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1、10951、葡萄糖在水中存在鏈形和環(huán)狀各種形式,其中_的濃度最高。 D.呋喃糖 鏈形葡萄糖 -D-(+)-吡喃葡萄糖 -D-(+)-吡喃糖參考答案:-D-(+)-吡喃葡萄糖; 3、下列分子在氣相時堿性最強的是()3CH2)2NH<inputname="danxuantidf828f759d654578b360cd24ff024645"value="113dd71e0d754fc8a5573cd23a39490d"type="radio"id="113dd71e0d754fc8a5573cd23a39490d"

2、onclick="choose(this)"class="inputStyle"disabled>(CH3CH2)3N<imgsrc="static/homework/ok.png"></img><inputname="danxuantidf828f759d654578b360cd24ff024645"value="742773ea8b154ae9afe978bca86ba28d"type="radio"id="742773ea8

3、b154ae9afe978bca86ba28d"onclick="choose(this)"class="inputStyle"disabled>PhNH2<inputname="danxuantidf828f759d654578b360cd24ff024645"value="b4fb9667412c416f80d46cd1d5facff3"type="radio"id="b4fb9667412c416f80d46cd1d5facff3"onclick=

4、"choose(this)"class="inputStyle"disabled>CH3CH2NH2 B.(CH3CH2)2NH (CH3CH2)3N PhNH2 CH3CH2NH2參考答案:(CH3CH2)3N;4、下列化合物中,_不屬于甾體化合物。() 維生素D 麥角固醇 膽固醇 維生素A5、下列化合物中酸性最強的是_。6、下列化合物中,()不能與水以任何比例混合。 C.乙酸乙酯 N,N-二甲基甲酰胺 乙酸 乙醇7、吲哚的芳香親電取代反應(yīng)主要在_上發(fā)生。 苯環(huán)的C-7 雜環(huán)的C-3 苯環(huán)的C-5 雜環(huán)的C-2 1,3-二甲基吡咯 1,3-二甲基

5、吡啶 3,5-二甲基吡咯 3,5-二甲基吡啶9、下列基團中_可用于保護氨基 PMBM Fmoc THP(四氫吡喃基) 硅保護基,例如三乙基硅基(TES)10、 E.?<imgsrc="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJsAAABUCAYAAACV30XtAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAiMSURBVHhe7Z1PaNROFMdnf3hQqOjBg9WDgvQPIqgVoYKHelIRtBXBHgQVQRRFRS

6、ooHqqH2oLif1EUKeihCopWEBWE6qmKxVZQalWop1ZPCgp6UPLL9znTptkkm82f6WbnfWDYzNt227x8573JJm+Ss2wEw2jgP/nKMKlTUGxLly4VuVwudjt48KD8RMZUAsX25csXasi0cdrg4KB49OiR/FTGVALFdv/+fdHY2Ch70amtraXX9+/f0ytjJoFiu337tti8ebPsxQOfc+vWLdljTMRXbN+/f6dIVF9fLy3xWLNmjXjy5InsMSbiKzakUAhk6tSp0hIPiBbzv8+fP0sLYxq+YksyhSqam5s5lRqMp9

7、iQQgcGBkRDQ4O0JMOGDRtEd3e37DGm4Sm2pFOoglOp2XiKLY0UquBUai55Yvv9+7d48eJF4ilUsXr1aj4rNZQ8saWVQhUQMb5SQTplzCJPbJjAYyKfJrgqAVEzZjHhFiOk0MrKSjE6OppaZAPPnj0Tx48fFz09PdLCmMCEyJZ2ClVwKjWTCWLTkUIVnErNY4LYHjx4IFatWiV76bJs2TJx7do12WNMYILYbty4QSnu8ePH0pIOHR0d4vr166Kzs1NaGBPIq0HAPGr79u1iyZIlorW1NdH5W5qfzZQ+eV99zJ

8、49m+6qnTFjBqXUpG54RLTE5+3fv1+0t7ez0EwEkc2P/v5+y45C1uXLl6WleH79+mUdOHDAss9yrW/fvkkrYyJ5kc0J0l1vb6948+aNWLt2Ld0NUgyIiitWrBDz5s2jaDlz5kz5DmMkUnQFscVCUQ7Rqbu729qxY4f148cP+e4/mpqarKGhIdru6uqinx8cHKQ+w4QWG1Bp8OLFizipoFcnsPX19dH26OgopVBmHAxEDFL4CQ3banCaQGAadeNMg1VVVWLv3r10acsLnGjwScA48FNNTQ3V4doZgRq2YfPzYb

9、lRlNicLFq0SNiRTezZs0damCBOnz4tWlpayF8VFRXUsG1HN3rPBCKLDWzdulW8ffuWLqwzwZw6dUqsW7dO9sbZsmULvWcCscSG0Xn16lWxc+dOaWGCmD59utwax8uWFrgd/9ixY7Knn1hiA7i8hZR66dIlaWH8wDzNjZctLSC258+fy55+YosNQGg4WWD8wXzt4cOHsjcObHjPBBIRG264bGtrkz3GC6zihLkZBubPnz+pYRs2U1Z4iiS2jRs30p0bTvbt2yf6+vroVJ7JBwNyaGhI9Pf30zwNDduw4T0TSG

