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Title : "Does Le Pen have a chance of winning French presidency?"
link : "Does Le Pen have a chance of winning French presidency?"
"Does Le Pen have a chance of winning French presidency?"
"Since his impressive first-round victory on Sunday, Mr Macron is still at least 20 points ahead, which sounds an unassailable lead.... So what could go wrong for him?"All she needs is to advance a little more in the polls, and this is how she could do it.
"If she gets 42% of the vote, which isn't impossible, and Macron gets 58%, normally she loses the election," physicist and Sciences Po political expert Serge Galam told RMC radio. "But if 90% of people who said they would vote for Le Pen do it, and at the same time only 65% of people who declared they would vote for Macron actually do it, then it's Marine Le Pen who wins the election with a score of 50.07%."
Under Serge Galam's mathematical formula, he gives three examples of how Marine Le Pen can win, where she is candidate "A turnout x" and Emmanuel Macron is "B turnout y" with a Turnout (T). He calls this model "differentiated abstention."
"Since his impressive first-round victory on Sunday, Mr Macron is still at least 20 points ahead, which sounds an unassailable lead.... So what could go wrong for him?"
All she needs is to advance a little more in the polls, and this is how she could do it.
"If she gets 42% of the vote, which isn't impossible, and Macron gets 58%, normally she loses the election," physicist and Sciences Po political expert Serge Galam told RMC radio. "But if 90% of people who said they would vote for Le Pen do it, and at the same time only 65% of people who declared they would vote for Macron actually do it, then it's Marine Le Pen who wins the
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election with a score of 50.07%."
Under Serge Galam's mathematical formula, he gives three examples of how Marine Le Pen can win, where she is candidate "A turnout x" and Emmanuel Macron is "B turnout y" with a Turnout (T). He calls this model "differentiated abstention."
Under Serge Galam's mathematical formula, he gives three examples of how Marine Le Pen can win, where she is candidate "A turnout x" and Emmanuel Macron is "B turnout y" with a Turnout (T). He calls this model "differentiated abstention."
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