1/5单选题
难度：
1.
下列关于单安法测电阻试验中所需器材，正确的一组是（ ）
| A |
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| B |
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| C |
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| D |
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- 提示1：
- PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPuWNleWuieazlea1i+eUtemYu+S4jemcgOimgeeUteWOi+ihqDwvcD4=
- 提示2：
- PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPuWNleWuieazlea1i+eUtemYu+W/hemhu+imgeacieS4gOS4quW3suefpemYu+WAvOeahOWumuWAvOeUtemYuzwvcD4=
正确答案：Qg==
PGRpdj48cD4mbmJzcDsmbmJzcDsmbmJzcDsmbmJzcDsmbmJzcDsg5Y2V5a6J5rOV5rWL55S16Zi75LiN6ZyA6KaB55S15Y6L6KGo77yM5omA5LulQeOAgUTplJnor688L3A+PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPuWNleWuieazlea1i+eUtemYu+W/hemhu+imgeacieS4gOS4quW3suefpemYu+WAvOeahOWumuWAvOeUtemYu++8jOaJgOS7pUPplJk8L3A+PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPuetlOahiO+8mkI8L3A+PC9kaXY+
2/5单选题
难度：
2.
晓亮利用阻值为R0的定值电阻和一块电流表测量未知电阻Rx的阻值。选择了满足这个实验要求的器材，并连接了部分实验电路，要求：开关S1、S2都断开时，电流表无示数；只闭合开关S2时，电流表的示数为I1 ；开关S1、S2都闭合时，电流表的示数为I2 。下列补全电路中正确的是（ ）
| A | |
| B |
|
| C |
|
| D |
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- 提示1：
- PHA+5byA5YWzUzxzdWI+MTwvc3ViPuOAgVM8c3ViPjI8L3N1Yj7pg73mlq3lvIDml7bvvIznlLXmtYHooajml6DnpLrmlbDvvJvmiYDku6VC44CBROmUmTwvcD4=
- 提示2：
- PHA+QeWbvueahOi/nuaOpeaWueW8j++8jOWPqumXreWQiFM8c3ViPjIgPC9zdWI+77yM55S15rWB6KGo5peg56S65pWw44CCPC9wPg==
正确答案：Qw==
PGRpdj48cD7lm6DkuLrlvIDlhbNTPHN1Yj4xPC9zdWI+44CBUzxzdWI+Mjwvc3ViPumDveaWreW8gOaXtu+8jOeUtea1geihqOaXoOekuuaVsO+8m+aJgOS7pULjgIFE6ZSZPC9wPjxwPkHlm77kuK3vvIzlj6rpl63lkIhTPHN1Yj4yIDwvc3ViPu+8jOeUtea1geihqOaXoOekuuaVsO+8jOS4jeespuWQiOmimOaEj+OAgjwvcD48cD7miYDku6XmraPnoa7nrZTmoYjkuLpDPC9wPjxwPjxicj48L3A+PC9kaXY+
3/5单选题
难度：
3.
明明同学利用阻值为R0的定值电阻和一块电流表测量未知电阻Rx的阻值。选择了满足这个实验要求的器材，并连接好了实验电路，他要求开关S1、S2都闭合时，电流表的示数为I1；只闭合开关S2时，电流表的示数为I2。请用I1、I2和R0表示Rx。下列关于R x的表达式正确的是（ ）
| A | |
| B | |
| C | |
| D | |
- 提示1：
- PHA+Jm5ic3A7Jm5ic3A7UjxzdWI+MDwvc3ViPuOAgVI8c3ViPng8L3N1Yj7lubbogZTvvIzkuKTnq6/nlLXljovnm7jnrYk8YnI+PC9wPg==
- 提示2：
- PHA+Jm5ic3A75byA5YWzUzxzdWI+MTwvc3ViPuOAgVM8c3ViPjI8L3N1Yj7pg73pl63lkIjml7bvvIznlLXmtYHooajnmoTnpLrmlbA8ZW0+STwvZW0+PHN1Yj4xPC9zdWI+5Li66YCa6L+HUjxzdWI+MDwvc3ViPuOAgVI8c3ViPng8L3N1Yj7nmoTnlLXmtYHkuYvlkow8YnI+PC9wPg==
- 提示3：
- PHA+5Y+q6Zet5ZCI5byA5YWzUzxzdWI+Mjwvc3ViPuaXtu+8jOeUtea1geihqOeahOekuuaVsDxlbT5JPC9lbT48c3ViPjI8L3N1Yj7kuLrpgJrov4dSPHN1Yj4wPC9zdWI+55qE55S15rWBPGJyPjwvcD4=
正确答案：Qg==
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
4/5单选题
难度：
4.
