《大型四角恋》2
这天,我走在大街上,迎面又走来了两男两女,四位老熟人,我心想:老李啊,上次让你蒙混过关,这次可不能,所以我又问了句:“你们到底谁喜欢谁?”(不要问为什么四个情敌走在一块,因为剧情需要。)
张:“杨爱我,杨爱王。”
杨:“我爱王,李爱张。”
王:“我爱张,张爱我。”
李:“我爱张,王爱张。”
每人都说了一半的真话,问李爱谁?
(而且他们每人都只爱一个人,没有一个人喜欢多个人的存在,没有同性恋,别扯同性恋,更没有无性恋。)
【专题 GMAT逻辑题】
The number of applications for teachingpositions in Newtown’s public schools was 5.7 percent lower in 1993 than in 1985and 5.9 percent lower in 1994 than in 1985. despite a steadily growing student populationand an increasing number of teacher resignations, however, Newtown does not facea shortage in the late 1990’s. Which ofthe following, if true, would contribute most to an explanation of the apparentdiscrepancy above?
【A】Many of Newtown’s public school studentsdo not graduate from high school
【B】New housing developments planned for Newtownare (shared) for occupancy in 1987 and are expected to increase the number of elementaryschool students in Newtown’s public
【C】The Newtown school board does notcontemplate increasing the ratio of students to teachers in the 1990’s.
【D】Teachers’ colleges in and near Newtownproduced lower graduates in 1994 than in 1993
【E】In 1993 Newtown’s public schools received 40percent more applications for teaching positions than there were positions available
33IQ第一届斗智大会正在进行~这一局由残灯无焰对抗冀桢,规则如下:
场上有五张扑克牌,点数为23456,裁判Sroan会随机选择两张点数相邻的牌,分别交给残灯无焰与冀桢。他们二人相互不知道对方的点数。然后,Sroan会询问他们是否要与对方交换手上的牌。
两人都同意交换则交换,都不同意则不交换,一方同意、另一方不同意则重新发牌,直到两人达成统一。然后亮牌,点数大者胜利晋级,另一方失败淘汰。重新发牌超过5次则算平局,双方都晋级。
发牌完毕,看到手里的牌是4,残灯无焰皱起了眉头……但没多久就被冀桢打断了,他散漫地说:“小姐姐看来遇到了瓶颈,那就由我来打破僵局吧~我选择交换。”
残灯无焰看向Sroan,Sroan补充道:“决定好是否交换,直接说就可以。”
残灯无焰白了Sroan一眼,她还以为要写下来再同时公布呢,这也太随便了。那么这局游戏的走向她已经了然于胸了。
如果二人都保持理性,首先追求晋级,其次追求淘汰对手。那么请问,残灯无焰是否应该交换这张牌?最终会是什么局面?