![]() Of course, having failed the final challenge, the Professor pays full price, frustrated, and decides that he'll go to another diner as HIM tries to bargain desperately for his continued patronage. In the end, it is discovered that HIM had made a deal with the Professor that if the girls could solve all his riddles in time, the Professor could have a free breakfast on him at the Otto-Time Diner. The girls do not make it in time and HIM declares that the Professor must pay. However, they went to the wrong building while their real destination was across the road. The girls meet up for the final challenge where HIM then asks, "Where is boiling and freezing at the same time?" The Mayor assists the girls and tells them that this refers to the coordinates of where they were supposed to go, within Townsville itself. The monster is then hauled to an airport, thus "defeating him". The monster reacts by stomping loudly until it slips on a banana peel thrown by Bubbles and lands butt-first onto a taxi called by Buttercup. Crafting a new plan, Buttercup and Bubbles distract the monster while Blossom climbs up a building to attack the monster by pulling his hair. Despite efforts as hyperbolic as pelting him with machine gun fire, the girls' efforts at attacking the monster first prove ineffective. The next challenge is to defeat a monster without superpowers. Blossom, Buttercup, and HIM are caught by surprise as the villain says "Well, I'll be darned." Buttercup got 25 (much to her irritation and Blossom's amusement), Blossom got an even lower score of 10 (much to her shock and Buttercup's triumph), and Bubbles receives an unexpected (though remarkable) 1075. After time runs out, HIM checks their test papers with a scanner inspired by a Scantron machine. He states that success depends on whether or not they score combined one-hundred points with the one minute provided, otherwise the Professor will "pay." HIM and the girls arrive at Pokey Oaks Kindergarten and HIM told them to begin. Next, HIM decides to test them in the spirit of the SATs. Keane (Unfortunately she takes fifteen seconds too long and answers incorrectly, but this goes unnoticed by the other characters). Blossom deduces and solves the riddle by questioning both Keanes about who they would claim was the real Ms. Keane would tell the girls the truth while the false would only tell lies. Keane suspended over a vat of shark-infested, boiling water HIM tells them that the true Ms. With the riddles about halfway completed, HIM leaves to the girls another riddle involving a monkey, which is solved within the minute and forty-five seconds.Īs the conclusion of the episode starts, a new puzzle involves two versions of Ms. The girls quickly flew to a common point between the two routes and thwarted the collision. As the girls struggle to do the math over the minute given, they realized that it was not a matter of the time of the collision as it was about the potential crash site. HIM gave them the next quiz about two trains involving one coming from Pokey Oaks and the other from Norwalk, asking them where the train will collide. ![]() Blossom arrived first and answered the phone call. The girls try to split up and use different modes of transport Blossom hitches a ride in a truck, Buttercup takes the subway, and Bubbles takes the bus and later rides a pony. After The Powerpuff Girls solve the problem with a rain cloud within another two-minute time limit, HIM orders them to run to an intersection of two roads, Chang and Ching, without flying within three minutes. HIM then gives them the second riddle about trying to bring tears to the entire town. After they have solved the riddle, seemingly involving a school bus in danger of an accident, HIM appears to congratulate the girls for solving the first among many, telling them that they have eight more to go. The episode starts with the girls trying to answer a riddle within a time limit of two minutes. If they fail to meet his bizarre orders, The Professor will. HIM sets up a series of obscure challenges for the girls to complete under a certain time limit.
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