10、TlSdzNge/VmNJmsm/Hj51GMenUdcNlOeC8voyaDzRTSGTOZpLD4nLkyJGxIu2zZ89SM4VExMaExxnNOLIxTEqw2BhtsNgYbbDYGG2w2BhtsNgYbbDYGG3EFtvr16/F169feelSpiCRxQZxNTU1iQsXLlDRMUr98O14seV+JvLq1SuxcOFC7QP0zp07VJY5aYGByl6KABVThw8ftmpra6179+5J6z+7LTqyxylqLmdQ9D1/nxr5cqV1tOnT8lXdXV11vDwsPyJdOjp6aGyyl27dlmdnZ30d3EMdReNFyU21IL

11、CWRCVs0zP+U+jhA87hZ3DTjLBPsGATevgQ8SNjY1WQ0MDCV0xWYEhlNh6e3ut+vp6q7m5mRznBP84nOh2FnYOO4mdTXvkliphD2rSBx/HwSv7uNEdGALFhn8GAoPQIDg/gpyV5sgtZaLsdxIHH/7H33VnnyAKBQYUUqMgHW1kZERaLdqGzb0yAlZMUMXqTjzFhn+ytbWVUiZSZ1j8nOUUYzGfl0Ww3AQW0YkT0aNkBfgbfof/3dknLM4BooTa0tJiVVVVWW1tbdQwzYeYAASFPn7GCZbhcK+WAPLEhj8IkUF

12、sYUeGGz9nhY2UWQTRC6s14WBhXZQkCBMd4V/42T0vi4oKDDg+EBWE5oxciHIQGGxKbGjOSFZQbC9fvhwTSNSR4cbPWc45oH0aLq3Z5cyZMzRA8Zo0zqzgnKLAn/Ar7PBzGviJRq1PosR28+ZNOsNWFBTbtGnTUpkk+jkLdHR0WNXV1bKXPe7evUv7hYgWdl4WFecU5dChQ/R3i5mXRcEdsdwosQGIDaIDBcWmfiktnM5S4R7iRjTNKlOmTNG+JBiiWEVFRWLZJwhoIigAOcWmtpFe/cSm7dooqq/syEaLNpf

13、LVYY/f/6MPf9eF/ZgFbNmzdJSzWaLRrx79072xkG964cPH2TvH1j9HcXW58+fl5Z8tF+Ih7PsaCZ7TCmzbds2ce7cOSqoVkBkWP3Aa40SLMp99OhRWmzIC77rg/Fl/fr19BCWuro6ceLECWooQsfDWbwKq7HQkJ0+xcePH6VlIiw2JpCTJ0+Krq4uWj0ebWRkhEQI5syZQ+JygjXnYMODjN2MVcTncjnM9Mioi6w/MG0yfIY7NlAUPjw8LC3ZgSMbow0WG6MNFhujDRYbow0WG6MNFhujjbISG750xAN6mdK

14、krMS2adMmsXz5ctljSo2yElt1dbUx69NmEZ6zMdoYE9vcuXO1Fhnjskt7e7v2yz3lwN+/f+VWthgT26dPn+hCKx5Ge+XKFWlNHogZokYF/e7duzP93Cs82Qb7kdSjzQsxMDBAzwtbsGCBtGQMXIh34ryjNunbxKOUmRUDqn9U5Y8uUNyS9q3haR4TneSJTRGlnMwPOAiOilNmFgYIbbIORhpFL0H1G1nEV2yKMOVkfiRdZlYIRDZV+TMZwD9JlfPF8XupUlBsoNgRBuekXWbmhbsye7JQhcpoxRbEqDLHJDJ

15、KqRFKbIowc4e052VZopj5HHxbrgXciqLEpvCaz+mal2WRoPkcBmSUpS6ySCSxKZAia2pqrMWLF2ubl2UVr/mcWoIszlIXWSKW2ACcpHNelnXUfK6ystJzCbJyJpFHQDLFg/pLXMs1CRYbow2+EM9oQoj/AeWkO7TV8L0lAAAAAElFTkSuQmCC"/> ?<imgsrc="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAL8AAABTCAYAAADObNb/AAAAAXNSR0IArs4c6QAAAAR

16、nQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAmTSURBVHhe7Z1fiA5fGMfPu1cuqL2yKNoStriw2UL5s7jhhn3d4EL+JqKQFSURbRS18idys/7VcsUWdiMtopWEC2KVdt2wcoFWETG/+Z49Z3/zvu/MvPP3zMx7nk9NM+e877v7vs/5nuc8M3POMznDhBGEhlSJPUFoR1nx19fXs1wuF3q7ePGi+IsEkQ5cxT8wMMA3REZhts7OTnb16lXxVwkiHbiK/8aNG6ypqUmUgtPY2MhevnzJvn37Jmo

