Timeline Activity for Chapter 13

This activity will help you learn the correct historical sequence of major events and developments in this chapter. While it’s important to know the correct dates for historical events, it’s even more important to understand the sequence of related events.

Match the dates in the column on the left to the correct events in the dropdown on the right. When you finish, click the “submit” button to turn in your work.

Question

Reformation and Counter-Reformation
1. 1517 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
2. 1521 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
3. 1530s 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
4. 1536 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
5. 1540 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
6. 1542 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
7. 1545-1563 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
8. 1555 IWkotMIIHIMQ47CEh4aXvriqdsNsZUrXbDqUVzO+JrAqpuKtKA43Y9HF0mZoUwVLbg+T5RGCw8aC44YUOh72fHxXy0tGBLw/87JK4xpH3id4yenCpQJC+ZwiJiMmjSBsxO3UMy4spnKnNGe2eigKlvU0AVnPeIbvS98JOsClWmMGi7Q7KOrvlT7fB+LupXRLWjrTz8s+PoqxW+XqhdsaWfui39NElRKNpqiAq3SnDSW8gJ0bKTS6dZxlrDuIryFGWtBE+GvKcyTw8NkE4gzi7DijYGygEoaZFuvoPK4HbKJ3xoxoKskUws9CaxNjT2OgFFMvTzL9TaleMZb/QHPPqlAyz1DBVajsNkRHPRzvsJyXEf92Q/qxdj95rhI3AoW+SR8xJNjSPYMFS2/9oU1u1QW7wBHKF3dcLfJnf1oiSRN6a7N/SWpFJt8qDTsRZVcKPHaT1hPiHqOZJekoVY6VrFy53cjUKd8mwMT0f3N/vXHCefF9vTdRim6qgfBrcwdIsIqkx6NM52Lp92Ew8pyW3whvuJ8AGKHoxXfs3BXcE/1v5dhkA5zA/ypgKn9azJNMVNw/Rn8m1dLLXO2Gq2S3Dg+wfdJi7NJ2X2ILhJF34fTxP3B9/qIzfNZEctpLCIcLv/ok4E7dF2cLvngiHKaRCBLCVW+xNdUR+NAcuEksH+YmaYmT
9. 1572 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
10. 1598 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