Arrows logic game from MathPickle

1. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844
頭
The Emperor Jiaqing of the Qing dynasty is being
challenged for control of his seas by 80,000 pirates
under the command of Ching Shih. Start with the
Emperor Jiaquing and pirate Ching Shih on their
respective coins. Choose who goes first. Turns
alternate. On a turn, the player follows an arrow
to a new location. The game ends when one player
moves on top of the other player, thereby winning.
Imagine that both players are perfectly smart. For
each game decide what happens if Emperor Jiaqing
goes first. Is the game a tie, or does the Emperor
win or lose? Do the same if Ching Shih goes first.

2. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844
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3. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844
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4. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844

5. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844
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6. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844
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7. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844
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8. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844
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9. 頭
Emperor Jiaqing, 1796-1820 Pirate Ching Shih, 1775–1844

10. PirateChingShih
goesfirstand...
Emperor Jiaqing
goes first and...
wins ties loses
wins
ties
loses