Quiz for Analyzing Historical Evidence: The Songs of the Knights of Labor
Select the best answer for each question. Click the “submit” button for each question to turn in your work.
Question
19.6
E+FvVGfyBXk/kOP7qlrPmzwrDZDrmisDaBzak1vpdSiyF7QqWi+CSwa5ArUVUN++9eS+qabbejkMjUBKlZGFVTlUr7PZSN4OG6ni9BQOIKFoMPcgD0cJNnG4NZ8N7KIxF/VIuI/AQ1KDjOdIcANrOjV4c2CzQwGjSSnTFNKB4UvL9H+S9kMhXWVO3jTnTA1gwTCMRXV6NmKCIYlEkpE5K0RgCrAOSueAUJgVC1tg7rgEltTlsJkzFGZ6Oa6oXzzqX8/mQFjHtR+lGkNfE3JlivKLkKYpI4qbTnpOYY+b6cgvIdTMu5T53DYrRf3nm3c9EftSPGlIu3ZDfy7E4NJL/qK0oTo9clJqLV1sme0q+jXYtdcGrpFntcjbBQikTag4UYu3OdsP5BmY2hGREyhBRdBrgnzJT4Uy8KGrX98HopsGWqur7qufdhw3LijAMi44lo+SMMZWEVn+XW6ORx/VaS6Unja4jakjsOo9xs4waznd9Z99sY+hSpLp+aJ5RoxFfMw92iw0izpPjQyhC/Gm6WZj9HC8kVbDpogKpf/QToFJdBGTWiXs7EuxfxGwkmy94FMR7/fSC60VDYqd2wsSL/IHOdFiK2tATnms4CGoNLa+0FQ29XWxLVq/oRiFVJLttq5+9/3AsRDv/E+2u7DUZ8U/yimhnMNUgJUQnHWot4HwZnBGS2C1A5oVQgP2C33qvGgeHCCkkjkOBwH8VSKxSdsyvknxccJa2q7dW/zKbuIwf6XaBLxKALDj2T0eXIRht4f/7SRbPyR/attLrw1PoM2WfF6F6Fem4gr1TxtwZ7hVKxpGnoarXlbhlI3HikbiD0lx01JT83PC+vmKUh+Qz9rWznch/qatsFfQqqysDmf6xbMPSYJ/PzbyTcaAJGlSLrawwyBRsnjcUfuGN64PDNr0Spkj9nyNQc/GRmaDwrEm76xvPNKzXEyE43HutsnzJ5FFqwmna+IEBwwCjeWju/uGnbQg/ywVYwPZATSFhIC8Tls8Z5VLw+Q40WE7CR/1YyQA67BjIyNaezqKGSigLq6VpQ5xpsfJNnTUrsEr+JVwsTafZs5dQsCmPiGL9DGGkuySLt9G9o63Nc/69XwKzfRdycI6xPaTAps+vp8zdCg0/HOWIFu0mNCydfU5OPuLKaeRVCnF1prutoOD0xfQvh+HIo5YzpvgQC1Uh9/b7IjPSE4tpulyXCNhD8yhZjdOfwZFtgeaZmQoXT2k0SQP1ItyZwEGslUpfffXEfBW9LnYCAaM3J35bTjqFoRwzP0K/B4R4qxo1aqKTipqObw1c15Kxoy6FDEaY1yJwgoVj8QwWkAfi3E6LdAXJxeqfUDPf8qml8XZkooKHJhN4qSlT7P1CQWmrOmifD5f3erDwSFkQezpUGmqPw9j1OCaMkav4uDPkBr9aitm/0uE1d0/kMR5cpJJ7QQk/hL1AyfexIFCAWdSS2+fWl82SOkqgjGUGT9/rm0UjhOg++3DOil33EvzYu/DI0EIg7nhtEnJu8BXAVx0NBK2wTSgvjQHKXaTm4DbxcQFD66yo2QIeuFgM7iey/XGR3gqj73GJc9rsf68gz3NO/8kYJtn4AUuLK0ZOHpiGB4cp7RKWdpJIlH9uCa9KZRgXO1k7JhgWP1pBpCmRAiXKA25OsQaGo2TlYCSXHBg3Ohr0CGNeu5E/RloQkErHHg/N2NeoUMS2n4a/js2SAJdR2JjJNVLFgLmDXLYdIsMJWIkg3mHj8pUW0A+2kDxDPsFpOqOBk8sjvYfLpCiA6mwcR2hd6n4mfkbMY+ZAQBYL/vNW+F9hdot7NmiFXl8lYx7uRgmxD2yCGx3DKp4c0V5XiqpPgZIG9jDJWeDvPQLbY4+jSAGjJEBBVi51iyYexCJwNcvqdDJexAnx6iKuYKLsPy7oTUlNvHL6BHTu0TSrFyl2q4xqZRmZIrgFewcDzb1kiPq87eZBQVpZss7kMUoevPWHx8HBcfV77XD1Xe7LRkPef8j+gZmShPeJv8xIfnKBXBNjKWFp/3czVEyGKLsgeA6Cx4+sUlaVriQdgWM58+oUMnZk27O+OOxymWqME1gl5w7pNLAyiqwplXOhpt8SO8mO4weK5oDSteKtdmSX1CVj/cuWn1infoqa+3nVgyMVSwPS6VeEjehEwXqYXjcRk2LWBJ85Rstb7IoRwnWiALoureqRIageyf314Tsq1AiFP7yGt+AdtN1ggWYl7WGo4cgEcUu9cxkZxw2oO/SJHylhBx+dM38ORDZYuZgHIxqkgwU3ST5uH0yW7l0bba3vq25AS5tnIZH6PDEl8PlOqQ0q0O+QutIdWEP8jZBkruKGa+dnEI/O8VX99wl7r5b2B0OtLq6/keFAxowbsQW2RkPUvLgDcfJIl+b5iPaD6CHfeS0XgbrTdnOHdxY7a9vhZaHXRJ+5IwVxm/NIKjrWf9fYAPQRV9IdQiENc4E9RHjDYCmy/GfgnoAbJu1JFhmGp6JHR9hvIYqAcl3d0yo4OBxDadGgDTcqp4tv05JLo/UgL5whEFYn+VKIDIosLACSd/dBDcWDhe/CmJZBj5wdy2F5Fi0cZmO4B7nqCnNgE3KGxFECgXee92NAlfS0TEdrhwak9BZ6aYaOsZkl1R+qktn2lw7qTxtYzu63A8BhclESpyCVkHQKXp/8A8oh2V9h8Qpbb72XXAetU3zY8xB9W8kmr5A32571WurFJXjJjIo+7AO/DfWhONeCDQ54hWohcv6O2osT7P9oOhSxqwKpA5HpAao5Gp5lpt9ywb36i/LG6uWbFY5rrU7O3epOMJFtB0c2gtIn9iKH092Qcpaq9pq1h8JqF1zZXvZ3CcAPSY7g/TnVpFvSBQJyBDOiMdYZjphglgeOn7ES3x9NBFUnw==
Question
19.7
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
Question
19.8
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
Question
19.9
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
Question
19.10
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