17、IInlcxX/t2jW2YsUKUQrOiBEj2OLFi3lnIoi04Ch+eGl4a3jtKFi2bBnr6OgQJYJIHkfxRxXySOD579+/z379+iVqCCJZHMUfVcgjodCHSBu24o865JFQ6EOkCVvxwzvDS8NbRwnCqK6uLgp9iFRgK/6oQx4JhT5EmigRf1whj4RCHyItlIg/rpBHQqEPkRZKxA+vDO8cF+hUGFXQAQgiSQrED2+Ma/Hw/HFCoQ+RBgrEH3fII6HQh0gDBeKPO+SRVFdXs+nTp/NRhiCSokD8t27dYrNnzxaleJk6dSprbW0

18、VJYJQT4H4b968Gft1eIQ669atY+/fv2eXLl0StQShngLxz5s3j/X09PBVVxBo1DE57h9gZJk/fz67fv06q6mpEa8QRAIYDrS1tRlmXG68ePFC1ITjyJEjxqxZs4w3b96IGoJIlgLPb2Xt2rWsvb2dbdmyhZ04cULU+gfLIJcsWcK+f/Ouru7WV1dnXiFIJLFUfwAQoVgP3z4wAUMIfsBlzPxue3btzPT88d+CZUgfCFGgLJ0dnbysOXnz59GR0eHsWHDBmNwcFC8OkQ+nzd6e3v5cWtrq2GePBufPn3iZSKd

19、yLZE27W0tBgfP34Ur1Q+nsUPIHxw+vRpJLrieyuoe/bsGT/+vUr3xPppbm52Zg0aRLvAGg3lNGG0oFVOr7EL4HoYTQYyuoprOIn0g3aCe1VPHrD+2MU0AHXmN+NadOmMbMTsK1bt4oaIksgj5Lp6dnIkSNFzRC4xI3L0Ga4Kmoql8DiB2vWrGGvXr2iaQoRghuMKhb74CZjbW2tKP3P2LFj+d4c0fk+TrB25ODBg6KknlDih9c4f/4827Rpk6ghwoIbgdh0AOJPMo1lKPEDzM1HCHTmzBlRQ2SB5cuX26aQl

20、KP4jBkz+L6SCS1+AOFv27ZNlIgsgGnljx49YleuXBE1jMf5+/fv5+dyOhCJ+BEntrS0iBKRBRCy9vb2skOHDrHJkyfzkWDcuHH8pqQuFzECPZwCHmJwcJAbTfLjxw9uzClTppRcQSC8I08AVZ4Ivnv3jren6rbr7+9nCxYsYH19faJGLYE8Pzy9Vfj4ETAa4kQSfvaYMGHCcNvptLoudNiDEyRcGyayCS6r7ty5kx8/efKErVq1ih/rQCQxP5FdcLlRenvsUdYFEj+hLSR+QltI/IS2kPgJbSHxE9pC4ie0h

21、cRPaAuJn9CW0OJ/Pgxe/78OXv79q2oIYKCG0xYRYUn1qu82YS0Mg0NDezOnTuiRg13795lnz9/Tmz9QmDx41Y4sq9hJdepU6dYPp/nt8l1ukMYJefOneP2hB2x4Rh1cYK2Qn7WBw8esF27dnEn9vr1a962cQKxY0Lb7du3WVtbG58ek4h2+EpeHyAVycqVK3kak56eHlE7BNKV1NbW8j3hDdgQtty8eXNBmhccow5Z87q7u0VtdJw9e9a2reT3QRtbv08UIKPHjh07bH9TEtrxLH6kLTlw4AD/gu3t7aJ2CK

22、uR5A+sq6vjuX4Ie9yciBWki2xsbDSampqMvr4+URsciA7iQ8dySy+DNkZbo81lypoweBG3au14Er+bIfCF8WXxpa3GRE5OJK3ClvX8nEjvYZeSBflt7JI84b1OKVzcnIgb5rkAt/PevXtdResEOg46EDqS1/yrQb+rFYjYTh9ueNGOk41RV5yOBW1kl4vIVfx+hkCnnh3kx6cNGBQRYnGSLuS3sdYh+RPeN2fOHL4ht5HV6GG9KT6DhL+wJ8IWL8Dm6DD4DDpQELyOUlaicH7QDkYpfH9pr3I2xmvFeYfQRs

23、V1wFb8QX4sgKGdhi0vw15akeLHZvX0VvHL91gbQjYUgG2K4/qg4G94OR9AB0FboMME6WzFeHGGbhoIguzw+FvlbAxwjM1qF0/ixz8KO8wBp14ftWFUIY2ObGbIaymxih/1eL2Yy5cvlwzDUeF0PmCN66PobMU4jWBxOzgvNpbthBFB1pUVP/LxhxmS7YDAIfTiRrB2jqdPn4ra9CLFD2NijzKwir/Y26hEng+sX7/ed1wfFKuj3LNnD/cYe2Xmws28faNq7ihzCrq6tj8RLAafhFLLdw4UJRSi9S/ADDLLwK

