Chapter 1. Chapter 26c

Quiz for Document 26-2: Fannie Lou Hamer, Testimony Before the Credentials Committee of the Democratic National Convention (1964)

Reader Quiz
Chapter 26c
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Select the best answer for each question. Click the “submit” button for each question to turn in your work. Click the "Previous" button to navigate back if you need to view the textbook.

Question 1.1

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Question 1.2

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

Question 1.3

il3L3XLZYxdRCI//PIZPvNANs/GzhWfjSOdWG+XmHKvm+ukyLXBal0tGcLWUFHMM+g1p4YCFs8Pzvj0vy5HKjjM53o5OArpjkxHXL2Sn9dBpG17l+nJMbZOxtW6Hx05H8ucDgTDb75AQZfRQX1TQY51lzZlHX4+pGwJ82VoF+n2845KAKoY74Mn9WXeYbicDbJzt2sm0od+7oUHz8BemCE++IOqggFMB1MNHJnSiucutUTEVmOxI3AiScyxPIXoB1pvaK2EROanEiE+XkzIaPqB+FbdI7WuG9sZ92G2HRA4nziLPADmM+JchbO7WhNK1Grv7MWsHbyTJGiWg4xzOVdFKSQtxfEc8hJErIfF+3HY3nr5TqWEqj/vkBJOojYhdB0pAVD7S4C90obVf7SdLl2VPU3spimFA6S7SUMG5TMW/2YXsazodVeUumVKIifQFjZf9zTxw09dINO8leFxj5DTQ43EZP3pydO9W4b4baglh1LcoDb0D+pvcL/nmpNN1TwZCrZkMr1m8MDtGP6iauUwR9ynepBzz27OoGhEttiiSY/6a/Wf+7iMQN38iTx7FLce6nul75mDx1NTAgROqwhS2q8Yv5H4REqr9v2RbHe0UaO6NfJeNIHOpIw9gvxK71Nk4todJJlJAYraDW2ZNDAQwFc2vzGTOJKGk6IMNaAlnm/lRTdkui1s3NVOWBwrV8obvOTCOFwXNZT/IvQ4fafPqlMzVdr5FDJ9QCL3mKnhbd8of653qVnjAr3l6IuxNkcF+Cqy4UVJzRcgTP7Kh6jki3NmQwFvfv7GRQYo10fyNDJU52JSqdywhGH+ByzJ7GomgcyPOJj2J2Ahye+XN5nCPqR5rgM2Amhtq1Ks+legMgdQjYuowuv4NfgDaIcPVYH0yb1EXJJ7ccZ84N1CRa0QnQr9+dEuAxF1V3Bzf9lYL+VitnFSIKgW+eJm4+nWOSgnCHz7kPMl1JGVFQI/vknpwXcnR1oQanp6lA0PHK/aINA4iDms9BFlFMlPmk3rGbXR3iz+065vRj21qdPWQIVL9d8J7z60HJLfDPjSQ7HyLIo6dHmOqKCtmX8mNf5lh7HH0K2dEvtrTnYGqB2+h7skEe7SkJMAftt+Y0i1B22ZsHRP5m1wTEbIOg/+/TS9rDSmBsVVkGJnhV9vSGcgwCc/7KOuaXk1OuoY8E4v08t07hILo6HdhDRc2TWXIGmk9OXtV1s9K4vSp8RkW6KGz35bkkRRQwtOjEotgTyidBI2kYKgWj74RvtVXdb16g43HTmS88bWRpZ67tDHr+DjQYdcjXnt3oOy2RvuLCLtAiDWjIr5Gx1e0JD9dcBaKJUA79pFtoKbPepigOMwyjTnmFB0yGpR++NtZOT7UpMumyDLlUEu71GK72SawjpBO+ZApBYbnqqwzBzkiHfVoPRc1GujfP+0YYJ0I/VEC/F6qlZqzw3/UHIEw7AUZCbWwavtKTJAVrCEWul4zSZM99/eeNa/3E24QL8uXVsWMkU7ABQdOBRnQSBodGPBfK2WqpKpaaGLdFD/AnVj9QboOI/vWQPQ9MCVUhfVjX1ma9a/sXXGHmqWjph8o8YOQh1LXh6o6o88h12QiBwSA3HH/bkBPk4cD0Ts6BlOUTOuIdcoZgZ+UCRx13opjbroBqB895/RJCq/HkT466ehkkN3Du7sxpgLkELrn5sI8vLY8E2iEhaaFMwdAWOTZn8Zo2jOCkfK77+bCMtAO1R8p18zXbc7KSyntzJ/M8LCEbpYbC+fkDVr6uX5oJxq6r+2ZS0srTLQ7N0GHOHSI22R9WlQr3lhcym+W2T2ObFp+p9e2OGhPMhFRU6IoTFZwnDtX/P1Hpp1hiKRHW+Bqr6FzFpUmeFEEqwQOXm9102w2s3Pubdyzd8d7iSXrhf01SNl072ohgVhj/mL6AHuRRefA6iLZDaYHfjsBFZD60rI5Q75ZvO1vsb7mwyIeJvrFV6WFrdukODlSnb7FXXxv0ExZNinIIN3wpAZ8bwczscXiNdgvWaMX/dGB3I3a

Question 1.4

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

Question 1.5

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