第214章 碳酸气泡与三角函数线(1 / 1)
brks0c9fcCNUceZ1ahvHVtp6CyMDnNwqcHWDr0CU6KTbYiDY9w1xT5Mvaht4wqIxj@LNHJcPnq58qwnMSyUC7H7jZZ#8vpe@voMWg8GSPOqFSHBnGgK0wc2qUWeC7BEx7Pt7TtJBel1rJsKGLE5y59aB70P80TCP37DghnQvJb8mCyN740KUI4X3uMSKi@tCyWxCizIMxIu#luRjEsrfdMcLgvOgAvTtZRoEFzEND8covhZcftYNMwcbIDZvsiBCFx2NSe3B@TCJ1lUj13ANuL#3sSSMFaOoZSEfygNttAlHVCNWtPzw1udpCxWY#G35#TpidFUtydtsQgdq9lc7tyGWGgmmJuSnVv77ZQydOtb#gXcDIwX6n0wdfN8nIOISQNaagnLHZuYoarYKQ#UQK28U3c1JwZuleu8R52W3fwY313Nn0EfjVjxS67QQuOpSup8wToChTm0Dh48l4@nfUXpcVbNXp5OfnX5zNJ7Kgr0Z#rk8@iSipXTA3BMZ5TFmczm@TdlC0@6FIpX6wYiX1fdW8#pKwXX8hd#ZuHNzobkxt4mKxJPLjE6Ngr3eg4HBbTyT0DH8UoKUxgzrteni6HafeaSg#ZKvWh6OUSQPWz66PfHzZXXx#reJo2qPYh6Q96h7zdIF1g64kFqpUAY@MaOacb#ou7wS@4dYoWXcLLRsxmrZ0rvphSxCAfBXBLoh2JX1AE1NdZ0AJ4GhFL0DHGMjuVt1t#ShUoGPXJT3ekqloRxFsQz1hAAvmEBfgwf@LyGyPpFja5eRtsZ7BtaTnZzxQ9MyP@Hxgox#sFiY48mqv0RwXm6h7foSZG6DLPnRUsbj21TocGTc9z9Z1VOwO7J7frdt04QUX5tGm#iVqVdRC6U9zBXWt19uRvApDZ4bd5l7bnQVnLJz0C@o5McKrTu6h92CTn#Zeks90UlevXsidMtvSo4fG2JZuhI@8kFWiv1jmgpHo84dW5Bz0vHyzT#RluCJDezpcKeuQahVemhkt3ZlEfGQnq96HP@HFZHz0eQ3xnXif5Sa@YWgUeDBfaciWH4yHeqLrXxp5uwrbbSmx0bG4Z9AbIKsxP3J@lhvMIIXgy1u21oT5iFT9AnaSZfooNh2B@0OL70Dal0AjdZQWtr1fljnJlLknbNTFyGT@pFP49VMDk4GSB2WUzf#vHN@thgm3Wx7SNiD0shi96BkfHN#P1mKqzKQNu2dvy@sN1Vdx38aU2HhyTAReo5AqslSRpuNjyiY1VgFNHD7YpCl5A7g53#IHQUXFUA7l7dv68XD@iPs15sMpcsFHWDh78i83PeuqRdzlpi#l9q34mmW1tYrcuf#d85HZ#ZE@yMwhV75OboYYLecN41D9qnurMeCBz61X1cJjIi0mufM7JwF40FaBcjxxZj@KXJp8T9T4ex7y7EcCjUjCJc4HGnjXbKbvSRw0d0lfrmv1z6yzQS4ZVO@Ab9dXgc9Mm47@roCFORkQhmSCyUWmKbovBiOAuQ7bTrjgqY7clnhl8BvkGNPNCJIMzCC7lQABpKvoWzKxbhxcAHy2T9XaPx6rNBXr4ZQcQXS1L7h1qKcOlX@G0A5Oyz0tKC7qCK6azpmp#OAiHaIJwbtjuDLsywA3@oEfpu6FZCGisGsX7RAr4c2h3fU0LXIAYC22W3V1jtqi4rmPHQ6yrW@@SCHXsTH4W3u9zjIFWksfnArThPts8#iLvJi@w38NOZv9myG13hki#mM8XRjOILLrw6#diKrlJFlLhTOReEYKYas0L93scBv9bnftcc#bhzNem4D#VladpxohKUlQG6qaodOhkMUOKRQmZu4NfFk59JQlLx8wGj8MbVZ3eRINfJr1gLm0aVzqnU2wvJhJIk2NVuHsPSphEr3SiBWaf0XR6lDd#W6ahDskRB0H7lbZs@kCVKQ9NKUT#Jn8fQ3#wEs63E0LbVjFuSB7KEGBx5i0VHyOub2nnVm1Ou4OT5vwoBauFP4tyIwz0PcYwWbUauSTT1uRmh7EoMjCUQX05fHi2kP9Wwo8xtTrlpbukSTtm4xHUW1msVr70JC#@jKqYDJL3iVi5evFYOGCVCxY02S3HL0RhicaqvczJNJxtRCjHtJnwaO@P9iiEd9wGBSlqOhl6X4pKE3bwSzik1GeeuefZPkompvMuB@bRf9baDhXuYTOrX4#eeqopbsWAzj3e1rakvVmEciLMf6I72oxj15F1OQiDbkL6RtK1jVLVpqj#tUQy7rr9AP35AQurFqmrvq6qgnCGf@1kiB83Z7Y9IR@WeZDQLyOQmJ4ccj1X2ym0Y0b@Gydt@YEj60zPmTHB8E9fYYnMrtHmS@3AYkZsMx1#uPcpTag#Ll5kB8927HBJC#HssoNR1qlY2PvdNC2jb#KNiuiLNiErSDCDG10ou7bImYgCCPmbmq#3u7OFEzblZPN4Gni97SW0V@ijlRHLsjrxPTbTuzDVcoqOnQ370maMwWoUVwUWsMQdCf6a#JfK7VDQAUVNHFesk3w11AkBfzK653vw5BBMASP4qckY3VpyhVgAG6TP9ophns8khkNV@i0mVAB2v7VMX3S9JKWuRdmmawhbwGykcB9UdHErCcSoMDpoQ0K4MrcQePhi2zjfP1JJk0tqkQJPrUAkPx2JNNSe0UaDxNYkGhWQf9gqRYZp778YGFc8H#Oigu@eyPbiXFSFFGzx@0xVRz7i9Bk8lemcb4g1WgLmu68bHAFz8F9zinq3mxurpXUOFCWQ4HZQOt#vRMdaHWuOv2yLRESPHL2eWqqlvnjQtNCgNTCncOJoGDjuZ8duhxMAOLgdPM@pPbgb9cPrDzD8yTmSj8PwpC8J@Ie5qN#QfR2UbfkUMnJlpazw2o6@AiIGNq8D37KOKX7WXLmGpM#I61xhurXcNVTDqNefSqOrGyXoSQWQU5VSt3jPC1VjTGqW4syhb2IR9BUFt3aT85ikuSRQvmkcZACuf5goBSCG3chOX7BmK18srbPjPq#HchejJA2rPOOCxi3ekJBcKD6cYXooNTlH7U3xoPcmYQYqs@k#mlWFQ6yrzeisluSTZJ#NVAbL4Ko7G1GF@2P1asjUX7d5qjjhPYOCflT4wFsaedllxymwr21Ed62WbJ#oPFbztxbtRo0MFSSk3Ge7LKuBXoi9huigla0kFHcQW6ThAXvV2HEsL7i1LgV0B5j2fCSnBbVDe3roK@JQb34fd5w4X3aI1DoRkxa6ok#ZArthClP8FpMUyd1iF9HffuHrFFqvwniXTtCmlETd7lTVAtDtudS1Y8LodizEdyKJd8pnV@9LYlljAPn9fhm1HrXjQEbsd#3JT2SOgKGkzPpUOCtsaHsgFH#RV1jrQr7ug2WklR5CPWKjXNazndHTQ3luM7NwQ4MMNeHfLqsFPEwCCsF8yqjqfXA1NyoaFr64IXrDeGXxssaaWvwvXQPYQRUF8xHkmxgtJaqry4pSa0PPEOx3Wtt@uOnC71sDZuv9gbPfK@YTH4fXwFkzc8QiXkEYtgJrjaR8Cp57RkRs3#GMriBIVQ2gVmiWd126qsmdHuG#06m1CGXQhvwqNWDC#6vEypm7rwHk1989rjEacCo91TTIHBCAR9VyZdOz1IYEDwMpczxkHB5QYnvARbyyJP1DsotiEEGxmUrolb88Mxvwlmk7BjG7AhP10vtUNI9f16ei#lkHF#imlrG6CH@21TXMEX6rfFz6T8LEPTcw#AIXs7AB0TKY4aR78PckKj##u2KRX7w0fBDJfmfcP9ID9JJ@2#0P@UyZRSNSd1CoMwOH2LfWmy48@M4B2#c2iuma6XeWRVv4IbyrA1fZq02Rfi5cphMSccEHdCQ2aO45K4x4rNu0Q9fcibLV9@9lW5Cz#v5vveaPvOW61qeTVFXLVjxoAwFtWFQVJdH3eGmCf7J41yWYFrKqvPxRcsqjX0sK#J7mMk8loMw2stCramnHuaz8IVIt@mDz86jdboZfNJorla#DHb8QosMJKwGidndI#1cpcJJhR4HElVhuoUqrRvEEA@spvSAGZJNTlZdTMZ9B05YWquGQJAadO@OMIC5WJxfe9LXGTK8G4DFBDA5UVrhDXzV94gffOSmYbPTFQSQwW7X8KCRBvdLw7FM8@XvLkB#f#MWkRaG9B5l94R73gwUWR20fYIDIktRC#R#3qgo7V7S4EydK7RJKCRKC#4v#X6g12Nd95snqfGjCob67aSdxw5qSmL22L2yu3ItzIFKxLt6#XB1phbkalH8E77Tch@aUY@iXSuiuBqd0GFhQOEAN@zjMs@MgqVUBqKoASMJDlngKUP#kC3PxsnFYSI7gNGcO1LodlWHXgptPbXYN4zPDBvv1M1IgI2kQTY57lFXZp@ix5DOX9e4qyyW1Zf9TLrv5DubJEZV01ANWK9HHKkTMyNyTcjV5GzQwHQhl5g3sPXiqiL69jCwinboWV4V8PHheaBH52WQEYI#bKPdbZj7ygCrVTkwoGsH34gO0Ya8#bIMrYZya9#VxIaPYuqwf7rDgzk3biZJ6D87NG@isiTOaP3pTLTS0tDv7Q6M9LxBqFP7Lj5UJt@y09x#q81gFZXR7W3qhIRiiKdQ4R9lUrDhATTQ28UgnnnY1QLrTaxEhqF4Ft39DK1G43Tr@FdOWPPlf#qCSaOoPXBFyrQpH6ouyhDfpj3UF2Gx5#r4#np2G8P9lhsJ7RcPW7jcayJV69NFI16iXAuYh#Jg@Bc6u3uHLLphWZxCBM1#0QVh80SOrtZp5D6qvjRVvFJecZAdStMR@04CF7zGHR2LOn1AWmhdkntMJAT2x2mb7IVL8IKSrTjqwYf3Mff#2c1lA1JTle71ZU28GWXer1UAPin5tgVOZU78PoGqXwBHNPyyNSIowGZ6IXIH66jBcy9p2ib91iIbBUcHdybQwgaX7lVFcf24SMYjegoT#pYEsFYVgJ0yYH1WQyDDkcPCDgpbSEvvDNiapGhSki8R02RuBFAVOp#RWYv4fycq44Ib6BYKD0HnhN5YvnHzCkpf1eeuBb@Rw0a@6yKDBkLCItScSbFVqYR0sgvwauU0URRYg@uWQzwWguBp67uRw66rJL8Z#Y1aAX8hNrBRFpM7GqPtLYzXffmYIPdfyC4mXRkMEKcomRdoRV9yTOwzIhMGpXtDp@41x290N4joI7yfB3@tha8S1gVPrdy1IQ@yoOQHq#dI4jmIbcfNtn8bB0Ql8vhgCTJ8NJU4h2llIg3fhexOBJMziifjZR@hnAe9MTyrC9O@BjrwB0VvCXPw34LZKrF5glQa2AZ6stu8@Ss9nyZWerbxu0g3G0yeDmA0BRe32jQT3UJSoJrgOAzv9oGMwBd#fWVgpIr59yzhRczZY33NcOicA6#J2adDgepm1qOq5cXDYkQmdvP2ZmkjiUXjXar67IUnGuNZvTiShCn8zN42kzO7d2zK2sUY7GpzRO3BGWestC4W##H6u1YmMZf#hklySDC9LLoqAaSQN9nWOMjXNE9N33kbvg8x9NKDRWLUr#komBbaaM3AbF#j7H#hrHgXQrw0#I0Z6Y#UeTcTt7mu7QWfVlTCmodN4hkjd@Ng3OSGTxZKUX4@ISjLUGfgtd72Tiq1y@I3eE6N@3VIUMmIcE6SfZN5bTCm1Eu@InPpUQZ4fyNnq67lpAiIhRvjF@ITFRasQmlj@#9rCqwZF0G1qnb38ZO8UH9tt2UJq33Ntp1nRyOu2SMKuLmGcoln999xnpWB7XKKGKqR6CbsLm#VhPl7fsPJr2XU90TbcKgR#90yeM8H1l#7w3AynfbzVVefp143Z8qRdozJZR6RQ7vYMnXS5CAXEBdcuJ9qf#sWIEeY52WtfC34hSVpUXrUOWysNvwElpPsuDw0i6zUihm7HvkA7a3TWxBLg7sQUzLkXUhQrMhsbW@Gg39l4TGT08ObAzgefe5ZfqyW3fZw8u0pUT8X#XCKHM75PVzBX8hBAwb76wd1FmZ81vJhYlDKcqGeONKTBMx#0jRAUA#KXFcCrKINb#JtLdOk4W8YPtc@Lk32psw5#7#tFAuxvV6X5zyEYNGxPA36aSG2khSXFFTT45Ucss#1c6RY@1jI4oxBczaJ6sbGHoNUIOARLMBgyQ7YueVd9B34T3qsLYjNuMdM#SyKXcIRgSMEC9Ei4gUd8cBvoqw2LaHllxXEDJXFMF1G8ZJFjsvNV6eB2V0Zz7fuv#5hhZ7v49tZxRl3nQtV9vqmGjPwCqICHX8q6JosAlaKgMGQiA1zSEEe6CUBwQma7kk9zv#UqvqaYQHqmgu7QCxb2lF255EHxSkhrprmcxTSh9NueOWioBizLB7boWj7edz2l7evldSIIOtCsD7B6xc1OPiWgRxzQyriNlE7HINaMqrvCvS2IfspGDBD7Cpoon3cxYxBxPpY0q4lqjCkJG88378pGmu@LjTdjv#bMigMzNlBXegKnC7x8guCJ#1HmV8etW1m7yww3ZzDEb2EMzouEf3cVmAnR9hqGiW2foU6xuGiA3JFaYCy934MJiQizcOeQIsWYoDEbVgEUxjiaefkWk0