(填空题)
聚合物的粘弹性行为与加工温度T有密切关系,当T>Tf时,主要发生(),也有弹性效应,当Tg 正确答案
![来源:www.examk.com](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASwAAAA3CAIAAAA5eeDOAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAgAElEQVR4nO19e1hUVff/x2FgYBhwFEQERUAQBCREIAsqxTHNzMjIyJQXKY0srdfIn18jNMMboqWpaRcztV40RPO18jLeiFF0EBQBERFGbg4IOMwMc5HL/P7Yw+EwNwa0m6+fZx6evddee+91NnudvfY6+6zTT6PR4BEe4RH+OjD+agEe4RH+1/FICR/hEf5iPFLCBwxBcb6gOP+vluIR/kl4pISP8Ah/MR4p4SM8wl8M5l8tQA/giyoA8Nw97rMduokY7jeGTqSy+hQdw5LQBcX54X5jKE79Roy1Zr6EBqXSF95MMR7hb47/iZWQmqCUFhG6TtagBpJa+px0hYSeCum3Zr6ExqTS78gcMf6XwT9UxT9U9VdL0TMefiXUUQZjeqivM9S8v/9Oe8uso3LGhH+EhwN9NEeJlUhA2Yr6pqMOhV6LovNFFTx3D4rThP3ZK9OU6ksKJrpP3Dow6a0RW64OzBl+o+liSBXywWgzp69HeIT7QV+UkK4MfFEF0SJ0zl0qa1AD6Vk6J70uvchgp72SkCiYks2l+rLvLryNQkJqZRZfJXpIiFJaLfRy/SGKTVmJj0AH3UTkRQ2jE6msPkXHsCR0/qEqXtQwilO/EWOtmS+hQakASBrVXAcWnYd/qIpOpCTs8Sp6bY7qKANd39B9cqO7zvDcPfrsX+mzBgII9xszGG1E00iRjUJCNIrn7iFVyOvADPcbY8/mwLim9cECNLFXNObv0ecxvWv9J4KalPQ5iu5TFkbmLqmlz0lXSOhNdP3WzJfQtFRUWtKoJr1zHViSRjXFbOZVPABzVAfGTEoTVe5HBnM0k1qXiGlq021yM4n6AbBnc6CQSBVyezYn3G9MZvFVqUKu437sFfTXQ33Xjg4nnWKw6OHQQJIlqwelPFSWKqUqmqk/5nRqDAK+EIBS7mysa531NvoNL0r4jG/LKN0jKyHJch1Y5lxFH5XQxNSnlI1uUhrbLprfnUEb1XyQuUs6Dactkjpi0ClEOenMPSagpyT6WWOrmQntMlhkWoy/M0x4LI2ZlH9DJycxPmFINqKWMPsqem2O6tifoBmfoCmbPls3aXq/KhprkN57jxLqFD2oh5C9wv04XR8OUPYY3TDLLRLlFol0DD96Woe/V93hD1BjYnyStY4kdASG2VdhsWLFit5278kdUC6RUD/oTW6KTtKEX6JW1crlpIjn7pFXJ1a1t/k5DiKchEHV3lYrl0vUKmsm05M7gDRIKtIb8eQOoKpYM5kA8urEFN2EhKQor05c3NhQ3Nigam8jHZHWdMSg+PmiCvKXXAuV6O24PYKnb//yEml5idTTtz+h8A9VkWztHYmkUQ2lJS9qGJ1NwBc21UOtutfUIHLzdCVVpBK5WnVvVNCg8hIpafZyTi2dcru6tKq8lqo4fuqo8hLp5ZzaUUGDBHxhVXmtm6ergC/MzZLWiFREmKryWgAUJ707IonnMKby6++rL5SHv/1UeYk0T3DHms3kRQ0T8IV1VRbKlrZmSXlTPZQtGms2k/ykEvm1yw1NDaKq8tq2exwiqoAvdPN0zdx1Ta26x7K2ul1d2u/Bvk+ov+AYtEh7dJyi+97S4AMMSuclahWXZd03t40xqQymzXmO8gg9wrCfM+s6AN7TPnQ2qUQ+eKg8nBdK0gDsuRxispIisoWz4Yjrqjk6RaQWKQUQzgvN3