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Twelve persons A to L belong to four different cities. These four cities are located in two countries, i.e. two cities in each country. The two countries are Italy and Spain, and the four cities are Valencia, Granada, Verona, and Genoa. At least two and at most four persons belong to each city. All the persons like different colors: red, green, blue, pink, teal, cyan, grey, yellow, olive, black, maroon, and white. The information about persons, countries, cities, and colors is not used in the same sequence as given. I is neither from Italy nor likes red. The one who likes green belongs to the city of G, who is neither from Italy nor belongs to C's city. D (who does not like grey) and the one who likes yellow are from the same country. F and the one who likes pink belong to the same country but not the same city. K and the one who likes olive are from Spain but belong to different cities. F is from Granada but not from Spain. D does not like maroon but belongs to the city of the one who likes grey. The number of persons in H's city is less than the number of persons in Valencia. C and the one who likes red are from Spain but do not belong to Verona. One of the persons who has a vowel name likes cyan. A likes black but neither belongs to Genoa nor to Valencia. H and E are from the same country, but they neither are from F's country nor like red. One of the persons from Genoa likes blue but he is not C. The person who likes maroon belongs to Valencia, from where an odd number of persons belong. Verona is not in Italy. B and the one who likes teal belong to the city of the one who likes black. Question: The one who likes cyan belongs to which city and lives with which person?
- Valencia, C
- Genoa, J
- Granada, F
- Genoa, L
Correct answer: Genoa, J
Solution
This is a multi-layered logic puzzle involving persons, cities, countries, and colors. By combining the country restrictions, city membership clues, and the person-color assignments, the cyan-lover is determined to be in Genoa and living with J.
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