第4章 千道流的猜测（1 / 2）

PmMvPA2dgOKCgOOnkOWdgOaDv+WquOSZv+iGuuStluavmOaYv+icuOSUr+aUr+apruijgumMvO+9peWNuOSageW9g+mLuuS5gueZv+iev+icnuaCpuWMvO+hiuWLuuS/ruaCremmreaGkOeEpOW5peWpruixsOWNieWLueSlneaem+WcuOSUr+aUr+aonOWIueSjgumCgOOzpeWjnOW6uOSLq+e2heWGsOWzg+aYv+iMvO+fvOWSvuWageW0pOWruOSPsOWquOSAuOSGuuS2lOacuOSUr+aUr+aXvuWwruiRiOamgOKmgOKWpOWmj+WcgOI+Yzw+Yy88DYKA44a65IuP5bqf5b2l5bmv5Zm/6Je955eW5rys6YyS5Ze955eW5oqP6Iy877mF6IO/5aq45KS45ISa57ml5a+Y5raE56qH6Iy8762P55+36Kq45KS45ISa55y45JSv5pSv5j5jPD5jLzwNnYDigoDjlrvkh7/ovonmu47lhJrnn5znppDlr5jmlbrlsIjlnLjklK/mlK/mi7jkgLjkpZ/moo7mjLzvub/oqrjohJrnqYnnn7rlqrjko4LporTnnJDmu47lrY/nn7foqrjkpLjko4LpuaXlqa7onIDimrzvk4HpkJLlqZDlv4TlmrzkgLjknYDmibLmiZznsZrngbXmk4Hpg43ljLzvpZ3mi7jkmZ3pt4blPmM8PmMvPA2CgOO7juWAgOmsiOi0sOauveaCpuWIj+W0jeWMvO+OkOWLueSws+W2oemwiOW+vui/iuWUsOaEmueWgOaQgeajgumTveWMgOg+Yzw+Yy88DYG874Ga6Lyd6Lq45Iaa54y874u45Iu55Ja45J2754G875e955eW5pa45J2754y875uK5Z6u5b+d5rGK6Kmk5YSa54u45LWG5YWD5ri45aOt5oq45IyV55a45Kq45Jm/6K+Y5pm/6J+r55Wv5oKA45ex5reG5bqH5Ze45r2D6Yq45LSk5Ze955eW5oKE6ZGH6YSa56e65zg5r5jmlYDmqpPljLzvkY/lt5blhJrnj73kjbjktojlkYrmsbDlv4rllLDmhJrnirjkq7rojLzvm4flgLjknqXnvJznvJzngbXmk4Hpg43ljLzvjIfpmb/osIjls4PmPmM8PmMvPA2mgOKmgOKIkOWNpOWpieefuuWEmueXruWZvum4nOm1lOedk+iquOSjgum+iea7juWEmuefnOevmOali+iMvO+inemcoumEmue/ruaCremmreaGuuSooeiju+SMvO+HmueZleaEmue/ruaCremmreavmOavj+WonOWwjuecuOSUr+aUr+Y+Yzw+Yy88DYG877ut5pq85L2D6K+P5Yi55I6A5oiP5ZCt5b+E5aa06Le35qq45KOC6bG35aqH6Iy877+E5Yu65LSg54Sa55eI5buz54C45Ii55KOC6Ymc5qqT5aKd6Y6Q5Yy875y45JSv5pSv5pG/6KWO5oy8746Y5ou55KWf56qH6LmC54C45Imc5qGy5qmJ55+65aq45KOC6a+Y5o245IGm6J2I5ZO95YKA44Gw6K+Y5qmJ55+65aq45KOC6YSa57Sv6Je955eW5oKE6ZGH6ZOB6aWf55+55IG15pOB6YON5Yy875et5Y2Q5bSv6KiU54245L+95LON5T5jPD5jLzwNgoDjvJznjI/lgLzlgZ3ntoTnm4zngbXmk4Hpg43lhJrnnqXnu4XlrpvnrZfptJvngLjkqa7on7nkjLzvmb/ojIDojLzvpZ3muoflhrrktK/os4PmnIznhJrnsbflqofoiormr5jmmL/ol73nl5bmgoTpkYfpjLzvi7jkgLjkhrrkq7HouYrnPmM8PmMvPA2dgOKfvO+GuuSpieefuuWquOSjgum+iea7juWMvO+1v+WdgOaPveSNuOSNv+W5peWMvO+9g+ivj+WJnOahsuaJnOa0r+igveSMvO+EmuexpOWItuaMh+mQreWtm+Wxiui0oOequOSjgumonOWvmOaOkOWAnOa6uuSzpeWjgum2hOeil+aMvO+lk+WnpOWcgOI+Yzw+Yy88DYKA44ea55mV5qq45Jm/6Jy45JSv5pSv5oGn6IW+5Yi55I6A5o245Je955eW5oKE6ZGH6Yy876Wd5rqH5Ze+5ayQ5b2D6J+55JSw5q2v6KOC6Za75I675Iy874e/6I245Iy874G15pOB6YON5Zm756WK5oex5rWG5YWD5oaw5aWO5rSb54y875Ct5bOF5ZaN5Ymc5qGy5p+55I6Q5aWd5pu/6Je955eW5oKE6ZGH6T5jPD5jLzwNgbzvm5jlsaTliLbmuqnnrYflr5jmsbDljbjkr4/lmrzvhajliY7ogpLoPmM8PmMvPA2dgOKCgOOqgOaHpeW4uOWenemCgOOsiOiAuOSxpOWItua6qeeth+WvmOaPg+WvgeaUsOaEmue5peWMvO+GuuSLnOeln+a7juWqh+iyuuSfueSRiOaaiOWaiOWCgOOHv+iwjue6h+WhsuaNhuWxsOWOkOWPmumMvO+QreWtm+Wxiui0oOequOSjgum5peWGuuS7juWIj+WNieWxpOWItua6uuSzpeWjgumMvO+0r+iAiearjeWIruWEmuecuOSUr+aUr+awiOWBp+iOkOWAnOaujea5oOaMvO+JnOahsuacgOI+Yzw+Yy88DYKA45e955eW5qe654W26Ke65zg5urjkm4rlnq7lhJrnirvkgqblsI7ngoDjnYDigoTpkYfpnIDit4/lgbDljIDohZXmjLzvi47ngoTpkYfphLvpgq3ppq3mp7rnhbbor5jmgq3ppq3moJvljLzvgoTpqaTljZDln47lgoDjhJrniL7or7zkr7zklI/llI/lgbXmk4Hpg43lr5jmjLzvo7vktpfmqrjkgLjkqZfmgabomL/ourrkgYDogbLlvpnnqrjkmb/ogbXmk4Hpg43llK/mr5jmlrvkn6vnla/mjLzvp5DlhYDogYDourjklrvksKfnlLjkkaflpoDipoDihYDogYDomb/oPmM8PmMvPA2BvO+Np+ejgumqgOakmOWkmOWHieenpOWAuOS7reaTiea9g+izi+aAuOSBvO+el+eFm+mEmueuo+WvmOa0jeWMvO+iveWruuiEmueFgOiBgOijgumGveSMvO+FgOiBgOiEmue9meeGmueRj+W7oemquOSAuOSlnea6h+WwteiEpOWxveW0mOmOu+Q+Yzw+Yy88DZ2A4p+875eQ5a+B5oi25omc5qGy5pi/6JyA4pq874a65KOP5YC85YSa56G35qG35oy874i55IC75Ia65LCI5ZS65Z+E5o+D5b2l5Za75Iy877aX5pm/6D5jPD5jLzwNgoDjhojlh7/ojbjkn7nkt5Tnha7lhJrnp6TlgJzmhpnpp6Tll73nl5bmr5jmsbDlgbXmk4Hpg43ljLzvtK/opbvkr4/lPmM8PmMvPA2CgOO/peieoeWis+aepeezpeWEmuext+Wqh+iLuOSAuOS1v+WAgOa3geW3geWMh+mDv+WonOWavOSYv+iUsOW2geWWu+SMvO+2hOeTveU+Yzw+Yy88DYKA47el54il54y877yk55e05oSa54mF5aOc5bS15pCy5ou45I+D5ZWb6Z6l57+95Kmk5aic5Zyk5Zyk5aWX5qWX5j5jPD5jLzwNgoDjpa3mgLjkv67miaXlm77kh7/ogLzlu6bnobLmjYblr5jmtJvmgbXmk4Hpg43ljLzvlYbloIrltoXlurjkuIXlp6Tlv4nmp7vnh5rnmZXmhJrnnLjklK/mlK/mqJzlu47lpJnpjLzvjpDlu63mvpbnu6/lg43ljrvkqofojIDoPmM8PmMvPA2CgOOGuuSinemynOmMleeWpOWonOWIueSOgOaNuOSKuOSsnOa6n+WxsOWBteaTgemDjeWMvO+fnOa2l+aHmueZlea6uOS+lue7r+WDjeWQreW/hOWonOU+Yzw+Yy88DYKA44Gy5b6Z54a65Ie/6IW26LGw5amX5oy874S+6bS55YSa55a75Iy874q45IWZ6Z6u5a+P5YKA47uF6Ia754Gm6Ji/6L+E5bSp5ZSv5rOH6JqU56SC6K6a54y877q65LS55a245ISa54Gy5Zqk5YGN5Ym45Kq45K+Y5o+D5YG15pOB6YON5Yy876Wd5re16Iuc54q45KKd6aih6LaE572Z6D5jPD5jLzwNgoDjgbXmk4Hpg43lhJrngLjki7nkl73nl5bmlrjknbvnp6TlibjkjLzvsKfni7nknYDijJXmoJfmuqnnqaTlnIDigJ3niZzmjLzviaXlm77kp6Tlu7vksI7njLzvh5rnmZXmu7vkirjkirjkv67mgq3ppq3mr5jmo63murrkpK3murjkoJvlPmM8PmMvPA2CgOOGuuSZlOm5ieeZlOmnpOWxsOWjgum6uuSagOmumeaquOSvmOaWu+S6uOSkruivmOaBpuigveSGveSMvO+oiuWis+abiuWCremVveS7u+S6h+WRj+WjleaJnOahsua2hOe9meiMvO+Rj+WRh+m0pOWAuOS6uuSjguk+Yzw+Yy88DYKA456l57uF5a6b562X6YuJ5oyP5YCd54yD6Iy876iX6aek5bmv5YyD6LG95au66ISa56ek5Zir6ZCd5qu66Kq45IC45Imc5oy874u45I+D5ZWb6Z6l57+95Kmk5YSa55KK6ImF5aOc5Z6l57qH5ZGP5aOV5qe65YC45Kic5Yy874WG5b+u5oml5Zu+5Iy877+u5oKt6aat5mVcHz5jPA==