Respond: Walter Benn Michaels, The Trouble with Diversity: How We Learned to Love Identity and Ignore Inequality

Respond: Walter Benn Michaels, The Trouble with Diversity: How We Learned to Love Identity and Ignore Inequality

RESPOND •

Question 26.35

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Question 26.36

2qtC3Bh4Il6ymOVEHFwllniz8Nemrlufk1b143e1R1T3jUhtAXOyMBBiD3JEUSOdyspUxUTSSVVDq76gAnObMO/Yu6BWoe+9cKBAQ7Zu5D5PP2M4OIGwPZyETCUgreLdOUnt4SqMDgyd16wRbxU3R07WX2PVYQUVQ28TyHdFgFVwYU/+RZ2pvsVgBo/HM4iFZSv4jXgsyq7zZKt6Boi7EQ==

Question 26.37

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

Question 26.38

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

Question 26.39

OMNyNA0lcVcSOUMbfPTMp4AwQ/K7jHcTXTrmb85OBnAGfPTSSp2U70F23ojw2Gp2r0hmtzWe1G0JCJKCGeV7luXBsN5MxHQUkEi9kmsLSWl0iXuBjCa9HSiTyxRx6cRzz+3a9WyVX3ksHN7I9LMlZ/RF9S0I14ihFoXfn7+nmNZssulSPnfhfPhJRn/dMn3cqTULh0MMcXImstBal4JwIrGoV4XGHiOAGu51iE7GLdYqpMMaqokq24FisgRWKGKIIpns2pgM3E5BKEQSsLJMLqDeuVJvbA5Y6NUuq1rj7wunXCdNrxJQpIOSsbpcPqFaCIhvakuyIsU8A1x97dX1A7OkIjiu59U6vck8XfN8o3BT2tvtkoIalDYyX09rKUOeQwWS9abGu+p5+wiRO9OoTP9LJ5d0+qT9YQbHUn85RQ2n4DvEvu6RrWPVdS2w7HES7jLqyEIVsZOL/ruiiCsAHULBV5w=

Question 26.40

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