小强想利用一块电流表和阻值已知的电阻R0测量未知电阻RX的阻值。他选择了符合要求的实验器材，并连接了实验电路，如图所示。要求：只闭合开关S1，电流表的示数为I1 ；开关S1、S2都闭合时，电流表的示数为I2 。用I1、I2和R0表示Rx。下列关于R x的表达式正确的是（ ）
| A | |
| B |
|
| C |
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| D |
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- 提示1：
- PHA+Jm5ic3A75Y+q6Zet5ZCI5byA5YWzUzxzdWI+MTwvc3ViPuaXtu+8jCBSPHN1Yj4wPC9zdWI+44CBUjxzdWI+eDwvc3ViPuS4suiBlO+8jCDnlLXmupDkuKTnq6/nlLXljotVPUk8c3ViPjE8L3N1Yj4oUjxzdWI+MDwvc3ViPitSPHN1Yj54PC9zdWI+KTxicj48L3A+
- 提示2：
- PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPlM8c3ViPjE8L3N1Yj7jgIFTPHN1Yj4yPC9zdWI+6YO96Zet5ZCILCBSPHN1Yj54PC9zdWI+6KKr55+t6Lev77yM55S16Lev5Lit5Y+q5pyJUjxzdWI+MDwvc3ViPu+8jOeUtea6kOS4pOerr+eUteWOi1U9STxzdWI+Mjwvc3ViPlI8c3ViPjA8L3N1Yj48YnI+PC9wPjxwPjxicj48L3A+
- 提示3：
- PHA+STxzdWI+MTwvc3ViPihSPHN1Yj4wPC9zdWI+K1I8c3ViPng8L3N1Yj4pID0gSTxzdWI+Mjwvc3ViPlI8c3ViPjA8L3N1Yj48YnI+PC9wPg==
正确答案：Qg==
PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPuWPqumXreWQiOW8gOWFs1M8c3ViPjE8L3N1Yj7ml7bvvIwgUjxzdWI+MDwvc3ViPuOAgVI8c3ViPng8L3N1Yj7kuLLogZTvvIwg55S15rqQ5Lik56uv55S15Y6LVT1JPHN1Yj4xPC9zdWI+KFI8c3ViPjA8L3N1Yj4rUjxzdWI+eDwvc3ViPik8L3A+PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPlM8c3ViPjE8L3N1Yj7jgIFTPHN1Yj4yPC9zdWI+6YO96Zet5ZCILCBSPHN1Yj54PC9zdWI+6KKr55+t6Lev77yM55S16Lev5Lit5Y+q5pyJUjxzdWI+MDwvc3ViPu+8jOeUtea6kOS4pOerr+eUteWOi1U9STxzdWI+Mjwvc3ViPlI8c3ViPjA8L3N1Yj48L3A+PHAgc3R5bGU9Im1hcmdpbi1sZWZ0OjE4LjBwdDsiPkk8c3ViPjE8L3N1Yj4oUjxzdWI+MDwvc3ViPitSPHN1Yj54PC9zdWI+KSA9IEk8c3ViPjI8L3N1Yj5SPHN1Yj4wPC9zdWI+PC9wPjxwPuaJgOS7pTxicj48aW1nIHNyYz0iaHR0cHM6Ly9wMS5xaW5nZ3VvLmNvbS9HMS9NMDAvN0QvRjkvckJBQ0UxUFdCREt4S29vUEFBQUV0RVBtdUcwODEwLnBuZyIgZGF0YS1ja2Utc2F2ZWQtc3JjPSJodHRwczovL3AxLnFpbmdndW8uY29tL0cxL00wMC83RC9GOS9yQkFDRTFQV0JES3hLb29QQUFBRXRFUG11RzA4MTAucG5nIiBhbHQ9IiIgc3R5bGU9IndpZHRoOiAxNzhweDsgaGVpZ2h0OiA1NHB4OyI+PC9wPg==
5/5单选题
难度：
5.