HUNwIy4UdT2j94mIYbzQgV8YV0le/C9u0rn4c5nMgcU5bjOn4Enn8S0aRg37t5/fip/ZVH183OJI5S00NFuSZbEfTtKAbz61kh9CdG54SRVZsSNouR5kMfW9B2nBh9gUKVd/4b7m8191kAYvxHc/y704UBukYhKh/i704lUVp9Cr0XRc4tEIf7uuUUirjdIgl6Fbs6RIhvOHRsOwnmh6FRUAV8IyIFhVNaGI1bb2Khh4xZq4/Dz/mvKEbzXoqh2uN7tAKQSG5IdPFRONa62seEOaZcKwXaD070KfLLT7fqtxqcjBQCAGa+4wSsS8+ejXYKZkZg/H56eyMyEh4dVWJjv6tW+Xyd3CqCVkODVt0aShA1H3L1oGJGWKDldHvRqT9jS0rJu3bqqKgO29dmzZ7du3UrSZO7qbNXu3LmzadOmx2y1fkidmb1xX/qmAxn6tf44nD9/fsOGDX9CR8bQ3NysT7xx44Y+kQzdnTt3DLZz9uxZgUDwgIXrBKUnlBYBOH/+/NmjB0DTNIMaSGrRK6JTD3USxjolWQFfSP10OMN5oWobGwCR4QEh/u4eNeX22Wdzi0SE+ZSgUCqRq2/fYSmVVLMsce2QbZuGff2F07ksAFzvdperAt+4V6tk6tYBA0Yl/dvp2H8BwM4ObDbEYnzxBebNw6xZ8PKChwcAzJyJykrU1PRxTA2hF0ool8uXLl1aXl4OoLW1lV509OjRlJQUkiZeGfoPQGVl5fvvv59xIYfw8EUVMplMKBS2trbyRRXpX355Zu8PdH7zoWOabtiwwcfH59atW6ZricXixMTECxcu9Kqv3uLKlSsnu0OpVAKQyWReXl7ff/89nbmoqGjkyJHffvutTiNk6CorKykKNXQA1q5dm5aW9kCk1Rk6HWWgdIYMXbu8jmTJXKevipTu9QH6a2w4L1TnRxWdEhQCYCmVWv0MDHStr1bfvgOANWSQPZcTGR5A+IkesirKAhe9obG0lHv7sG9pJ4z7jk1VSz6umzv/9ksx11I+8962gSltFvCFCAhAcLC2p+hoFBdr07a28PVFYWHfLlAHMoVcUJzfsxJ++umnq1at0iHGx8f/61//0iGadpxSPITts/T/hIWF1dfX6zSiw5/0xpv9+vWb5OE5ycOTnqDSV65cofrdunVrYmLi7Nmzhw8fbqx3Qn/ppZcCAwOTk5P/UMdpUlISrzuILtnZ2c2fPz8xMfHu3bsUc2pqqqOjY0xMTI/Nnjp1yuDQ6eCFF17oZxJXrlyhmHWGjgJxWpIfoVBDR6kKmeIGq+gvdOaD6A99AaSvhyRhz+V0sQUGoqCAlFqKb/u/OAktLfTqI7ZuuDX3bfG8BeLnXrwdNRNAv7Y2+2uFzeFPEYYWLx+MG/d4YwWAKrtBXZoWGIjSUsGx89rWAgJIRyYk1CmiEynIFHIA4X5jet4Turu7r1ix4qOPPqIora2tR44coZY+OnQ2fuicxxdv1wIIG+JCEb++lOfg5OTq6uoKLAPqFS06bg+C1xa8/eGCBSfy8nasXr1ly5Z6CwYAq8ampKSkdz/5ZKDTIHd3d1Jr4cqVW1esSExM/Pjjj9GpRT/v3jNp+XJjl1ZQUHDcw1OfHhAS8tlP++9/N/jf//6XSl+5ciUoKIjKLlu2bPv27Vu2bCHS1tTUpKenr1y50tbWtsdmz5075+Li4urqappt6dKlcXFxIpEoMTFxy5Ytzs7OAEpKSpKSkkiWDB2ArVu3Llq0iBo6gp/+szt1lamh69evnz79seCQb3b/pL9dNBNkr0gZq2QHRZ/l9MnNZVkMOPgTqgPDJ08W8IXnG+49UV4eHh4gEBQO/PKLmknT6s4Xd+3BOjq4BXmlH6+xoHWnYTIBMFpbOyhSYCBEovB580rOnJD+vN+eEB0c1Hb27MpbCo8RAr4wnKbtxiTUL9LRQPK42I7NgTkP66dPn/7mm28KhUI3NzdCOXPmjEqlmjVrlkF+g3OXqF9lZaVIJHr55ZcBiK9deyYiQnuNNmxra2u6U4RKkLSXl9eO1aunTJkyYsQIAGQX9P7rr5NsY2NjQkJCRkZGYmLi+vXrqbp8UcWTk3jTHn+cLsmPP/64f//+Q4cOkezatWubmppSU1PpPFwu93FDzhv9RN9A/gFvvvkmn88n8/7zzz+3t7d/9913jVWhD11OTs64ceN66IIvBKyc+7vJ7dQAyNAJ+MI7nLtUFsBvmfzUz9ec+f0UGTr6ZBrnH/zFju8B3Gtq9h8zsii/9OhZ/tlTx9Z8sh6A1cD+u775slWt+Ndrb7ZaWdlybLyHDy7KL2U5ONLFMKGBAr6Q7OhIp6whgwg9xN/9lKDwlKCQLLDaudvefu7AcSv/UaVLP7EvyA+f+7qw3XZkwmzF2NDWz9ZZrlgevnAhALWT880jJ8MjxuLC73kHj7NsbEgLRIx+Gs3jTwfl1rfYczkh4QG5RSJ7LgeBgbb5l5ojJ2k7OrATXC4A39dexNb1lLSs0BC26KbCY0Q4LxTqeqSnU0U62kWHwSLtfaQ4386LSxI9K2H//v2Dg4OzsrJmz55NKJmZmTNmzBgwoNuDMrFYrHNr3L59+1tvvSUQCFJTU5OTkwGUlpampaVNmzaNwWDk5uZOnTp13759pC6TySRpAk9Pz9BQo9dGx8mTJ2NjYxUKRUZGBpmjFHjuHujUlmvXrqWnpy9ZsiQ3N5fJZE6ePJnQd+3aBWDy5Mm//fZbRESEnZ2dfhft7e1xcXFnzpxJSUnRN8J7C7VaXVF2E8C0adNmzpxZVFR07969r776avbs2SKRCICzs7ODgwOAPg/dvWag859d9lWXsyecF3q1qMsE3bx+26frlre1t5Gh0zGZBHyh06DBrCGDCq8U/LDv0PwFi4rKb1gwGIuXLiSbMe8R7mKx+PGQcTkXzwVGRLS1ah4PGUhmPKV7lBdUB1KJnAXYczkAQsIDBHyhVCInWQFfyCI6yeWob98R8IXhvNC8SyUhb82uefEVdqtS5uvfNjc+1Gdk7opUtbOLy+jHhqRtKIx8AYCX90g/+R2kpuLZZ4NDRulIgsBAZGdjZPeTEvHxLju+kEY8AwB37+LwYRw9CgC+vlAoUFWFYcMAICjIx57pQwZn/Hjs39+rf7oxaI9taMzAu+++O3/+fLFYDODUqVMuLi58Pp/OsHTpUi6Xu7c7SktLNRrNrl27eDxebm4ugIsXL7q5uaWnp585c8a0cHFxcfT2L1++DKCsrIxks7OzqWxeXh6PxysvLzd9CdHR0WFhYRqNJiUlhcPhUPSYmJjx48crFIqAgIDIyEiVSqVft6SkhEgVHBxsznBRqKysPNKJzZs3AygpKSFDYQJpaWmket+Gbuqz07JPXNQZun3fZ9KHbt/3mdknLu78co+Jocs+cZG0M/6pyFE+fhqNZt7cBBtrG6qIDN3JX373cPcMDgo5/avAzGGhWjZVVFCgSU7WrF59/uBJQlE4u9S88DLhqZ0erZk5U8ssl2usrDTV1RqNRrNsmWbWLI27u2boUM3x47qtb9yoCQrSKBQajUbT1qbZvl1Lj4/X+PlpEhI0Xl6ajRu7+OfP1xQXm3lRfUB2UV52UZ5GozHrOeHKlSsHDBhQV1cHgMFgZGRkPPHEEzo81tbWr7/+un7d8vJyau/BYDBiY2O3b9/u5eUVFBSUn689lPzcc89ZW1sfPHjQHGF0MGbMmBMnTtApP/zwA5PJfPXVVylKfn5+Zmbmr7/+aqwRGxubX3/9NXjs2MnTpq7alIbu79e3tbVNmTLl3LlzsbGx6E0IjE1ff7nh0zUGe8w48cvLvKkAeFOniGtqC69o9xiDBg2iePSHbt2G9UPd3Lx9R353IJ30RQ0dJYasTIJOG0+mkNeJbwNoUSmIVFdFpVT7cxNmz02YTWUFfOHxk0ctLCwmjp9EH7qz2afTVm8yNnQsK9aG1Zs2vz2nav4sVImMsRmFUgkmE5aWALBq1aDm1ju85zB3LkpLMWsWsrL89vx4dfNOAMrhnkoPL1Kp4amJQ77XPhLrcle6uiIwEKtX4/PPERaGqChkZ8Pbu6uvf/8beXnw80NkJC5exLRpWvq336KoCCIRkpMxZEgX/44dvb6c3oA6mt+zd/TgwYPHjx/ft28f2UedOnWqsrJy3759x44dM6eny5cve3l5Udm4uLigoKD9+/cvWLCgz9KbwMmTJ+Pi4vLy8ihKc3NzTExMZGQkZYIaRKWsYd22z89nZZ/7hY/ur94zmcykDaubm5vfe++9XoXAcB0waMRIb3K3I7c9Hx8feqedu3PDzhidoRsdEebt63P2xMkPFyeaDoEhU8iJN9/Oi4tBFgBsh9sLivNR26aolnf13t2tdylfuDptZUtrM/UkoKVFHhMTM3ZM6OMhpragToMGp504PqymcufEKbhxAwcO4JNP8MorMOgSu3592J6vh+35GuRZSEIC4uO1Rdu3NweHgcHAlCkQCPDOO9i926a6klNSBKDF05stukkYFZ5eKC1Fe+cr153uSgQEwMoKCQl44gmkpGDaNJSXw9UVp09rOffswZEjiI7G0aNYQ7s/+vvj+ee7aaAhkNcmdKJm6AfRMMigU5EklKWOylLHnlfC+Ph4SedBUAArV67svPAA09OaICsrKzExkcqOGDGCzWYDMObX0cHPP/8MgGyW+Hx+YWEhgOLiYirr6+tLzexffvll5syZUVFR69ato1qIjY2VSqV79+410QuZxPHRsxorapYtW5YTGamyYVBvG5l4mcj0UWyVSmXFsjJYFD3peXrWoKeRPnRXKq77+I3yGuaOzqGjum6USejZKdMnHD18+ujh02qN9FpVubimFkD2z6dd/Iahqf1ayTUAd5X1rBaG4m4r+NpN4LkLgo8/XUoNHdHPT9etaGhq/G7i85p2wxEGBqrV/S9dsK0o81A3Nzo6ep06Vh318tCpkxEQgOnT4ecHHe/8yZNYsMBtyZKbBTdUT4RbC37HV19h/PiK+Yukj419zNMzNGaqgC8UOHiGA7h169byNS79+j2mvAOgxdPL5WftTqzNvj8cHYm7EkDXwwlfXwCQSjFoEObNw+XLSE1FVBQ6fYoA4O8Pf3+Dl2Ma9Nc7DL6BZeItXnpW5wVI/qGqnpWQepY1b968b7755syZM88884yZcl+9elWhUISEhBRTzzqBWbNmeXl5meOLV6vVUVFdp5ASEhLopSS7YsWK5cuXA1i/fv2yZctmzpy5e/duOltKSopUKh08eHCP3QmK8598nvdOU30zo5UFFr3I2CtIpl8yVKlUVlYsg0Vf/Wf3IGcnAN99tq26uvrw4cOEHhgYSBL3M3R2Xtyma3eioruG7osvP6MzUEPnNnS4gC88l39m2YplE56euGheIv0I5fy5b7ewlSEJ7wlffEW/lw9+/91aJnNwOK1wH4HX4hw2bty0e/do77G3rFh07w6VCOeFIjER6ekYM2YEUNavn+37S8oXLrFcvCJw4VyPm0WIiaG6vhWX0P/KJfkrsy2XfEie1yk8RrArbnZ1HxhI3JUAEBCgdVdaWCAuTquEADpPcd0//tA3Ic09O1pXV0cWk7y8PKKESqWSmjrFxcUqlYruo3N0dJw4ceLo0aMLCgpsbGzoTfn7+/ubdytisVgajQaAQCCIiIhoaGig3IYRERFlZWXEz37z5s24uLicnJzk5GT6ky6C0aNH07NRUVF0G2/RokUqlYqkteveGqPBC9H9ZVxjERMpqFQqSytLg5c20NEhavxkQXF+S6tarbwnulZL6AyGdoMgrVPt2vEDfehkZRKwOXPnztX2xRcCuNvYzGAwZGUS+GmJ4bxQWZnE0tJSo9EcPXy6+FrhB0sX/So4bc/tj9q2C5dyPli6qKysTFzRBMDZY+D82FjZhQsZ06e/6OGBDcmIiMDHH4McVUGooEDYj2kBC+bF/b/NHOAQHT6+bvIL4Q21cHc//9NPMpWquZ0DQNwKXCp7b/ZsFBaiIEe8cZXz3boLH34K+/4AZBKZHdcOMhnKy+HoiN9+Q2GhV0UxRKIhRF0ZXyA6Gp07lPDGcjTWIF/IBfDbb8jIABAcF40Fsaiq6lxUjbgr/8iN3B/0JqS5Srh582YnJ6fKysqkpCQ3N7eXX365vr5e53gHPRsRETFx4kQAOrsggl9++WUatS3uBN0koxSMgNjD9vb2+k0JhcLx48c7OTllZWXpu4sANDY2Ojo66hANHkzh2HFyzueQG4R+dAl6XDYTUUbpUKlUuecvRPgHUxTiqwRQJbpVVFTEhZWkrkmhVHCHsAHk5xSqlCptUy5MNwwX8IXWAxgAcKcdroAL0+DQPfdiJJXeuWPvyAg/1LYJ+EK4MJuFUgBsji0AmULerunwBERpW9ykzQ7iW3dOn/6OwbALC2tx4Kr37GEdPCiws0JxfvgwLxQXy3NyCt5/PwRwnhQmBm4AhcCnQCEgyctDZqYTMAUIAMYymaHcgR3NEsac2QgMbJjwbL+MH9jSihqmFwA7vwGobTv3+5UnpVIsWFA53FXh7dWSEK8a7hZOhM7Kqpkb6/ruu3mWGqXXiPDc3MphLlVknHNzUVKC9nbtKtf5ilm3HZ2tbTcHzB8Gg8sauRvWVXMA2HM5ZHnUf0+fTkHnuxQCvlAq4ZilhC0tLdu2bVu5cuWiRYuSk5Pj4uK4XC5ZT7Kzs8PDw3X458yZQ3ZxxhAUFETfpKWmplpZWb3//vsUhRzvoNDQ0MBmsy0tDawqoaGha9eujY2N7d+/P0X86aefpk2bRpYRe3v7o0eP1tfXv/nmm7NmzTKofvX19QkJCUPd3Jo0KoNRSfWDTRAviM5eUUcPFyxYMOIxPwD+w72OC86kLk/hcrkNDQ0A/j2vm18qICCASpcUlY17LhIAXJiobbtyUWuOTpk+QVCc32rLXPLpxwCsraxHug5fvvITS0vLmS/EqO6prAfbttyW2fXvH+43RlArbL11c9BV0eOnjv/AYDAZDJlC3q+1NWHNinHAkBsl/Z4cUz31qfOTJ3uMf8KWwwn3G9NYMeG6qLTWiuPgNexW0v8Nb7hrM2rUU6ODsq3ZU6/k8qZOjh/u9k57v6rOW0BRfumwstKJJw6/KxbnjBy5//JlpbdvwUtxT0x7qvrwaSsfv9HNCulQ7ZF9mUJux+YgLOzapAlNvAnd7mg+gcjMrDrwo9zXJ/i9Dy/u/ubacJdRy3d22Fjfub5s0KgABAaivBze3n+0u9IEdOxPdC5x1DtK9lySlivlzvxDVbyoUJ2Hn6BpoIAvBDj2XE44b5RZe0IAy5Ytc3R0nDFjxqJFi8aNG7ds2bKoqCjymLtvcHV1pT/P2Lt3r7EnHAQlJSWengbOlxEsXLiQnl2zZk1SUtKpU6eI2WxpaUkcSAqFYtGiRTExMTr+JJlMFhkZaW1tfehApv66bToOhbFgFlSCapDBYKQixdHRcfjw4ZrOdzgFfOHyVR+J627v2LxT/7rC/cbAD9dvlAB4LMyPUATInz7jJdRqPSWO/R0ZDMYTT0TYsTnh3k4307ZafbdDsinFV6ZSOjkPnTpprRVrKpMZaMlBwFiBRPjDyvVvvz9vX+x81xB3AG+93