Canada is being bombed mercilessly by a mysterious plane, which is shaped like a boomerang, and is dubbed "The Falcon". The plane is under the command of Japanese admiral Yamata. The identity of the plane remains a mystery until Professor Marshall Brent and his daughter Carol arrive with a new type of airplane detector. The axis forces are planning a Canadian invasion, and feeling that Professor Brent poses a threat to their plan, they kidnap him. RCMP Sergeant Dave King attempts a rescue, but the Professor is killed when the plane in which he is held captive crashes into a riverboat.
Carol, determined to carry on her father's work, manages with Sergeant King's help to prevent the axis spies from capturing the device her father invented. When the spy ring makes a last desperate attempt to capture the device from the cabin in which she is hiding out, she destroys it rather than let it fall into enemy hands. She is kidnapped and taken to a volcano crater where the spy ring has its headquarters. It is up to Sergeant King to rescue her.
Read more about this topic: King Of The Mounties
Other articles related to "plot, plots":
... The points plotted in a Q–Q plot are always non-decreasing when viewed from left to right ... If the two distributions being compared are identical, the Q–Q plot follows the 45° line y = x ... values in one of the distributions, then the Q–Q plot follows some line, but not necessarily the line y = x ...
... Zoltan opens another coffin shaken loose from the crypt, this one holding the body of an innkeeper, Nalder, who once owned the crypt ... Zoltan removes the stake from the innkeeper's chest, reanimating the innkeeper ...
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... from the throne of Scotland in 1567, she became the focus of numerous plots and intrigues to restore England to the Catholic fold ... queen, even if the claimant were ignorant of the plot, would be excluded from the line and executed ... benefit from the death of the Queen if a plot against her was discovered ...
... plot(x0,y0, x1,y1) dx=x1-x0 dy=y1-y0 D = 2*dy - dx plot(x0,y0) y=y0 for x from x0+1 to x1 if D > 0 y = y+1 plot(x,y) D = D + (2*dy-2*dx) else plot(x,y) D = D + (2*dy) Running this algorithm for from (0 ...
Famous quotes containing the word plot:
“Those blessed structures, plot and rhyme
why are they no help to me now
I want to make
something imagined, not recalled?”
—Robert Lowell (19171977)
“The plot! The plot! What kind of plot could a poet possibly provide that is not surpassed by the thinking, feeling reader? Form alone is divine.”
—Franz Grillparzer (17911872)
“The westward march has stopped, upon the final plains of the Pacific; and now the plot thickens ... with the change, the pause, the settlement, our people draw into closer groups, stand face to face, to know each other and be known.”
—Woodrow Wilson (18561924)