如图所示，是用电流表A、单刀双掷开关S、电阻箱R'和已知电阻R0来测量未知电阻Rx阻值的电路图现将开关S拨到a，此时电流表的示数为I；再将开关S拨到b，调节电阻箱R'的阻值．当电流表的示数为
I时，电阻箱的阻值为R，则被测电阻Rx的阻值为（ ）
| A |
|
| B |
|
| C |
|
| D |
|
- 提示1：
- 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
- 提示2：
- PHA+PGltZyBzcmM9ImRhdGE6aW1hZ2UvcG5nO2Jhc2U2NCxpVkJPUncwS0dnb0FBQUFOU1VoRVVnQUFBalVBQUFBa0NBSUFBQUQrWWx6WUFBQUdaRWxFUVZSNG5PMmNZWHJqTEF5RWM2amNLT2ZKY1hLWlhNYmZqM2I5VVFPamtSQTJiZWI5c1krRGtSakVBTnZkdHJkTkNDR0VXSS9iMVFLRUVFSkFYby9iN2ZaNFhTM2pkSFEvQ1NIRXNyeWY5OXNYdXArRUVFSXN4dnQ1MS8wa2hCQmlPWFEvQ1NHRVdCSGRUMElJSVZaRTk1TVFRb2dWMGYwa2hCQmlSWFEvQ1NHRVdCSGRUKzNYdDRRTDdKQWtKU2N6MEFxWlhZSHo5SzgyYm16RU11bzB6YjJCdk8yeGJvTmM1YWg1L0xHNnNRUHBmdnIrRE8rUzhXTmxKRTlnb05NeTMzNUNCazY2dWIxNVZydWZiaFYxWU5iZm5NQlk1a0FqeGc0NHlwUmFwLzNNKzZrMENXQndGRE4vYzZEZ0FzMjVuNjYxQjdXVU9DekY3cVpkK0R5dXpabUltYmxYTkhPYW9OcGh2SGxPc0tsckQyOC9QVk8zenlzVTA5Sjc2MUlWY0JTNUdXYzRhaDNJR2JrcU5qaUtGKzhDdlI3RlByay8zNEVoTFJsWFllOENITWFVTXZIYXdOZVZLU2F4NHVIemRQTlhqOVJ2YW1DU2tKbDdBNUVhVEZYNDQ5YXBZVHJNdUZrQ3dvN3FLUmwzVkZOVmJDNU1WQXh2M2Zhb2JXeHo4YVBnRmh3MVdMcndLalE3WDJJR1kxMXdUUDJBc3g5S1grc0cvVTI1OWJxNnpPUUM2OFN5eTVrMlowME82bFZGSmhrTVlUUjRvNXIxUEt6bWpJVUdQbWVjNzdKZjJGRTlKY3owQTMzSUxSbXpRUUJYM1pvZm1UWHlyazZ2M1Z1SEdZZlZTTWo1WnNDZGZRZWkyY0dsM251OGxxK3lqbVptTFBQakJ2OGlFempnWXJzSWpBVVkzRkZrZUhpbUtYTUVxdmdIVWtaczUvZW1lZkM4V1RSdm5Ya2wzcWdzWW5Vcm41a1plVWNoODlSdkF3dGs0bzBDL1M4eEE5Sno2T2N0SHlObGR3bVRscXdkVTZZUmN2M0tWOG5Wa2pMZlFUTk4ybEY3aDVqbHZES1lCMUlHMmM0ZkJEMGxmQTF4eUNWSEVrKzRidnR6NEJ3YjNPOGtXZDRlM01MZzFUbG1RSHJHRTJYdGsvSlZ6MFBBWVl3U252NU4yaDI5RmxCdkZUd2kwMkpxOE9LZGFZb0dwaHBBUUd4UUlJTjVJR1dBZG0rZHNaSVVSOVhDeUJuTnNHSVRiOTFLemVXZjlkdkVVYnlCUUFhcEN1ZkJnUDZtK0Y0ak9XVzNucFJFV