24、KBa/7BRJALtOnDiROxqVQDNVVVWB43o/eLGxfA/CUxxj7yR+fpMLy9fwhMQxY8agGDlmg/DHHeFOYn19/fAdPWQLwOLpLLF06VKepMua7waYxrW9OYQ1zqZARCk+8OyDuXPnspkzZ4oaNUAz/79U/LQET82RpIFU/Q8D5ETyub2oHPhARVmKMSPs8zRo0fZ6tWr2ZcvX0QNY4sWLWL37t0TpSGQzgV3Ms1wSdQQYfBrY+SSffjwYclnJMontpkxom2C1CyBtC3IcIyMZxIYGp1h48aN3BNhQwIovM+a5oUIj

25、l8bIxXL8ePH+XwpO5SLP4uMGjWKD7lWzJM9Xjd+/HhehqExqiGsO3nyJN92797Njh07xl8nwuPFxmgTtJcEYSo6BybuFcMztiWVOevChQt8UhUmNxHhwQQxPOYVDxNUSS6Xw9UAUcoO5PkJbSHxE9pC4ie0hcRPaAuJn9AWEj+hLSR+QlsqSvx4tA6eMkIQXqgo8e/bt48/V4ogvFBR4qfHIhF+GBb/379/xZFafv/+LY6IsMCWf/78ESWiHFz8mJON+Rl4HtPAwAB/IW66urrY4cOHhx93T4QHtsR0azxnS

26、wXQCjSjYi5/LGBimyRsdgEvOK3vJaIhSIoSv1iXMIZZ6500BeIHcf0wFYvX8/m8bX4WHYlrEbsKB6mKEvFLYLAg6UvsUJW2pLm5ObZMCVklqvQlXtKWZA1H8UvC/GiZvSHuVf0SeH6iFNgeyQIwEvgddaN0gmmjrPglfoa7pOJ68vru+GmXSonr3fAsflDOIFlNSqUb5UbkSorr3fAlfondUKgqrieio7jNKjGudyOQ+CUwVkNDgzF69GhlcT0RLXK0rqmpqci43g2+gF1c8g8MJpNReo5so2MbRiJ+gsgiF

27、TWxjSC8w9h/6sxGRJgkRtAAAAAASUVORK5CYII="/> ?<imgsrc="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKkAAABUCAYAAAD52RfoAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAkZSURBVHhe7Z1biE1fHMfX/J+I4kXDSDMeMIoMUxqhTF5GHgxyK2XkNqKM3EYUHhiSW0YzSQkPeMEU8cKRFIpmRso1Ew+GK

28、DRqPMj57+y1nEue5+z7/Y55/up3d577TNnz1n7u3+/tfb6rd8uiRsIQiLMf2pNSGTJKdLJkyeLkpISz8u5c+fUNxLijKwi/fjxo1zQIvCy3Lx5U1y6dEl9KyHOyCrSa9euifr6erXnnlmzZomHDx+Knz9/qhJC7JNVpJcvXxZLlixRe+4ZMGCAqKurk6InxCmWIv327Zt48eKFqKmpUSXemDdvnujo6FB7hNjHUqSwerB+sIJ+gGbDrVu36PKJYyxF6per10DsaJtCqIQ4wVSkcPVdXV1SVH5Cl0/cYCpSv1

29、29hi6fuMFUpH67es3QoUNFVVWVuHv3riohJDcZIoWVwzNNv129BuLHTUCIXTJEGpSr1+C72XkiTsgQKTo26OAExfDhw0VlZSVdPrFNSqgeXP2IESNEb29vYJYUtLe3i+7ubtHW1qZKCLEmxZIG7eo16OVziJTYJUWkQbt6DVx+RUWF7KARkosUdz9o0CDx9u1bUVpaqkqCo7GxUQ4aMISP5CLFkp4/fz7woUu0ezdv3izevXsnDh06pEoJsSZFpAsXLhSxWEycOHFC7Ny50/eRIURV1dbWivLychkIjTUhuc

30、h4BIX2IgQ0ZMgQMWfOHCksP0CPftmyZbJH39TUpEoJyU3W2aLo2MA1r1u3TjQ0NKhSZ6DduXLlSin+Y8eOBf7kgBQeOac0Q2QQKlw/rCDG3+0CkUOgLS0tvkxDIUUKRGqHixcvxquqquJfv36Nd3R0xFetWhXv6+tTR/8wf/78+MuXL+W2YTXjNTU18d7eXrlPiFtsixRAoKC1tRXWV66TQdnjx4/ldk9Pj1yTv6C+xowZI+sJ6/T6I+ZkdJyykezqjUoWGzdulEOoZuBhPfnLgQMH5DNhwyPJad5YYx/lJD

