatamp;#39;s been sliced so the cross-section is a circle and you sweep it round in another circle and join them up to make this ring shape