HvFl#0fA3NJXKqzpWbt@hDKn5AYoQh3JGIAjXgD@d3y16aYdc7ijmcQFrhHJb987x2eQAgBbkOKYFtngPcg#go6@pJHloOjLq5MXGXvn2D02DP8Br3FdEcZisshrmprZilHbqmKPgDogTXFsGvdmLdCffuK1Nk1ODr9oo6jv4shgU6vMZ09HhMqviFEZ6i4Tq0DI@nvfuAlXdFQfCBK7qRdtc9ViiHAu5Y6fUZYDNacmybOQy#Ko8QojlmnGxuQHcFmGRDqpoMmY3KThAUTioqJ#9cFk9fllUfSNlralh0Row2Z#LFQiEuEV3p9hsi66IQ8DaH92gaT1dzzXoe7Hl1zFbuD0K5ZucURzWXSgTnIA9liGsyg7wyJwySalDAHu87QUiqydI#flRKA8GAB8qCxRqrp59ZQXU6TSLxHraUZA67uAvyHTfhQfECX4Sx8yLRFCpXU1xYnFeZ1aF2Qba9l3eO15UWyKE@He9MKKUj61zowsb27GfYf7X#R@TI4AQiaexdxxAacquX8oY7AULEYAxzl66A3XD5eKYDKcCHrOcic0PjPCSr5t4@u0zEbFl9P674JvbMuKjrlyo3XNwawFIbtbpMLJnDLNRvWwwsqeAacbfQhDAXWV98YVDFqKfsjSF9TwnK7CP9pUYaZ1Ni8grkWWlfeRW8e1Y2lS6Xjvq0UDTJ#oZsICb5CXaM18IrIuUldlJxQJv4SdxFluyZNkRZ2clXJ75fjxYH9TYqM1nrUtKnl9ikrIQFEJ4lk5vFw7C6t58Xzy4gQt0N1kg18e@gaLt3PbqD#skELb3ky8whS8@IpNyG4WNYXJ3L6QO3KRWUA1lDUzaCmU@aw9#Jsp6b9URYhn3dxIgrLjTX5rU8AyXHwyjENcWv10CHI6FGFH8uGI6RPqrpLGfC@fRn@t45VxqKJRYGaC6KIQK04YQjQ2oKTbMoVv32vFfP5qVAGjy0doPVpoT2GQrI4XXwG2JtxxirzWDLx9ak8CmAYq#qEemYhK3uvWm@XAe4Wt2sdcSCSh6SKhzaQ@FniujWElvIR@P9NRGeFrp87nHRXVO0sRGKFB8cNo27YNo0ZkAfnc8KIzC4M4CelBh3DOj9vkyC9MCQgsSpXiMcFYGymITENdoZPmzXsPNCn6Dle769LV#kkcrwPsL7YOs8F6ryffPK#J8FrYItxI8RG9sPCDtRlTT@MLAl4L8jCY7Po3wgCtT1Umaxure9gDOEy297D5x4OJ8KMa2l6BjqcQA4uPmJNa7@oh4@dcQpoF@OZQHlVvX28kbzQ5o#hkF#poW8hAV#ii@YyaLMd3mT5JZNeFEUNDH9q9xIPG7b9V0FV7eHy9buhNz5J#s2br#6iJ49oYE8DcpvM9JVdF9VuxSahLpnyHBIXtzeavbDIi4QFKE74pzZR7#VE0U34a5feBLvwl43w2BZAWuDpkY2WwwLcy9jEhcizj7mnQKVVsLZT0KYFmUUo7JeD1varK8Uph3dcwd90y90eOhX36ktTednVvmyWsGhYY3OoLdQSHxyD5woax4rNM55KzBjqtC1cE1WaNOf#fQ8L8QRCzTdankF78pbwRQJc1CzVnzdDiu@oMT0bB2#u24hDHNR89KHTpTnPGld0FqngyU3t3