31、uu0uycOnVK3L59W8yePVuur1y5IsuRBMKwpKK6ulrukz/gRi4rKxMfPnyQsRGaV69eiXHjxmWUk1QcWdJ0VqxYIZ49e8aIphzgRp4xY0aGEMeOHSvLcZxY40mkgwcPFqdPnxZr165VJcSM79+/i2HDhqm9VFCO48QaTyIFGEadMGGCbAIQczAw8vnzZ7WXCspxnFjjWaQAAkUnipiDtvv9+/czOpnYRzmOE2t8ESnaWvv371d7JB1dP4sXLxZPnjyRZVhjH+XsNOUAvXunGL3RxEN7DR7s4xlp+gN+8hc+J3

32、WHq0dQ6SA9JMbmCQkCz+4e4/OIbiL2QCyEJnmbWONZpH7HnBYy8DjTpk1Te0KMHj1abZFs+NJxIvbADZ18U9OS2oMiJZGHIiWRhyIlkYciJZGHIiWBgDDE1atXJ97jtW3bNvHjxw95DKNtKEuPnluwYIFpDAhFSnwHMQmIk0XwUV9fn1wAZh8ng+g5LdxsUKTEd44ePSq2bt0qli9fLsM5sRw+fFgKN1mUiJ6z86ZEzyJ98OCBePr0qXxQTQhATrGZM2eqvb+cOXNGClajo+espiBpXIsUSSNgvu/duyd27N

33、ghR1L27t3LEagc/P79WyxatEguYYLh6ylTpoSSwPj169di5MiRas8aRH+1traKDRs2qBJzHIsUoyRIwYPx+k2bNslsJ9u3bxfPnz+Xx/HCXKZ1NAeT7758+SKmT58uFyTKOH78uDoaDPBwyH2A3AkwJkih5GdmGjMwJUbrIRkzi6mnIOkQRlNkLJRN2tra4pWVlfGWlpZ4f3+/Ko2nbGMqc319fdxoNMc7Ozv/fKDIMW5kWW9NTU2JaeEA2yjDMXzGT3BNcJ3w3WfPnlWlf9D/T3Nzc8r/4xdGe1Qu6SA8MR

34、aLyZDOZOmhDMeQt8EsfNGWSPElSAzR2NiYkewBlYEfvGfPnhSxZvubYgE3bF1dnVwMy6JKM8Ex/Tk/8hVcvXrVlgi1iGF8vIJrrG9CxBtDhBcuXJDxxVggWsPCys+mixRAoChzLFKceOnSpTmtIsQJkVZUVMhMJ8lo64uMJsUCLhQEgt/txEJ6tXC4RrhW8GR2xY5rDEMCgwLD4gYzi42geC08LBCpDog3Eyk+70ik2USXDS1qpNcxev2qNFi3FjWsmkR2wd84tXCoX69CcyPwoJsNmgyRQpQQZ7r7dgIECq

35、FCsMmuPtmtZXN/+Yj+zX41b7SFS7/h04GHwvXyw2UDO02FsK9jQqSPHj2Sd1K6sLxgJXjcgbjrg74Dw8DKe/iF1Q2vrVh6Z8wPrKw5zoNrhmsXpkdMiHTgwIGuXUU28IMhUvxg3KUalKPi4V7ylS1btjhuErlF3/Br1qwJzYppaw5R7tu3T15Dt80YLyREmt6Q9ZvkR1O6zYOGdkNDg9zON2BhqqurQ71gOFdZWVl89+7dqiQc4GXnzp3rm4d1Smhj94YVEIYlFYZVLYhpE3gQP3HixFAzV+NcyB8VdjKJqV

36、OniuvXr/+zGcGhB5gYllS+qZkQu4QuUkKcQpGSyEORkshDkZLIQ5GSyEORkshDkZLIQ5GSyEORkshTUCJFcgEkJSCFRUGJdNeuXfKlXqSwKCiR4k18yfO6SWHANimJPAmRYjI/5tOHFUbX1dUlTp48KZMl5Cv9/f1qKzx+/fqltoqHhEjfvHkj38yGTCTt7e2q1H+QrGD9+vUyYcGRI0ds5QKKIqNGjRJ37twJLWsLzoFz4ToVW7s7IVIE1DY3N4tYLCa6u7tlJhI/X2yLSj548KCora0VkyZNEp2dnTK21E

37、/C7N0j8Pj9+/dye/z48fK14EGB78Y5QE9Pjwx8LipUhH4Gbqa4WmE3WYFXkud2h0lQk/GsJuEVGzknNnkRmJ9CtwOSEfxL/BJVUKLPV2zNvsMEMCcJC1DJXpMVuOFfWFEzMLPTzczK5HoOYwZqvuBoimgu8TkVcyGj56ijLpKnclsRVpMoH3E1j9nMjbOSzUH96KncqLd0wm4S5SOuRKqBMJGyD+JkJWcHngceSKfh+VdNonzEk0gBXPyNGzfUHskFmkHl5eVyKfYmkV18eZU4ccanT5/kurS0VK5JdihSEn

38、kYYEIijhD/A30hzf2f9BHLAAAAAElFTkSuQmCC"/> ?<imgsrc="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAABUCAYAAAA29yMrAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAqkSURBVHhe7Z1dSBTfG8dP/yulwoiiN0JvNMMgpQIDg16grItSu6ggSDPKKFDJXiSiQMwiKqPCiKI3wuqm7KIXCo1uKiisCH

