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" ... "When asked specifically about the 12 month fate of bitcoin and Tesla—a stock emblematic of a potential tech bubble—a majority of readers think that they are more likely to halve than double from these levels with Tesla more vulnerable according to readers," Deutsche Bank analysts wrote. ... "
" ... But one of the big questions that this has led to is whether a planet can survive, intact, to orbit close in to a white dwarf. White dwarfs are as massive as entire stars, but only about the physical size of a rocky planet like Earth. Each time you halve your orbital distance around a white dwarf, the tidal forces on you increase by a factor of 8; could a planet survive orbiting so close to such a massive object? ... "
" ... Hydrogen is also very costly, and even though Toyota expects prices to halve in a few years, that would still make fuel cell vehicles (FCEVs) more expensive to run than BEVs. Most hydrogen is still made from fossil fuels (“blue” or “grey” hydrogen), and even with carbon capture that means FCEVs fueled from this supply aren’t as green as a BEV powered by renewables. It is possible to make hydrogen by electrolyzing water. But the plants to do this are much more expensive than a charge point, and the electrolysis process is much less efficient – around three times less than a BEV. It’s not very green to waste two thirds of the supplied energy. ... "
" ... Oscar Lopez (No. 32), who holds a majority stake in TV network ABS-CBN, saw his net worth nearly halve to $240 million after Philippine lawmakers in July rejected the company’s bid to renew its 25-year broadcast license; its shares have lost close to 65% of their value over the past year. ... "
" ... This is basically Newton's first law (objects at rest remain at rest and objects in motion remain in constant motion unless acted on by an outside force), but applied to the special case of constant motion. If you halve the distance you're traveling, it takes you only half the time to traverse it. To travel (½ + ¼ + ⅛ + ...) the total distance you're trying to cover, it takes you (½ + ¼ + ⅛ + ...) the total amount of time to do so. And this works for any distance, no matter how arbitrarily tiny, you seek to cover. ... "