Quiz for Guided Analysis Document 6.1 Thomas Paine, Common Sense, January 1776

Quiz for Guided Analysis Document 6.1: Thomas Paine, Common Sense, January 1776

Guided Analysis Document 6.1: Thomas Paine, Common Sense, January 1776

Choose the best answer to each question.

Question 6.1

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Question 6.2

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

Question 6.3

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

Question 6.4

kueBQSOh2gcQj5R9ngixzh9d5CACQPaD8tU9PXrl1pS7xcyM5srcqJdq9tAhQ1izJAVZiLSxwxeGISOBAwmMUum3C5sk7z+LxH07HtuERd7YO4RL5XWg1zrbWQXUZS9JYQX7TBhIjgaMTVYBDYCZGwgTaX7QL+g+AodbR6HXd8wxLySrlER0uO3Nn/eGrZWowF5+fVwh19BR0xME9+IfK1lEhskwGrxpnXCOZtR6DyVQ5aYzXrZhp9H5zpXTAl0bsOnFknstZSvF6ZMK5ZuU2fmtX2GYtPTqBZrC6O+hatH7bENafL4DEc9ljtW3m+GSHHxV6ku9SjcM+sE2ca2ZtKWCqWe9yQu9jjAlWIa74PXCjZwvu1v/WvIFpZNyJyQhlY/AX7513X+VLsGzyMuykvNtQrpJrEKa6hSkSIuoy57SDSYOox4+TK6f0MFT3l1225LwWl+03IH0jdeCeCK8FCqTXaw6pdXjuNoabosmTPTpfjcjnPuVUAavXaD7oBNVvhzf5cMTk+hMlX7aTI3dCCx0qQVg3vNPwzFMnhoZZP2yEwtkjyHUPB74Fl+0rPrg/c9SZ6HYnBGkUYdYWIaRBmsBb+pQ6dDoRMVvl/ZC+8+m8fN2L5+pFKouhW3ABAfqyW9W3r1DmB6v+dsT69MXdPFVwiQs/wyqQ74ogF8gvpp9RLFoZHDQAPPuO7DhSS2zNDmbommc4TiUUh0kpTyM6qfAQD8WYvJfwhI+Q2UQQfYid+8lViipute/5wKSfKN3mINSY4ytC0K7c4Vzloc+mzF61E66aLzmWesYZVfwRpneFq/nX+xFjYyIuUFcxUI9VgqBEuIu87bm0Uh/OeepFoVRVEy0ll+7VQVXJOTEO/I+DZM/UUgIuDp5mEys0eaZjWRkxV20FBfI+cbE/8e+NEV5pcS5XkEY+kuDxmK+moN6umlMepze4Blv1v0YOopncKKCrC4VHFfms1hEKDeKSNJFx19CPg8jlDVm3Rc4t2TFS6ffzH/Kd9KrJ8opDIjRvK3cFcxa9Tmca7v0e5RfJWU+vXbLGaRHZI0NhYk6uod4cIwerCh0Jo5WiUm8pD3SmLN6MeteaYGGDmzOGbouaQ1ceLGdMNXtsWSeP1Bv62X9mlynZeWViGE+VhBg13Mb3D6LVAxv+CRYxsWV1IShrd05+ruKist6/6frnc5DBrbOuQNf35j3ik4CK97kQkSwHRa6VfFugjpX1o4PpbutgFiUvq7ygTEHBbh4KjnFfdFMLLMZvWNXhAVCMoriKTRQjCVwggtwncAi1EbzK7cbH+n9YFEMxBateRJINVkfeAZO1p2IdVn2Dtwx7DL2xAydKjNnI+k5ePFiPdfp+H+fErAdif6A3AX7gDR0NGkraw98l/uBpMWTsFCJfoLKbq+cVEkKwEC4jo0MvebvzvzHWLoBwL8lCvOGail70/I74FpqZBs3kxi1IUqgBvSqdaDWcdZDCg+E+5dGQdeT6j364UQ7G01x2EGU/RDZdCYmTyDd0iqoRraQ6PmPZmZ2SwgYW6OWG59tU/eP4g9MpyqCVGEFVGvMo8JyfU/U/ZXVZwvY7mODUVXsaCqWhiSHDyako+m1ix38OzllF5DN4PSYvV3U6SfQSuWS/8ljrAWCqKS6/j9SVn2zi1RMMdrpKgvvucFOKnmCU7KW8chmzazENl+U6fWfuMZTUEDfq7sdJGBZM7KCGgcZ/zEYbrXsvsACRlU9wKShygnwr38VQRmz74RdWHUWK82HAjZMwKPshfgJGJCFLoYIzGJulHd1EfcveIQ5aAMAYZu0jsjx6CuoUbvFCN1YA1ltZojAD3JWDihAD7SD7SeNb7oBkuqrOA3U/X6jkexzyC1/g81H98ln2NXUcgcRQf9E7csP8XpVp547BRLLI2csv8STVnkGcv64jXzMtJqKKtZsVuVKCllcTf/4E9LXc6Lx6n60c+iD2tUf+vnO1Tf4eAGS+IcLouF5vXmqXDwXHYxaOiqyiyEuXQ9G+AE=

Question 6.5

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