Compare Two Poker Hands

Problem: Compare Two Five-Card Poker Hands Given one five-card standard poker hand for each of two players, determine the winner. A card consists of a rank and a suit: Ranks: 2–9, T, J, Q, K, A, where A is highest. Suits: C, D, H, S. The input contains two lines, one hand per player. Cards are separated by spaces, for example: AS KD QH JC TS. Use standard five-card poker hand categories, from strongest to weakest: Straight Flush Four of a Kind Full House Flush Straight Three of a Kind Two Pair One Pair High Card Comparison rules: Compare hand categories first. If categories are equal, compare the relevant ranks and then kickers using standard poker ordering. An ace may be low in the straight A, 2, 3, 4, 5; that straight is treated as 5-high. If the two hands are completely equivalent, output Tie. Print one of: Player 1, Player 2, or Tie. Example 1 Input: AS KS QS JS TS 9C 9D 9H 9S 2D Output: Player 1 Example 2 Input: AH AD KC KD 2S AS AC KH KS QS Output: Player 2 Both hands have two pairs, Aces and Kings. Player 2 wins because its queen kicker beats Player 1's 2 kicker. Constraints Each player has exactly five valid, distinct cards. No physical card appears in both hands. Example Input AS KS QS JS TS 9C 9D 9H 9S 2D Output Player 1