0phcm9HVm5FTlhzRXlnTmtNRi94QXJMRmp4eEpnTVdrRTZLQnJ5QjhaYmJ5OEpFaFdmSFBQQ1R3bU14SDdlV0UvaE4xSXRxaG9EdEJxWVdzRUVNYjkzS2RtQ2V4RkdZbnFiSVFIZzRDdlMveEF4SVQxYWkzdHQ5Sm1BL2d4WHF2WnE5VmJ4K1BjeHhid1Jib3BjUVRPZTBRNkVwTEt5QjJjYTlDZzhlQWFRdzVvR1VRYmFUamlxZndhN0J3K0c1eEdaNm1oVzlkZHNxYmN5YUJrWmg4Z0FTVHpCdkZPaC9pUm1RbnJvcmhoOXA3dzhXMjJVVTgzbkd5Y1Y4M0Z0Y016VjdNbWZXYkZJMERONVB6Wk9hR1pjWHhqd3dlZmcrcEtQS1ovTFE3SVgzUXN3RmpVVmw0YXJiNFpqaUs1WitQM21QU2pLS2xCSHVmNGtaSFBlVE54R3prRUI5eXYxa05zWktobWtPSGJ1ZkF1N0hDVW1ZQ2ZvMC9QdEp3c01QdXB2RnJFc0syc0hjdzJ0ZDV3UVZxUHVBOElNMmN2cmxYSHBLU0dGbU8xclFXRlRIQmx0b2dieDEyMW9WS3l2WkMvR08wa3hsRmhPLzhoWW5ITVVJeURIRGh2d0FsSHkvQmUrWVhNeWU2ZlVCUnVrRmtyN3NKZVRCODZxTjNyUStZMWFYaVpscTUrTFI4SHA4L1hUNyszbi9hVVV6eVZiVnF1a0Jadk9NckRWcEtxd051TmY4aUIxRnJyNzNXRFRUT3FPNk50aWk5NVA1RVRlYVN4TWJ4V3hKV3FEMzg3NmZlZTNmY0RUcGZtcDI4MXNJK1FFbytYNEwzcGs2TnVMT0FGR2djN01EY3p5UkFyeVl3NVd5emJPVkZGYXYrcUVzc2VQWWhVUEQrM24vL3VVci96K1JhY21lZzV1ZjZlODZnL0NhdWhhM2J2U2VvYkZCWTZZYXNjR2dZL256c2Z5ejdqYTRPbVFmYjRmcWJWbkRyeTlEam4vek00OWZYa20rR1RiREQzYnk1a2dBbks2V3ZsVzJLRGZ3b0ZuQlFJZFhLZmw3amIzaTROTDFoSUc1bkVaRXcrdXg3NTNpRWVYbmxUUkQrSks2WkJ4R3hLZFNlSStZWHExM2pia2xsM0FVdE1HNEJtYVAxNnZnclFBNXltWXR6ZWdDdlo0L0R2VDM4NTc1Ry9oT3NVVGZEOHpvQ2Z1WkRPbHQzYXdhemE1MTRDUUMxc1N4SngwbEVMZUdtZmNUM3RneG1KeFRGeUoybG9GczRiZVplR3dRSTdBVHQxQTlFMWZIRE9FU3ZoNnA5OU1aalBuaCtuTlEvQkU4Lzc0bi9peXl3VVQrL1YvT0wyTE1EN3FmUkJiR2Y0U0t6MEEybU1ha0wwam5NdVFIM1U4aUQvaU5wT0pUa0EybThIN2VmMmRGQi95Zyswa0lJVmJuOWZodC83S1hnZTRuSVlSWW1sLzdwZE1vdXArRUVHSmREdDlYOEg0K1B1Y0xLZDFQUWdpeEtPVnZqL2ptay82ZFQvZVRFRUtzeUw5dkxQalk2MG4za3hCQ2lDWFIvU1NFRUdKRi9nTkFZZ3pKdk8yWXlRQUFBQUJKUlU1RXJrSmdnZz09IiBkYXRhLWNrZS1zYXZlZC1zcmM9ImRhdGE6aW1hZ2UvcG5nO2Jhc2U2NCxpVkJPUncwS0dnb0FBQUFOU1VoRVVnQUFBalVBQUFBa0NBSUFBQUQrWWx6WUFBQUdaRWxFUVZSNG5PMmNZWHJqTEF5RWM2amNLT2ZKY1hLWlhNYmZqM2I5VVFPamtSQTJiZWI5c1krRGtSakVBTnZkdHJkTkNDR0VXSS9iMVFLRUVFSkFYby9iN2ZaNFhTM2pkSFEvQ1NIRXNyeWY5OXNYdXArRUVFSXN4dnQ1MS8wa2hCQmlPWFEvQ1NHRVdCSGRUMElJSVZaRTk1TVFRb2dWMGYwa2hCQmlSWFEvQ1NHRVdCSGRUKzNYdDRRTDdKQWtKU2N6MEFxWlhZSHo5SzgyYm16RU11bzB6YjJCdk8yeGJvTmM1YWg1L0xHNnNRUHBmdnIrRE8rUzhXTmxKRTlnb05NeTMzNUNCazY2dWIxNVZydWZiaFYxWU5iZm5NQlk1a0FqeGc0NHlwUmFwLzNNKzZrMENXQndGRE4vYzZEZ0FzMjVuNjYxQjdXVU9DekY3cVpkK0R5dXpabUltYmxYTkhPYW9OcGh2SGxPc0tsckQyOC9QVk8zenlzVTA5Sjc2MUlWY0JTNUdXYzRhaDNJR2JrcU5qaUtGKzhDdlI3RlByay8zNEVoTFJsWFllOENITWFVTXZIYXdOZVZLU2F4NHVIemRQTlhqOVJ2YW1DU2tKbDdBNUVhVEZYNDQ5YXBZVHJNdUZrQ3dvN3FLUmwzVkZOVmJDNU1WQXh2M2Zhb2JXeHo4YVBnRmh3MVdMcndLalE3WDJJR1kxMXdUUDJBc3g5S1grc0cvVTI1OWJxNnpPUUM2OFN5eTVrMlowME82bFZGSmhrTVlUUjRvNXIxUEt6bWpJVUdQbWVjNzdKZjJGRTlKY3owQTMzSUxSbXpRUUJYM1pvZm1UWHlyazZ2M1Z1SEdZZlZTTWo1WnNDZGZRZWkyY0dsM251OGxxK3lqbVptTFBQakJ2OGlFempnWXJzSWpBVVkzRkZrZUhpbUtYTUVxdmdIVWtaczUvZW1lZkM4V1RSdm5Ya2wzcWdzWW5Vcm41a1plVWNoODlSdkF3dGs0bzBDL1M4eEE5Sno2T2N0SHlObGR3bVRscXdkVTZZUmN2M0tWOG5Wa2pMZlFUTk4ybEY3aDVqbHZES1lCMUlHMmM0ZkJEMGxmQTF4eUNWSEVrKzRidnR6NEJ3YjNPOGtXZDRlM01MZzFUbG1RSHJHRTJYdGsvSlZ6MFBBWVl3U252NU4yaDI5RmxCdkZUd2kwMkpxOE9LZGFZb0dwaHBBUUd4UUlJTjVJR1dBZG0rZHNaSVVSOVhDeUJuTnNHSVRiOTFLemVXZjlkdkVVYnlCUUFhcEN1ZkJnUDZtK0Y0ak9XVzNucFJFV0phcm9HVm5FTlhzRXlnTmtNRi94QXJMRmp4eEpnTVdrRTZLQnJ5QjhaYmJ5OEpFaFdmSFBQQ1R3bU14SDdlV0UvaE4xSXRxaG9EdEJxWVdzRUVNYjkzS2RtQ2V4RkdZbnFiSVFIZzRDdlMveEF4SVQxYWkzdHQ5Sm1BL2d4WHF2WnE5VmJ4K1BjeHhid1Jib3BjUVRPZTBRNkVwTEt5QjJjYTlDZzhlQWFRdzVvR1VRYmFUamlxZndhN0J3K0c1eEdaNm1oVzlkZHNxYmN5YUJrWmg4Z0FTVHpCdkZPaC9pUm1RbnJvcmhoOXA3dzhXMjJVVTgzbkd5Y1Y4M0Z0Y016VjdNbWZXYkZJMERONVB6Wk9hR1pjWHhqd3dlZmcrcEtQS1ovTFE3SVgzUXN3RmpVVmw0YXJiNFpqaUs1WitQM21QU2pLS2xCSHVmNGtaSFBlVE54R3prRUI5eXYxa05zWktobWtPSGJ1ZkF1N0hDVW1ZQ2ZvMC9QdEp3c01QdXB2RnJFc0syc0hjdzJ0ZDV3UVZxUHVBOElNMmN2cmxYSHBLU0dGbU8xclFXRlRIQmx0b2dieDEyMW9WS3l2WkMvR08wa3hsRmhPLzhoWW5ITVVJeURIRGh2d0FsSHkvQmUrWVhNeWU2ZlVCUnVrRmtyN3NKZVRCODZxTjNyUStZMWFYaVpscTUrTFI4SHA4L1hUNyszbi9hVVV6eVZiVnF1a0Jadk9NckRWcEtxd051TmY4aUIxRnJyNzNXRFRUT3FPNk50aWk5NVA1RVRlYVN4TWJ4V3hKV3FEMzg3NmZlZTNmY0RUcGZtcDI4MXNJK1FFbytYNEwzcGs2TnVMT0FGR2djN01EY3p5UkFyeVl3NVd5emJPVkZGYXYrcUVzc2VQWWhVUEQrM24vL3VVci96K1JhY21lZzV1ZjZlODZnL0NhdWhhM2J2U2VvYkZCWTZZYXNjR2dZL256c2Z5ejdqYTRPbVFmYjRmcWJWbkRyeTlEam4vek00OWZYa20rR1RiREQzYnk1a2dBbks2V3ZsVzJLRGZ3b0ZuQlFJZFhLZmw3amIzaTROTDFoSUc1bkVaRXcrdXg3NTNpRWVYbmxUUkQrSks2WkJ4R3hLZFNlSStZWHExM2pia2xsM0FVdE1HNEJtYVAxNnZnclFBNXltWXR6ZWdDdlo0L0R2VDM4NTc1Ry9oT3NVVGZEOHpvQ2Z1WkRPbHQzYXdhemE1MTRDUUMxc1N4SngwbEVMZUdtZmNUM3RneG1KeFRGeUoybG9GczRiZVplR3dRSTdBVHQxQTlFMWZIRE9FU3ZoNnA5OU1aalBuaCtuTlEvQkU4Lzc0bi9peXl3VVQrL1YvT0wyTE1EN3FmUkJiR2Y0U0t6MEEybU1ha0wwam5NdVFIM1U4aUQvaU5wT0pUa0EybThIN2VmMmRGQi95Zyswa0lJVmJuOWZodC83S1hnZTRuSVlSWW1sLzdwZE1vdXArRUVHSmREdDlYOEg0K1B1Y0xLZDFQUWdpeEtPVnZqL2ptay82ZFQvZVRFRUtzeUw5dkxQalk2MG4za3hCQ2lDWFIvU1NFRUdKRi9nTkFZZ3pKdk8yWXlRQUFBQUJKUlU1RXJrSmdnZz09IiBhbHQ9IiI+PC9wPg==
- 提示3：
- 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
正确答案：Qw==
<div><img 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" 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" 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