data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==
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geography questionsWhat is the capital city of France?Which river is the longest in the world?Which canal connects the Mediterranean Sea to the Red Sea?What is the official language of Brazil?What is the capital of Peru?
math questionsWhat is the result of 5+8?If a shirt costs $20 and is on sale for 30% off, what is the sale price?What is the product of 6 × 9?A rectangle has a length of 12 units and a width of 5 units. What is its perimeter?Solve for x in 2x−5=11.
general questionsWhich planet is known as the "Red Planet"?What is the capital city of Australia?Who wrote the play "Romeo and Juliet"?What is the largest ocean on Earth?In Greek mythology, who is the god of the sea?
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falseWhat is the capital city of France?,Which river is the longest in the world?,Which canal connects the Mediterranean Sea to the Red Sea?,What is the official language of Brazil?,What is the capital of Peru?
0What is the result of 5+8?,"If a shirt costs $20 and is on sale for 30% off, what is the sale price?",What is the product of 6 × 9?,A rectangle has a length of 12 units and a width of 5 units. What is its perimeter?,Solve for x in 2x−5=11.
"Which planet is known as the ""Red Planet""?",What is the capital city of Australia?,"Who wrote the play ""Romeo and Juliet""?",What is the largest ocean on Earth?,"In Greek mythology, who is the god of the sea?"