Respond: Barbara Kingsolver & Steven L. Hopp, “Springing Forward” and “The Strange Case of Percy Schmeiser” from Animal, Vegetable, Miracle

Respond: Barbara Kingsolver & Steven L. Hopp, “Springing Forward” and “The Strange Case of Percy Schmeiser” from Animal, Vegetable, Miracle

RESPOND •

Question 25.12

pqsG3bS2zXd11J+qAm6o9ecjZo8BEem/uaLBgfhEPabcHYRqvEhzbPD0X9eWE+3y3CU08Yv7ePhdhFoO7s8zOOF+vtGXd7TvATHpVmU4XyoRWGhMhxQF/Z3QLB6JZXaWEPkYw3wpaklPK3OorMACROZou8erxZiYMiTYAi3Z+Cr3U5wokWC7oCvGNk1Cpmp9lWJHdxi2FgS+1oQLg12fQZBZZi8Ty6Jrd4lT8aVBkQ5U0MTbmtJ5gxFEaVeGf4XIPNXOgIRGZDdK46sVEHbfMiFWiLdCn0sf

Question 25.13

Se2GrGxe0ABG8OPOOYkK74w87IkqxI3hud/MQbirspmlev2qZHOO5bk70IJ6EJR0locFbXDzinY7KhY7RcZlsjXMHB0dq13iQPBh8VmvMO0vXPdnUS9fp3QHNBVSCrvN5VWkqMW/wA4ounEQnSN05OvVloUEnm6tatP4zEr8aSLbu6lgyBrlhimANgqctsvfGWuyXq1Fjm/zjsvTJcCuugMZJ5Pbkzth

Question 25.14

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

Question 25.15

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

Question 25.16

JNxeWJbpw+7dz7yJp/aQCcGOPj5YQ2BbxpbqqQP2SxowVRs9vd7+5c3t8jhV1DKwk6r8Q72qsE6p7X0E9t61CIxIFZg1gtpFVABXQ/sVwzGV2ML0PQrBLbiy9jmi+AccxGYmClraqUnWmuEmCPQTAAUCmE8mUgd8ikHvEVLIyK+scjO8aGXm/WxC8S+59eGtZtaMK9XEsbNuoMn7umTz6Ukd17BuQ3NoNbsX5SUhj4g47/jTNNi5VMtVAQrdOoRIc7cnFyWrAPLosf26Yef7DIRfjcuJpp9xfbmXotC5D1EEhnyp4hUmvtp5FoMx/Bao6uKyTEydRrc4RB6GjwmXFdygoNuY3Zot6bFCN8mRbS5bEuzEPKssaWQn5gaDHfaRg/78Z4N8yCfTr8cZbvwHIg2uHrBaJ0RpK+O7pA==

Question 25.17

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