Science Fair Project Encyclopedia
Death, Deceit and Destiny Aboard the Orient Express
When an anonymous benefactor invites a party of celebrities and business magnates to a New Year's celebration aboard the Orient Express, it is the guests' greed which brings them all together. Apart from an enjoyable free trip on the luxury train, the businessmen among the passengers also expect to make a lucrative deal. However, just outside Paris the whole train is taken over by terrorists -- without anybody noticing. Jack Chase (Richard Grieco), a young American actor who has also been invited, realizes that one of the waiters is missing but does not know that he has been killed together with all his work colleagues.
Predictably, the passengers try to do something about their predicament. While the businessmen ponder the question of whether to pay up or not, it is the women who take an active part in fighting the terrorists, most notably Nadia (Joanna Bukovska), a young Russian dancer who has fallen in love with Chase and who even saves his life when he is attacked by one of the thugs. The couple secretly climb on the roof of the train and succeed in finding some of the explosives. In the end, shortly before their arrival in Istanbul, the locomotive, with Tarik in it, is uncoupled from the rest of the train and blown to pieces by the bombs planted by the terrorist himself.
Although the movie was released long before the September 11, 2001 Terrorist Attacks, the character of Tarik is a thinly disguised Osama bin Laden. There are also some minor but obvious parallels to the 1974 film Murder on the Orient Express, which is based on an Agatha Christie novel. These parallels almost exclusively concern the setting and the constellation of characters: There are no similarities whatsoever regarding the plot. It should also be noted that Death, Deceit and Destiny Aboard the Orient Express contains numerous highly implausible scenes, such as two of the hostages playing strip poker in one of their compartments.The contents of this article is licensed from www.wikipedia.org under the GNU Free Documentation License. Click here to see the transparent copy and copyright details





