Quiz for Experiencing the American Promise: An Immigrant Scientist Encounters the Anti-Communist Crusade
Select the best answer for each question. Click the “submit” button for each question to turn in your work.
Question
26.6
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
Question
26.7
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
Question
26.8
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
Question
26.9
waHKZ2h1EjAizPlve4S7EKZxQlf/PMtr/6w2+Bt0LWfrnvfUbY8jEOXl+z1d97FjJrC3NDBURxdWUEF9zohsZiG0RSb/nH57cMbnjVtlNgyD8K0UXBFUxypJwn3tiDXUTAgwHIkioHDKUf8K1te9u99LBn7LOPftVdnsheb81fnAbk4/jvh8cHTt9fAt6vwjM6tXJGd8BK9XxO7URfhqSznOSvRVxLS6DwS4GRS2FymVptKzQe+Tl9FMBhH83aGBRG9iIJECHsF4eFLNYbPp34Z9UZ3J3Cr8QBhly6lZTFpSbyDBoRiLearfACXi5IoSeY+lYhNFKJugyNohqkOL8qXlSbO0eow0rRCIsF8ov+/Y0EQRhhzuDP4cRPqkLAkesMnxCqBi/zfW+P4nBxMVQjHQYuMqo/fny9M5Qll8kLHLYj1VBHADIQ++T3aptuItnuhLyGQESxSTwyE9LQCbJ6sYBtLWjhn1CKXasSnlZlY05zsrkyVBwegOBjp/h24Um98zttdqXopBsSaa5FLN3KXxA2KAdaCse/l8V41Uhexd3ZplCfBwO9ISVE3R24qZEko4N1C9Dzn7KCipQLhV9BOQtO6gHoioShy0ok6ZSufmPC0N/8sNeinSjJCD6NHkiuqQFfE3/MIhXr/NUeWEbQ+jnP5UCEOa+FzF/k0qIGyZ91/757T+fOMPtZ/E/Gj/48U/3k8YEdybf9C3zQ+v0OkqSE93ztNNvrBKhEm3p8nblk80ddUagfu+CLiKfNyvJcyTN4AxhEL/VL1ZykJAFQqFGwBPzctE7wr3WcdQHxmgbC++oO6Kk5YABCA88ZRhaUuOYXpLCyiCOWuGZw3lRUX1eObXKFklok9xNEPuNjTOZqO/VNdN9n6fov/QVksbGHs+nTs6L1uJvyGgy/LWyd+aMN1VD96VIw9tar2qna10+xi8dYG06czZpx7dSOwcDJFh7K8Y4RpqCLmFQBagAEzVqKq1gzWWO6AnhOwHVHOl60Fl4ZKq0OinOM4NBt825p+dn5HnKL6nh6gPvYoS1rnKiw9b2XUGNNaYVi3W4pSxA+EuoIvrNihyge5aSAve2YwitDWkwTeOArCTedpaWIHsHDDcouQfah4lqho/6e/Wpa3I0GoU0AUxbXubP8Thn4ZAqUupUszL/Si0+DQZlUaiW3YUTSm2TRziQG4wcmh7dVC3Q4zb5CK82V9GolAF1KS5rXA/vgF1GH0LoeHUo7e8vWRS/Rx1l8zEbueeVfd2HfU+LDudVcVy4JnyM2+GXLmXDaEkIXlBfNK6xxPTQccR4HUov6vzAqBuM8pALEJGyvQDQQQTZct8qcQEawKpUTNVXbPtW2/zs8pOXGOOwoi7gpaQtyeTZGhZf+7o+s7EO4Pv3ojMhlfBsndhlLlvzu7OpULzucRn2r97k9LsihpoyaHuZXHMOKX0f4w+NznNW2xEzsBCQJf2BDA5M02ThOSQtv01KE5gqHl1GtlviwySqsCC3STQhQU7Qn3YFTjZBxOZLTCOadzqahCcO9c0ErzlpQJf8Mk367GvrP1q+jqVUYBEU460a+U5J1YLVX9X5nlmNARR5UkdUKYEV9GgyU2l1VWXsdhyMa1bCp4d56cB4pEfeJsPzMPxGbYiAssr6iru6eIKVTutvNb/UeoNsyO2PtWVo7pHIG9naI7+WTDCSj3rTvvb6TWTI/0rLKvzXXhFnt8tZWLebE3LAGYRQ5iNBoXVHeJL5yCZ7QWDd7Fd/6kVnxfWZZnnj6NritGUY2yuPl95grZrxKtNQJcwugw41mebMef8v+puUtnty1KhXktvzrgYF6V2VhOhFrZNGORfbb+7idWVqZPeWIBYbBKdDYgC6tbn7QaC2Au8MkMcdwng0eE4rVXA6Mv10rBXspdeTXbIh+BgQX0dEAUKzbw9UkLNnWJqYNrG2e0kQrnXdIJBJd3WMC3sHJ5izhWy6ZS8B7YVvDLz+T+NG0LJ9yJcefNBx79QTwJGkUhCa4D3pKMDhyHpAYdRRzYToh3mIQmLNS3K34Y1u23j4i6l2DM5JWwkA2rwlhoNxOwHxOYgliD859LMZvXOJ9H3bWnmb8ohqxOTybxBffpq/xEW6cT4IIXPGJi0Y9/B/7InTgHsvbA/OipDi629EHw+Hm3CbwvBBEUKZhcxWSYX1XMuBwF6r5VrdD5kqgEnuSTVCXNfgScjqBotr/MEA3gTXSLcbNPsDEzVtz5MWZi5qzqCFnbAcsZSBZPJaAhw8CscyZbKy0Fkn7c4uFSJxqDrcFcEwFqREmLPnZNH3u/DWQBBlDeOvJl2KYrsYLxyQo8KIDwglRu5Jln3FbQAcKsm3UkgN2KBH3gsIHGPBst9rJxgYIZ6UEGme6eYj4Z2gepCT5G7fac9vYEghJYo3ldPIjg4uxqi8XX8j0aIJgzL0EPkym6auRN60skyBKJI0SugigAMtTvK9KYZXc7ufW3r52QkhN+JYe/dhcSXXdfjmwLNMqJElyoapOYHWr7UP7liXTwTxbef6mba10L5FwyxbwNENclnPYD08dpUjWcznTUYLPkUcykRz3/SGi7TbARcAXEHrgJR8LXgJtPhAaGVmAkbBxQzU2FqTGGV5+ffXMJ74i766m+wn6pWi618AJNc7t9t2w4pmcS/Vj7EP86Bp+cNWEljjrI9jNrsJ5+MiJfFkTpD0xBTrSnG5ExBe1/P8TTF/+KB1sFd1kZOBGtuLE2saBZfrna2iuXzHppU+o2gf6ew+EpwKe5DhgTJnvWHSPyPRN1tQ1VhYY7QUrV3dYA2MZp8XclCONjLehegVHU8boLN7kHyHjJ4aj6G49xd/ROlxLAEkdGYb+La1tWif67hJOyiNp53gNRlsRWQ/oZQRkOSRayIx1PsXw9icBstP/noXrFvGUn8BnEmFB8l57kB0k62PGYxoSqlxKy7gC3elJP4d2G5oSbAWIMeAiQfb4N8Xh/M7sG4PX2flFqhqFdKOqzMDo9XrOlW5uwozSxg/szyL423nnNswo9hSe+xaYlihev2IWtoLpXwu8na6RFBln+nuRp/B3DaspsDHHO3eFYGYqGM80QuOhPX4zTvt6PJy4k6C+W0bHud32ux4m+rVPBWiBNSVrmeQu61o/+bd4K8VGjtVt8aW4+dNnf9eMSwcEXfS7gOLxm0/U40g3KmihoG3PoCYO7CDTUd6/XNGs12ab+Q7+x09Q1xaBjc1DxMrwnhIonjtGLftSATPeB1O75HWBae0gX0QjUr61Xk16ayJG+2ElVbhI4hUjKLmfdt/babaR/UB9DNdGPG+5qaibZqveweHbsqf1Q2LL4rRSRS03bgIZ/H5VxkVk/9VYRHeXZcSRMTXY0rLsRN87ic71KNsZGZALwRPbVoGiOIfbkPc0GNx2U0bagCs2A5phEHFlnqhQZsUcKr2WoENjCUFOUDBxaunOOXQ8lZCWpiM6c9idfa2iwuEXXYJ3HCfNpS2Cx2A97VN6HMyf2f+Nb5H4WOv1XrgYzDEPXf3bjAyWZmK9I212qx98OLhJXdFGHPdFw2M961uIejGTbRx0VgbFo0kKgQP21Cejc=
Question
26.10
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