data:image/png;base64,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:image/png;base64,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
Image from Google - 5289804-cartoon-castle-cartoon-clipart-castle-clipart-house-png-cartoon-castle-png-650_650_preview Image from Google - 38-380972_clip-art-cartoon-hill-background-road-cartoon-png
HGreat Job! You have helped save the castle and the kingdom from destruction! But the Dragons' allies, the bats, are angered and are trying to defeat the wizard! Help the wizard defeat the bats by moving him towards them, until his wand makes contact with them 5Thank you for playing save the castle! To play again, press the space bar.4
Score1-240240-180180"How many species of frogs exist? A)4,810 B)57 C)978",Who is the founder of Facebook? A)Bill Gates B)Steve Jobs C)Mark Zuckerberg,When was the first iPhone created A)2003 B)2007 C)2008,Who is the richest person in the world? A)Bill Gates B)Jeff Bezos C)Warren Buffet,How many states are in the USA? A)50 B)52 C)100,Where is the Taj Mahal located A)Las Vegas B)Canada C)India
Where was the Statue of Liberty created? A)France B)England C)New York,When was Coca-Cola founded? A)1982 B)1892) C)1904,What is the most populated country? A)China B)Canada C)United States,Which species of bird cannot fly? A)Pigeon B)Flamingo C)Ostrich,Which planet is closest to the sun? A)Earth B)Mercury C)Venus,What is the largest island in the world? A)Greenland B)Madagascar C)Hawaii
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