nXjUHh5Xf1ud+zprM3f7WC99cZwvzEWwLDvdjcuXPJeTdFnq9d9vD7N79w5v87R41gMbB3qVpv+3TEO51xGhoWFhcJjBKe0OP9grUvWFYebN8AC/J/Uil0rBHBj2hS3L7aNeuMt7QVW1Ao8XIq++dLfz6+dw2mY9pxPc4vvog+ufv81du1iHPuldvasQTFz9EfmL4HOxg80DSTvFpIXFAcPFRM9BJwBuVQiz9x1jagcOmO0kXcdSXgoSaO6ZyU8e/bsli1btm/fzmRqmf/v//4vKyuLyv4JKCgooK8VJnD+/PkVK1YsXrxY33v01ltvXbx4MTo6OiMjg9LDO3fuREdHl5aWHjlyxKDlTLB8+fL09PQFCxa89957fbuEhoYGKyurpqamnJwciliUf73pbqOmX4eqn5TO7DfAb8iQIaA5Nq5cLB47dixJkyeB5NATWP2YrE4Dobh4wEVBxYIPKkM9ZGUSOzZn6DNBhbv2TLLloLBQ0K6QKeQKlZIJWF8vsr+UM7C5FjXikCtXir/eCr8xJdYs6emzixd/EBSi7QhCYRubrRzs/GK4b/HVwpiPPiq2s2Pv2YOCApSWSmLf/Sj1k4MKRVZSkk9mJgoK7K9csisqkD4+tslhaMPTEx1OHcGr9MtC/ctR7JvltoGB4PFQUoKBAxnLErmC84iL03KsWlUY/QKYTLzwQtWIoX0b6j8OOuaogC8GIJXIGRaw4dwFIJVw6qo5M+K6VkudN4yj3/BCpxVKatlwetoTtrS0xMXFBQcHx8fHEzuK4MiRI9XV1Q/0Ao1CrVafO3du6dKlPXJeuHBhypQp48aNM3i4HMC3337r5OQ0derURYsWrV279siRIwkJCc7Ozrm5ud7GNxVqtZo8mFmyZElcXBzd7jUfDQ0Njo6OmZmZdKubAo/Ho2e/+eabN954g2ggWQNBORgBAHZsDllsB3DsW6RKcg4YgYGWzRKUlbhePs26VGQlkXQMGTSupLjN3bPy5HGMSrBjc9jWNs7A1B2fl01/pdZjtOua1IaPlrKv37hw4cKSr3Z+a20zKvKlLjkWL27zcgPg9cHydNF1sS37nlh8eG3aqNfjq17wmZswy45jbzNqtMetWxg/Pm+wl82osaMaqy69FUduAT67tulfqWjJYtflK1FeDi8vDB/eUZwvWpro6jcGnQuyhmXYn/z3BPVGP0WhW602HDFRy8xd1yg28m+dETeKqtKDEorF4vr6+sOHD1tY0E+fQyf7h+Lw4cMSiWTGjBmm2Y4dOzZz5kxfX98jR46wjP8j16xZExwcHBsbm56eLhaLZ82a9c033+j4b3XAYrHi4+PT09MVCkV1dXWflXDgwIHvvfeezlr62muvXb1SSDdH6S8KhPNCL126BOCxMD/V3Q6ihwLky8oklHfUyp6l3XG5urJqq9niWvdZL1+ImH7Xkpl7U/jx8eP8mXPYF09R7VcDKktmY+J8WZlEUFQ9aKS39NSZZ1etG+Lq5nen/pKlpaxMYufFxZo16OiwvX7Dzotb+a+Ee46DZAr5vcQFG0uLq75YSw1dXcycvIGuSgdPOCB4Yhji48P9xhwtOy1TyOHpaV1TpXIdJijOJxJqd9FKSfjEifjnh1ElITOkEjllo1LxMkBTNrIe2nDEgIEgwlKJvAclHJvMeW0AAAtQSURBVDFiRHZ2to6X/0/Gtm3bnnzySRMrVWtra1JSUlpa2vjx4zMyMgwewia4ffv2/v379+7dq1KpmEwmg8G4ePFiamrqrFmzTLQP4Ntvv42Pj4+IiNDxGJmPy5cvG6tr15+jf9zeBIXsDAGoW6w6mBYApkyfAEBQnB8w0mvUyo8wZMjjAJqb9/2/t1cMHTqxtgzVtdcBuDBRZwHAwnWoVX29nZdTmHdA8tZPnzp2IiQy8sNVy+/Nire6U2f3mCsAZGTgyBGrwNHo6AiNmUqG7qakYVRb2+3OoXv3w3/PH+HiLKutdmFqdUkkwo0bU1qbKk+fUFXeYjeLVKEelIR4uMKoArDncjoVDACokBbUPZQomz2XU1ettWU6o93ISXgLXlSoWQe4CcgB7jNnzpCsaf9nREQEvS45hZybm6vRaIYONcvWr66u1mg0xP2TkZHR7eQr7QB3Zmamn58fgMTExLa2NoNiHz58ODk5OTIyksFgWFtbx8bGZmdnazSa0tLSxYsXDxw4EEBYWNiyZcv2799Pzp3r4/PPP3dyctIhCgsrhIUVxkZMpVLV19erVKra2lp7e/vExER9npiYmHHjxhlrobdDtwVIB5SRkZpx46pHj04FLi5cqMnL03QeTCdDJ3n9dc3Ro2TomECjvb126GJjNb/+qu1YoRCLxQ3+/pveeYcaui+efrr6tdfoQxcCXGSz/ztp0s3ISEVQkGbkSM306ZqkJM3+/ZqUFM3OnSYu7eHAiYOVJw5WGsyak9aYeYDbBFJSUnzJWSEaNm/e3NHRYZAfwMaNGxUKRY8tE91ITk6OiorSeUeJwoEDB6Kjo/38/I4fPz5p0iR9hg8//JBEf3BycoqIiNiyZUtMTAz1Epa3t/eGDRtSUlLS09OPHz/+448/rl69mjCXlJTQ39VqaWnZsmXL/PnzexSbDrlc7uLi0tbWBoDNZpPz3/cDMnQVNQ0APFwdqQTF0L+mxqmszEooxNWrE9zcpj/zTOiYMdi9G4WFKCxEZ4yMe76+t9asyT17dr29fcSIEfa2tmhrg4WF9hDmc88B+DA5OS0tbQtwuaqKy+Nph04sxuLF2qFbuzZlyZKffv551MKFB/LyVjU2FgJsJ6eSXbt0XnN7uKHvNTV4fo3+kEOnSi9CHiqVyp07d86YMYM47pqbm9euXZuQkKATEAHAsWPHpFLpK690nXWSyWTnzp178sknTdiKBnH+/Hl3d/ch3U/WVlVV7d69e8GCBQMGDPjll1+mTJlibI9669YtPp8fERFhwvNJR11dHfFevvjiixSRHAEvLy/PycnRmV76MVHQ/U1WtaRGKpV2dHQw2I6DnAbrv3J+u/yqRCKZM2eOsQhlPm4O3//nYGDQ2KfD/HVin9F770pPnoyyMlhZtdbVtU6axJbL4eWFpCTMmIHMzCqVavfu3VMch45KW33m6QnDnn9RPcI75LHOI0THjjV+8WXFus8BiGtr6ipLnq+pcW5vz505N8TfveD47+ySYq9PljU+8ZTNzRtsayssXow5c7BvH1591eDQPYI5eMBxR/8meLCB+tYkf1BaVrFq/abpzz5lLLKYwU5NMJ8WXgdgx+7mQKJqyRRqemmIv/tp4XWSJUU6pV0t79iB48exejUyMsDl4p138MorWLoUY8fihReQlgYfn9wiEaOlJfij93HihI5UV05f8F4Qz75W1EWX1CAtreyZya5bNtj4jLztPEw50tdzyoRc2ILJ7HNAp785/uS4sg+hEhpeH3pTRM/mFoka7tRPGR9Gp+g3QmkOADs2i2qHKNuEUB+qWZlC3d7eYWHBIER9lQMgU6jt2CzCybWzASCRKUmV08LrFFG3x59/RnIyzp0DgOBg5OXB2hojR+LmTQCYM+facy+Jvf2pvugqdG3vAasL5zklxTbNd+0vnqeE769pG8A/Kpo0jboFkL4MmgAPDf5kJXzYvtRrLFCfTlZ/DpkI1Oc4yKnHTsnsJD+ZQn1aeJ30QuYufZHU0UAAE0J9CJtEppTItJHLZAo14ZHIlESw9vZu22xJo7q9rQN07XVxQUYGbG2xdi1iYmBri7178eyzpLBZVNVuZ08k1A8Hymi9Z2XNaoqfX/r1Hrq0zf