39、rFsAsrojcKiqD2P9/jOfubnZ0zOzM7s86szwem3TnubjPnPN/nPGfmnGeGRDQYQRBx/E+8EgRhIKE4ioqK2JAhQ5LaMjMz2e3bt8UvEkQ4sBTHhw8f+IbIK5mtra2NnT9/XvwqQYQDS3FcuXKFlZWViT334Ddu3LjBfv/+LUoIIvhYiuPixYts2bJlYs89I0aMYIWFhezOnTuihCCCj1Ic3759Yy9evGDFxcWiJDkgMoiNIMKCUhwIqUpLS1lGRoYoSQ4KrYiwoRSHVyGVhEIrImyYigMh1ePHj9ns2bNFiT

40、csWbKEdXR0iD2CCDam4vA6pJIgtMJvE0QYMBWH1yGVZOzYsSw/P59CKyIUxIkDA+b79+97HlJJ6KoVERbixOFXSCWh0IoIC3HiwIAZA2e/oNCKCAsx4kBIhXsRXkwZsYKuWhFhIEYcfodUEgqtiDAQIw6/QypJTk4OD68w8CeIoBKzEnDo0KGsp6eHjRkzRpT4R01NDb/ZeOHCBVFCEMEipuc4e/Ysv4SLcYdfYFxTX1/Pent72d69e0UpQQSPGHEsXbqUdXV1sUOHDrHGxkbPJwlilu+cOXNYdnY2u379On

41、8liKASIw6AsQAMNysriy1cuJAbtBccO3aMrVixgq8KrKurE6UEEVwss49gwIwQaN26dayyslKUOgPjiqqqKi66gwcP+n4ljCC8ImFqHhg3BIIQC14fU8/tAnFBGC0tLb7fOyEIz4E47NDe3h4pLCyMfP36NdLR0RGprq6O/PjxQ/y1n/Ly8sjLly/5e62XiBQXF0fev3/P9wkibNgWB4AwwJEjR9Db8Fc9KHv48CF/btW/5KDDxdXV2RkpIS3j7YGhoa4hwbEU/cgNwKfUiVm5vLNm7cyLSeQZTEght9xMCD

42、OWy4Qrh582aeJqmvr49pTo5fbCGscSQOPVOmTGFaz8E2bNggSoggsnbtWj7zYfHixXx/3LhxrLW1lX38+JFdvXqVlxHmuBYHWLVqFXv27BnNsA0or169Yq9fv2Zz584VJf0MGzaMX30kcViTlDhQycePH+feiQge2riCv6KdjOA+1pcvX8QeYUZS4gCYboIQ6+jRo6KECArDhw/nrz9/uSver5/85Gjhwp9ggzkhYHgDAwOCeCRV5eHr9w0tnZKUr+4/Tp09FxCGGOJ+LAIK+5uVnsEUECYS+WIcjxBa4url

43、mzhs+8JnEkoP+KrjP6+vqiN/skuG6Oexx0/Tx40H0Od3jyZCc8pgBzpwginUg6rML8Kcy2JYIN5shJ9O8JNUmLw+s1H4Q/zJw5k/fwxveEGk8G5ETwgROTjkz/nlBD4iAIBSQOglBA4iAIBSQOglCQduLAVBY8+9y4zgRljx49Env96xxmzZoVfVY6zQ1LDzATGTMAZLtiHYt+bhnKdu/eLfb6QdtXVFSIvf9I255jx44d4l08cgFQU1NTdAEQkssZK40IF3CIkyZN4pNhMSNZzko2Luzavn07F1Ei0lIcJS

44、Ul7OTJkzE9hR65AEg+gwRzwy5dusRXyBHh5cCBA6yhoYGtXLmST9PHtm/fPi4Yfe9RXl7Otm3bJvbUJC2Oe/fusadPnwbqptLo0aO58ZvduYd3wQKgGTNmiJJ+IBBUJBFe0OYIlY2cOHEiZk0Leg4s0ku02Mu1OJDsDd3V3bt32datW/ld1127dgXm5hJmnJqtM0EIBSCGgQLpVgsKCnxNu2oE4ePOnTt5b/n3719R6j+wk+nTp7Nz586JEv+A05swYYLYs6a9vZ3PVjZb6yJxLA7My0GqUHjl2tpanh1xy5

45、Yt7Pnz5/zvRUVFgXm8wJ49e/g6E30FoIsFZjGnKlmEV0iHgnSr6KXw6mVWSRUYT3369Ik7hOrqavb582eegdJPRybtBCHMpk2b2LVr17gDxVOK/QLhtLRDPWbtOm3aNF4XZ86cESUmYFauXdra2iL5+fmRlpaWyK9fv0RpJOY9UvKUlZVFNA8V6e7uFqWpA+mCkD9L0tzczKdo41Rl2qDc3Fyee0sPpuHjM35M5UZKIy3G5XWnORNR2g/2UV5XVxdNfeQVWsjLc4ctX748Jn8Y2kvrRSI5OTk8H5nX6O1ED4

