Six persons –C, P, Q, S, T and U– were born in different years among 1933, 1944, 1981, 1987, 1993 and 2018. The base year for calculating age is 2025. Each of them likes to visit a different place among Italy, Greece, Spain, Egypt, Maldives, and Japan (not necessarily in the same order).

C is six years elder than the person who likes to visit Italy. One person was born between the persons who likes to visit Italy and Maldives. U is immediately elder than the person who likes to visit Maldives. S is two persons elder than T. The one who likes to visit Spain is immediately younger than the T. C doesn’t like to visit Spain. The one who likes to visit Japan is two persons elder than the one who likes to visit Egypt. P doesn’t like to visit Greece and Maldives.

What is the age of the person who likes to visit Maldives?

To find the age of the person who likes to visit Maldives, we can determine the birth years and ages of all individuals in the base year 2025.

Step 1: Calculate the ages of the six persons in 2025
Based on the birth years provided, we calculate their ages in the base year 2025 (Age = 2025 - Birth Year):

• Born in 1933: $2025-1933=92$ years
• Born in 1944: $2025-1944=81$ years
• Born in 1981: $2025-1981=44$ years
• Born in 1987: $2025-1987=38$ years
• Born in 1993: $2025-1993=32$ years
• Born in 2018: $2025-2018=7$ years

Step 2: Apply the clues to determine the positions and preferences
Let us arrange the information in descending order of age (eldest to youngest):

1. 92 years (born in 1933)
2. 81 years (born in 1944)
3. 44 years (born in 1981)
4. 38 years (born in 1987)
5. 32 years (born in 1993)
6. 7 years (born in 2018)

Clue A: "C is six years elder than the person who likes to visit Italy."
Looking at the differences in ages:

• $44-38=6$
• $38-32=6$

1. C is 44 years old, and the person who likes Italy is 38 years old.
2. C is 38 years old, and the person who likes Italy is 32 years old.

Clue B: "One person was born between the persons who likes to visit Italy and Maldives." and "U is immediately elder than the person who likes to visit Maldives."
Let's analyze Case 1 (C is 44, Italy is 38):

• If Italy is 38 (born in 1987), then the person who likes Maldives must be either 81 (born in 1944) or 7 (born in 2018).
• Since U is immediately elder than the person who likes Maldives:
  • If Maldives is 81, then U must be 92.
  • If Maldives is 7, then U must be 32.

Clue C: "S is two persons elder than T" and "The one who likes to visit Spain is immediately younger than T."
This creates a consecutive sequence of 4 positions in descending order of age: S, [someone], T, [Spain]. Let's look at the available ages/slots for S, [someone], T, Spain in Case 1 where Maldives is 7, U is 32, C is 44, and Italy is 38:

• If we place S at 81 (1944), the sequence becomes S (81), C (44), T (38), Spain (32).
• This means T is 38 (born in 1987, which matches Italy) and the person who likes Spain is 32 (born in 1993, who is U).
• This perfectly satisfies all conditions: C is 44, T is 38 (Italy), U is 32 (Spain), and the person who likes Maldives is 7 (born in 2018).

Step 3: Verify the remaining clues

• Clue D: "The one who likes to visit Japan is two persons elder than the one who likes to visit Egypt."
  Since the places for ages 38, 32, and 7 are Italy, Spain, and Maldives respectively, Japan and Egypt must occupy ages 92 and 44 respectively (since Japan is two positions elder than Egypt). Thus, the 92-year-old likes Japan, and C (44 years old) likes Egypt.
• Clue E: "P doesn't like to visit Greece and Maldives."
  The person who likes Maldives is 7 years old. So, P cannot be 7. Thus, P must be 92 years old (who likes Japan). Greece then goes to S (81 years old). The final arrangement is fully consistent.

Therefore, the age of the person who likes to visit Maldives is 7 years.