Respond: Sarah Fraas, Trans Women at Smith: The Complexities of Checking “Female”

Respond: Sarah Fraas, Trans Women at Smith: The Complexities of Checking “Female”

RESPOND •

Question 26.12

e58PcUb4ObmHGfFgbMOJRckrxleH3Q4UU8xoogBudVaHmf6MFyiDhPiNUt3uG9xfvgxdA+xm71N+EPKrAEdroL9abiU1hMQUmVL76rLOxF1z2gaeQpdIj/FhFYvVjHoBXojx5BV+oEw7xjgba+OwGxiJuZGx+sCZKjF1ylcNfvmYLl6m5uwVCz3VWX8dRgyYsJLaaqTA1AjxezKRMVi9rbKAQFZ34V5DT9u19dJ/6L3Uim1ziPq77/vDwG+JZwwenqsDrhq+WgjhduAyx297CpfHitFoK4u5xfvG8glTYH1wE3BfM7vMGClXht2COx5YkcKaPnLB7BovObGj5XIj8ggbQHkySzPGyxA8YAFhU5oq2Xmqk8PY8FKjX7bZSMSuYRaW3kXBmIzHD52Jc8DqaEq+hSgM0PlJ002x5iGUZuUWfPXq4dGLsPaIXgL8dkhDuIBb20d8bLx4d/yXwO9iAU5nWmeV/dh2MHSHl4tFIVw=

Question 26.13

ljL1uvqksZfCH8S+HGisrmrRghJlW/8PcWw3OG4qM4Gw0cSj0o8HWXSKG2RHFyKbm0UefwCE+vUy5vAOxE4Ds3rH+E547jte9+e5ciQAqNn4VFSWOPbF1knPV9RLoMF3mPFsyRjOskjeVzPWyZPSpQFCUIM9cOUyyz+NJhGf6uel6hZp4NjoL4tecdh/4Dp0+YQNkw==

Question 26.14

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

Question 26.15

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

Question 26.16

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

Question 26.17

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