
From The Smithsonian: “On the flat top of a steep hill in a distant corner of northern Japan lies the tomb of an itinerant shepherd who, two millennia ago, settled down there to grow garlic. He fell in love with a farmer’s daughter named Miyuko, fathered three kids and died at the ripe old age of 106. In the mountain hamlet of Shingo, he’s remembered by the name Daitenku Taro Jurai. The rest of the world knows him as Jesus Christ. It turns out that Jesus of Nazareth did not die on the cross at Calvary, as widely reported. According to local folklore, that was his kid brother, Isukiri. A bucolic backwater with only one Christian resident and no church within 30 miles, Shingo nevertheless bills itself as Kirisuto no Sato or Christ’s Hometown. Every year 20,000 or so pilgrims and pagans visit the site, which is maintained by a nearby yogurt factory.”
Scientists may have solved the infamous ‘move a couch around a corner’ problem

From Scientific American: “For those who have wrestled a bulky couch around a tight corner and lamented, “Will this even fit?” mathematicians have heard your pleas. Geometry’s “moving sofa problem” asks for the largest shape that can turn a right angle in a narrow corridor without getting stuck. The problem sat unsolved for nearly 60 years until Jineon Baek, a postdoc at Yonsei University in Seoul, posted a paper online claiming to resolve it. Baek’s proof has yet to undergo thorough peer review, but initial passes from mathematicians who know Baek and the moving sofa problem seem optimistic. The rules of the problem, which Canadian mathematician Leo Moser first formally posed in 1966, involve a rigid shape turning a right angle in a hallway. Both the shape and the hallway are two-dimensional. Imagine the sofa weighs too much to lift.”
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