Quiz for Solo Analysis Document 1.4 Theodor de Bry, Engraving of the Black Legend, 1598

Quiz for Solo Analysis Document 1.4: Theodor de Bry, Engraving of the Black Legend, 1598

Solo Analysis Document 1.4: Theodor de Bry, Engraving of the Black Legend, 1598

Choose the best answer to each question.

Question 1.11

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Question 1.12

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

Question 1.13

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

Question 1.14

VsMWHEkWFercZ1rfrTv8/KDqkrqLxVC1kMnchJ9o2fMtG5GuAVNbMG/GcHVoabuGJnw4RM4guLm2sJfio7v3W7gCe6DPoJI62s8+/4pnCyPRG0xWnnHwbScC25KSL7eRarkj+bWEzIz7tE2py0JgTIvGSi17mC/Pv1n9euDUGznVGvQwhpmV1i5dN/PAwEokRGQ0/h+sEPhSRtoZh6tIcHQMGQN8MYHIAlSs2MuGjkb4ilXG3amS7YPRDLYv6TiE2T4UY3qalMYKvb3mrJaAbrccETDmdiLqc50ubMXwm2WokIs5TOnU+oiM1Jcb1Q+3cQhL3GdAm41I5ahkFTT2LQjCj9ZJOZB3t1ARI6OuV70I0HOZKpdvC6UPheJ1ifV71cMbIm+rziu2iqT2MxYnMVfns95I6BMzyy6sEZBhc3bRzDuQpN0nXv++qfJgUwaHQN233SISJlVQRA23U/RyzzHejv5uthi0VYVRBkzd4cIcX7gN3ZLLZCI6ozF56hmUqHa1HQScuKm6zqwdHLkLGCG2i2io71O/6sPTrCbbBVldCRzdv7gaEhzxrEJskA+cHIzFGnQyJTEemlkY83Qz1xx7m3aYVgkwz+zIfkjmP4X2/+LrWu5oUPu7owQzqWD2BK+Fs6tMvBy9Jy9Jby/dghb3PwD7Tp7Tkh1S2BDZx6WgPDIYgyNnT9k6xmkPWJjdqE03EUp9j1gcxCShCpQvorYigKyw3DhYPJmGWT3BXwtZ5MJTqqzcoW39zQj9r7je7Pb+zNDjVoRnoHX7HgHbDb6pi3rp3khYlcn9rpfEEZN2daZatx/beuZ9sengyvq/yagCMpMj9DZ/QtlRsyhzT+CMCytVhL2ALzShaR1osqeV7Zdj6OmWgy7VQI+sNUfFpH/OF0nbn2bfuPYXeH8b1OzPkYk55Lg8SVq2x9iWoBO/87+ERdwJq1yuPBzwhORNsifx9kHQWSXQwHoplmTg7XauHJS3b9PheRQ/iYls27xFSRlRVLMd718GJBIlmjmWYKHH2t5Phljdx9roDYWaFdM/HK8zIoLndpXnJG1Yc78nNmg28ISrWmnayIe8mCm6KmwmMpw1QcPb9pvg2cLsGBmR5MhWxD2pMjZz8hl/6A0MjvanCNhwHdpaGnBLxvCO1NleJlDjSvbeMX3an1V2ksYYN6UxVXN4MX9y6yyGa0mTVn9el7RtFVQU/lpSakXYiveIVtc01FUSULsoqT5QnG1rpQFcefnp9i3PjbmXVqY4pRB/7FRE4vBVKVovYLs6Ns+b5NZA3VOKKmJmRcjOS+3HGSc1yabiLbaPBY4K6Uy3b57Wy1qPEwCOI3EdnjxUKkMK/1XmE4TDdPMJrILmGdx7ybyzJLwLjvia9/A1F6v9BevOPpkdmXrUvSXhaQvaGcBI0hyil1FN+11KOu1DSq0TfRKx1KIgSANUSKvKcA1/b7flvLmzueDWukYnSXr7bGYmmLiiNI4XVXnJoRI89YtL3Vm1f2SxY2bigFGIG3PTaats0R+5XXhWkxrElqkdr5mTKn2qWae2WJFHgcTm2AZCLjlSfh/VpX2tnOxIEjpx8WGR5AK5UIp1FCO8QcQnnVkIsq+dfxjyR8f7PW6YGMruLUJeea5nBwe2Y7vBJTIMSpX8oYaSBvgqRn7qsgqcIVudszflUhsiDAmHxwflGjvfYmd7tEgVgYhlRNi0+/FRYpQB+ZM9QH5xioPoMI4T7HocUbyKuSESyRGrPFV31+9zjN5FrJYrIP1cBGhSPv6GAtQb685NmC4p7T3ZqGS3VmpAy6Xr/x8rbuXmwqpaYVTl/X8sbitSzmmR0YHIc/LfDZeZYu4cb1PTUR0SO9HvCu9kRU6RWUaVFvHWImVX1JjFQyf8J7B0W4zlcISfwafiE+B38R1tAVpt6bczZYCxoY3zrTtyFWAiA+5awUzCpvEpj+x4dMmm/2f1/Qy1niImc5geFKhmGBQFNfW9tOUh0WpLn4fCa6Q0Xa9R9i663L2RgGjqNLvsMrP7Wjhv9SZ7ekCpksj2TrAjnR+9L+DmILjjp8Zh3padVM+YdJKRiTasIJsVypenf80tN3797SbOxCodL95YZFZrcA6UTylOe2LvHbHCQzpUlf+Lk2KGkOtr3q9ikbf9JspKNaZKfGUtMOaG8LNDrsZk8s6xoK6Ay8DbGAEGds+Rv7mSW1U24Qs+7vYrohOOQatnzp+Vn6CkBMRWcohQSRKLw+0qsAeR0pMxxQ==

Question 1.15

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