46、4Huc9qamp8yWeGdsZmBO2NaftAbweyzfEdvc1IbIkDP6w6KVQ0KgKVrReJ1Xf8xCgOGDsqQF8pODbsywpDJWG9A4QEcB4wZi+OW2UoRpAED8aKzycLjruyspILAwapAp+DcPA5LxyZ3TZXOVk3SMcDpyyNXQvheLtjg+GjbSV6OwAyB5tjccjKS9QLWHkiWRFo/FRgFAdAZRkrBQ0Jj4JybPienlOnTiXVgG68JBoan8f3pHCdgOPE8eK4cfx2Sdaju4kW9L3p5cuXRakzzBwPFuGh/WW7Qhz6aMBoB/gb7M

47、C2OKyM3QqVJ0JFIGzAiRjDiiDjpgFVdeAEfA+GBoOzmzkSx4fjxPHiuN3g1KPjM8kauF5Y2nhBlFrjd3gmiRMHxABRGMMkJ6gOHidfWlrKN7sVEQTseEa3DsUKafBWbSHr1ImQrJAOAe1n5ciknXgRGgH0lDhXq7GXF47HCVFxPHjwgDc+/nOv1KjyRKh0VH4yXm4gUMXUdozYLSrRod787I1VjgyOD8bppZ3okWMvfRiuqgO/iYojMzPTVZybCOmJjI2IE0YFw+OFDSn6xsZGx+GPW/Res7a2Ns6A/AJthn

48、NdvXp1pKKigv/EIif6IXf1NTEz9UPx5OIqDgwUPETGI/0RLK3wKARV1XCCM4Borh586YoSQ0Q5qhRo6J1mCoKCgq4OFMJeqwFCxb40kPZIWVzqzT18xuGuHGYDgv8kXFeC6fY/PnzRUlq0Lwpv/Pv5CFCXoDpNpqhir3UgHPFLIKBymyT8omHWs9BjycgQkHKxUEQYYHEQRAKSBwEoYDEQRAKSBwEoYDEQRAKSBwEoYDEQRAKSBwEoSCtxIHEXHbyERGEHdJKHEi5Mn78eLFHEMmRVuJARgmzZ24ThBtozEE

49、QCqLiQDIs5BlK1XRy5C86fPgw+/fvnygh7PLnzx/xLnUMxP850ETF8ebNG5aVlcUTbyHhl18gbej69etZVVUV279/v3VSLSIOjKl6enpYfX19yhxZa2sru3XrFps4caIoGRxExZGRkcGT63Z1dbEnT57wzIXIRu4VyK6HDITIbj516lTW3d0dTeTsFYPhalVeXh7P4Jednc3bCIbrF1hoNHnyZNbb28vrdd68eeIvgwSxIjAON+lhVHiRNsYOxhxF6Y5+rbWXSRZUyRUGGwkXjidj2F4KzA5mibkGA14Zs19

50、iCyu2siog64PMpIcF/onAgvhkMve5ZTD1GmbAoN2mPJIZVVKVmTIMOEo5ksjonYqI8B6nbaDKxUU4FIfELFxK1biCsEciR4Z2Q/uhHVORPTCMuBKHBIJAEl6IIlXjCsIZRkcGxwUHhjZD+xFqhuAfceHKFbhE29nZyRYtWiRKiCCCBwo1NDTw9sIDfbSBN798T6hJWhxEeIAw3r17x+VEIkhcRCEApp4SBCmMPZ/7evomDfh6BUAAAAASUVORK5CYII="/>11、下列化合物中,_不屬于吲哚環(huán)系生物堿。() 番木鱉堿

51、 利血平 嗎啡 馬錢子堿12、羧基被苯甲基保護的二肽常用_將保護基除去。 稀堿水解 高溫水解 Pd-C催化氫化 溫和酸性水解法14、下列化合物中酸性最強的是_。 環(huán)戊二烯 乙烯 乙烷 乙炔15、苯炔中碳碳三鍵的碳原子為()雜化。 sp sp2 sp3 sp416、吡啶的親電取代反應(yīng)主要發(fā)生在_位。 C-2 C-3 N C-417、營養(yǎng)上必須的維生素(vitamin)A1,是一個油性的物質(zhì),在蛋黃及魚肝油內(nèi)都存有這個物質(zhì),它是一個_萜醇。 四 二 三 單18、下列哪種方法可用于分析C-端氨基酸單元()。 Edman方法 Sanger方法 氨基酸自動分析儀 羧肽酶催化水解19、胡蘿卜素類化合物廣泛

52、地存在于植物和動物的脂肪內(nèi),屬于_萜化合物。 二 單 三 四eight:87px;"/>"57"style="width:106px;height:57px;"/>:63px;"/>tyle="width:503px;height:66px;"/>"width="268"height="61"style="width:268px;height:61px;"/>24、重氮鹽與三級芳胺的偶聯(lián)需在_條件下進行。 pH=1-