2YHss+IPKQWpTmP8KDwp936uXPhIn4Qsbu4vcTnI/MS6rlCaE++usqocgUagsLBjqj3+osp2TZpBI9gKnVwK4IZSQqz4EDOHUKZ86guRkpKcjOxp49d3f/YKFWB0ydkFtSRY0D/cJ95r5GX9WpeGd/K/yDvg+tI6QJ4XnuHg/bSkhAhX+mx4Em0IkbTU8b5DcHZC0imkOWQXrL1ISmr5ZUEVlFZQq1QcHMRJcyt7Zi40akp8PSErW1FXMTchuUmDJFtGJt6Xf/gYWF/vaV9A49q4EkdHatfyGMffDLdMBYei19TrpCQk+F9FszX0JjUhmMzfuwKaH+JKOH3DIY110ffVADSrXaa9jtSkga1ZJGNbXf42ddlzQr6RJKGtWSZiWx8ezYrPbWDkmjur21o72to+tTr1nXAaCj83SFpvvLaW0MdC7C/ENVkhsWAHJLayAQkABhuR02jS++DCC3vqWdy6XqSW5YSBrV/Kzr5AeappEiSbOSSEvopNP21g6dxJ+Jf9z3oaGncsaEx9/QHL3/o0yUQUWnwNB2kVqmdKoYC9RnukeQ77MOBO9pn9wiEdFDrgNLplBb2KC9htMOwLs9t0gkuWGBgbCw1NqlkkY1mjjk6yWkkfbWDlKKewyuA0tSD3TAwpLRDrQrYWHTeetsZdjZs/hZ1wE2/fiiMR+StmtoJQQguWHRTSrqQ7M3LCT1oERqV4LrYCOp70pIbljcz9dz+4a/w/eh/wj87ZTwgcCgPalP1HHMGCwykdAhklWF68Ai85v3tA//UJWEKbewZEwI9UFo53o1UEEUFZ3awnVgwaG9S/Ob2BiosOvPktRYYGDnqYY2hl1/lgRAE9uO6EYTG4CkCRjYpS3obk/qiMrPuo6BXRKG+LujM8IBVUTRyVs29I8l/eX4x30f2kw8bOboX4kmNprYkhsW5Ke12eo51PMJ7dLRxKa+wkcWYYqfJAiPVn/0E4DEViOxpT1YohXByM2CLqHhfS+tyEDLhsT4M/Fwfx/a3JWQ/s54j0FWzInJSXGasD97ZZoa7Mu08GaK0SuYMNLo4e6MReOis5nZnc4b33hIH98Z+8yJiQ9L6n8Ss296qLMeGlx1TUioX6SztJr1sN5YwBXzi+hZEwmDbD2KZ75Upju6fz00Ee7OnDRoGkgPHKSTQFAbAFxmGmvEoDDmS9i5TWXr0PUTfR6ofzoe7NP8nldCE0FW6FmqlKp4P7P5fjQQxm8EOsI/WPBFFQiCpFGdcamEW9UZlTCojS+q6KYwogoEAZeZ2uUrqI1UIezRUb78Q1WSYS0AyF96wnCnAC/Kw2AEFOisujQJARAh6VJphW/pR+jkTm+OGP9reLC7xL6YozroW0zOhwxdt0Z38EUVcGjrZr0EtenaTu5dtaLH+lKcfFEFL0prukSP9dVJ8KJojUQNo9+PddYl/fXKQNcOBqTiiyoANdfamqplTIxHeFAwVwlNLB19i8nZY3d/3JL1wGFiW0LPUqVUxd7dUBvVuS0iAFCp4cAiDXJb+ul4QSnPJ1E/7aMIlQoApVq5RSKev4f2oYWtBo1dWsdz9+A3lkg6Y7FqO+05UHNX1xSMfaWQfliH/hzl4T6PagI9e0d1PnuAzkh1VBq0ryAY07Q+rIrGGqT33qOExr7Z0FthzAHRNH2/GYx/2JBepQefQaP2UIt2jnY+0Dd4zMXAqXQHFhxYMPgAo1GtU6TfqSnBOqFz6sigVAaPUlBE0ycoHmL8f6tEfP5/tcFFAAAAAElFTkSuQmCC)
答案解析
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正确答案
答案解析
略
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