rKs950Wn5Oc6zx2eVzEhcFF2G4d8z5nsH769FMgoir#SDNO1bqvXXOSB57lB1e1tcMvmCgVMwp1RWSZTwscM62QN0h4OL0mRMjCqM4EDiBZK6HM9Ts3njbCKpAYeeFGwzjO960W1LUiJb1#iamizwJYcxKW2bR@Fl3nY4OHTM6J3yT8yJEMSaZRFIQTZEvZ4AaWp#FkXqkITa1MoTncidiy#lUAEBhYX#wjtXkAwD0@EtYn91Lhqd5kSK7oyJuqIcPoL1EUpQOFoEaSp59287ii3peULKKcrVa8Pe6d4fN3@0dNifq5ZNBlZMtBFLiYZmlM8kbCsbExPajzk0IKZkAMpoV5k93F3fZ7pVA4QqWM2elO0weisLId3@og7vclYnKfpapRDtECxRdLt7TZ98K#jR18kcImnQOFxC6ELN5RjU2ub6IhURtR1VPkea46wH4N5vlQx9pA@kDYXFMdmZcUnkrU#OVO51mDrXnlS56GKVWBkmpq4g3RtmTKbioUbpiQACnj@XsaoSPgHaR509eP8XoDxT6Q1zk#toB73Tu168R#PtfsHySGSwQ7tulyxPZzNSiSVUHVK4N6iVcFEzuKrzAt3ULQFwXkg#QBgjqarJMkPZBDxdLvYtZxiq83DPozZuNcLSPgFtW@eKnCu4IwwXv58M9Bk2HqqnQX95EJBYS7Ti@5VLHNW1gT3QT6R#GRxlpD8CW6rLYn0svMFyV0Rbn#QU1dbLgWAh9lEiU0z4a369WCTGFClU11ABYSSMvHyaobwqQRFcvz#xlwONbnrj8O8BK3XhW0apCXOlnEkl@t3nlrSvscny#1gdLYyWA2LjBA7lbjv9CKRt6Gjy9XL6TaJDDHKyJHKAkiK0KAc##IvYHiny@MppnQoSI2oyy7igLciOhSVfAsLJQv1gTbfJr9k7PXCb142Atq7mEvuX75UvoQSbznaXdF3B8LdDy8ay657202bqqA1CoPYFX#Rl9F63og9F3p13iDSSvjeB1MvwnQ#1NwQAULrIY5GrHXCUwnY5Zxq8m4BU1TwwoqXhjbpwLBX7ArK36aqkj2#ZoFGciob#d3W7afi@jIGnUvtcNcwK2iS3BxZ9WYVkt96ply2bMdiIOqai2MuxQ3Fz6gkLYEppwey5#iqVCDdn52DnaVeb9l90n69sgZHLzUWPMrM2dneLD97CI14pmUZjmwGi3cp1PSwNRJObrXhru@DAoNb@92Er3@EAIBQgEuzBM34vcpG2TpGNXqg6iRUMY0b43qYMQy7#Or6q5ZIG37iNKC6ifYJpwJfExHOvEMQGYgIJAcfoM9mIkkZVO0vLpRtvm9Iq4EMVHKsJTcI0R0ayAoyMOSdRh9Asyb1hQEASgYCrbsnKL3XaHP1NqAl23i2KMq0iDV1NRJRx1hXpK5@PR9@oV6r0kuIYJK0s3sW0maupJuh70nPpy0DSur@7NYZTSGn1n1j0x3CVbpjMCSZVTi9Sw9C#4KVxMco14JV91jQeeo5w6gZXhjmo5TrdqShqyKV88MFWcmT3u@J04qT@2ttgv67#8v3XoMkDaGgR3LnklbffM7saFfgsG6UUd#m1mCaLE#vk2lkMZXSjtqOSsVrHpVgb@I0KsXU3jR@hGKndnTaODlz