53、3 pH=12-14 pH=8-10 pH=5-725、 ?<imgsrc="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHAAAAArCAYAAACgqQx/AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAU2SURBVHhe7ZxPKHRfGICP34qF2GEhLMiOhURZEAtL1BSlKBbEglLGyp8SSbEg9W0oCRvDylLNAgvCyp8NKxYKRbG7v3nOdw53rhnmmpk7bt996jb3nDt

54、z73if+573nNt8X5oRQni4lv/Uq4dL8QTa4OXlRRwfH6vWB1dXV+Lu7k61nMUTaIPLy0tRUVGhWh/4/X6xtbWlWs7iCXQ5nkCX4wn8AdRB83Z/f6+OOI+3jLABsqiBzc3NqucvgUBALCwsiL6+PtXjHJ5AG2iB1pC1tLSI+vr6lAj0hlCX4wl0OZ5AG2RmZn6qf8Cwmp+fr1rO4tVAl+NlYBwcHh6Kt7c31UoNnsA4GBkZkRJTiSfQ5XgCXY4n0OV4Al2OJ9DleAJdjqsEbm5uitnZ2ZSvvX4TYQJ52r64uKh

55、aH9CflpYWtnV3d8vfiDgF0iYmJsT+/r4oKioSvb294uLiQh39dwkTuLGxIbKyslTrMzx1Y3t+fhYPDw9ifHxcHUk+09PTwufzyd+enJ+fi7KyMvlcsrq6WqysrDiSlaenp/Jag4ODoq6uTgSDQbG2tqaOpgiehcLk5CTPROV2dHSkev9C2/RWycLCghEK4Kd9YN/cjpeTkxOjqqrKeH19VT0fHBwcGJ2dnUZ2drZ8pZ0I9vb2jKWlJaOnp0dem7+/vLxcXmNubs7o6OgwhoeHDb/fL4+Hbir1SWcJs2KVpLE

56、KDGWgFIQ4SLZAAofEr0Du8vKyDGZpaakM/uPjozoaHT6HrKmpKSmHa/G31tbWSnmcx3pT8H6OazjO5ziH07xbQVJNTY1qhaMFmrfi4mLj9vZWHk+mQILCXW4HsoHg5+bmhmUlQgn+6Oio0dTUJEWnp6dLGVyDG+C7G+Xu7k7K4tUMN0IqsvFd4OrqqjE0NCT3Cb4WxX60IRSJej8ZAq+vr2WQIw2dsaCzsrKy0gjVdjnMIguBgUDgR4FubGw0dnd3VeszTmfjuxXkITESkQSa+5IlkGCTMb8Fat/AwIBqRcf

57、JbHy3QsCREonvMpAgc/zy8lJu7McrUE8gfgtkFjeUndHgq2wkTsSV+YSVSP2UKz5j5d2KnoVGkqgFmjfqpfmECKOfV84Vj0DqC0NnLJMQJ+B7IIIh3S7mbOQ8xIwbn03HjHiZoc/qwTrKacLTKklQc8ioWGGCQY36LSTi+zCUklXIMZcqMguZCNLYEejIo7SxsTFxdnYmX7+DhwmhmaEIBU31fM/T05OYmZkRNzc3qidxzM/Pi8LCQlvfJxKhEUVsb2+L0Mgl2tvbVa8QeXl54s+fP6K/v1/12ESJdAQy8at

58、JQLQpeiQYzphUUJeYXTY0NBgFBQVylsjM86czVzM/qXtfQQaZM80MKnTWsU+W0tYbk8yUDaFmCDprs0jQT/CjwRqNekJ9DGWFvBmss1Sm+JyHNSCToJ/OAuOpe9GwI5A5Bu/Xm66ZVhwXCEiirpjvbAJP9lihXy/K9YwuFikIoO4imwmE3axsbW011tfXVSsxkEV6rW2GOog0/WDELFOT0klMJJgUaIlsZBRDJ4EncASQoRGpiIhlWI0GQ6GdrER2tFEiHpCCHOsSwSrHFQKB7CI7fD6f0dbWJmUhTd/9yEw

59、k5qwkm9m3XgO5HEtU3bNCBjIc7uzsSEm0EWZekrlGIASDQSMjI0NmxlePqBIN9VQPzWQbWYo05P20bsYK8rq6uqQQ1oB66NTQb1208xnrehFSLjDVII0hk5EgJycn4XUv2Xj/NsIE/9tESUmJarkDT6DL8X6V5mqE+B8qqnevKrXkrAAAAABJRU5ErkJggg="/> ?<imgsrc="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFMAAAAXCAYAAAB3e3N6AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQnSURBVFhH7Zk7LC1BGMe/e3MlCkJHaDRChYRCIUE0NF4NEgmJAhURiUQjCiEakRAlokDj0aARr+KcghAKj4ZoSBQICd3c+X9nZq2155xdd8+emzi/ZLIzs7Nzdv8732P2/BISSuA

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