to the passage below and then answer the question afterwards in the same language as the passage: Passage: 1040 (10 duodecillion) years to approximately 10100 (1 googol) years, up to 10106 years for the largest supermassive black holes After 1040 years, black holes will dominate the universe. They will slowly evaporate via Hawking radiation. A black hole with a mass of around 1 M<unk> will vanish in around 2×1066 years. Refer to the passage below and then answer the question afterwards in the same language as the passage: Passage: 1040 (10 duodecillion) years to approximately 10100 (1 googol) years, up to 10106 years for the largest supermassive black holes. After 1040 years, black holes will dominate the universe. They will slowly evaporate via Hawking radiation. A black hole with a mass of around 1 M<unk> will vanish in around 2×1066 years. As the lifetime of a black hole is proportional to the cube of its mass, more massive black holes take longer to decay. A supermassive black hole with a mass of 1011 (100 billion)
àwọn ihò dúdú ńláńlá