Seven persons i.e. Z, O, P, R, K, T and C are in a coffeeshop. They belongs to different cities of India, i.e. Pune, Kolkata, Goa, Lucknow, Delhi, Chennai and Kanpur but not in same order and like different cricket stars i.e. Sachin, Gambhir, Kohli, Laxman, Dravid, Zaheer, and Kumble (but not in same order). Z belongs to either Goa or Delhi. The one, who likes Dravid, belongs to Lucknow. O belongs to either Delhi or Pune. K likes Laxman. R does not belong to Lucknow. The one, who likes Gambhir, is T. The one who belongs to Pune is either C or K. The one, who belongs to Chennai, likes Kohli. Z does not belong to Kanpur and likes Kumble. The one, who belongs to Pune, likes Sachin. The one who likes Gambhir does not belong to Kanpur.

Explanation

Let us start with the detail solution. K likes Laxman. The one, who likes Gambhir, is T. Z belongs to either Goa or Delhi. The one who belongs to Pune is either C or K. Z does not belong to Kanpur and likes Kumble.

Step II: The one, who belongs to Pune, likes Sachin. So, C belongs to Pune and likes Sachin. O belongs to either Delhi or Pune. But C belongs to Pune, so O belongs to Delhi and Z belongs to Goa. The one, who likes Dravid, belongs to Lucknow. R does not belong to Lucknow. So, P belongs to Lucknow and likes Dravid. The one, who belongs to Chennai, likes Kohli. So, R belongs to Chennai and likes Kohli.

Step III: The one who likes Gambhir does not belong to Kanpur. So, remaining K belongs to Kanpur and T belongs to Kolkata. And O belongs to Zaheer. So the final arrangement is-