第六章 顾留渊(3/7)
QDNCSHJWUGNRKCO/WdlXXWdrmwWUUsryQ4hr9uzkdwJwYbS1pcWH+WjLiNBmM0gQdhwd99lO29YFWB1bLNaXBI4nwYHMGZX1GCwFMjYOf0B8Hodb+RjA8QmG5oQ8NUsahscAYKXI/5KxvRy+OCEN6AZSvItUCrqeMFSWbK4q0pxpFeFHfK9Vmhn7VZ3329DwJAsL+cJ5lHDUS+CJDMD7mCjjAvKaT02e0pGH1EAVklSXsorkW720XgDTieKxlTcnG2YGcjxMQQ2MnZbd6NQO9anBCVb8r2mo6AktO80cvc8RhCbPKQMbrT2Pw+ottxvozv3/vQgf0U2AhMwVt93BVlcSYPMHAmWuKrhAh6MKKlEdSxN9/cR0tkcsmzD2PWh+Rnd2ndYOD5SVZNLR4+xPqVMsWIoi/wfltbY2djl+FZ5M6ItRPmZxt9DBbLRB6af/ANXYGbW6wBt83m7fArQxG9LC9XlLUqzdxaf1CDmSfih7Mk8Ue1bmmh1OQUfYA4ZGJt3n+/J1+1XXGXUV0T2OpSBBFxacJekZNI2pTNkCKAueSP7lF7hXp2FQ9ncm46TVSPZPyKTP96tutFo9UG+xwgBRd9nQqfJjrFGgM56CjikYUEJtt6YhlyAIB9DUGONE9CWLF4THPgJ74s9ghnyH+mGWYLaqOp5Dzg+vCwBVY3hcST9/l3X3bC3j+r5T9IpmPUguYHtydLCNJBoEkwsDN2YqZgX2Y3+FcSiRWBE/E9ZXw/4/Ny08V5FRez7mQFgpyiBQrDK3hBP76t8HpHxBuw0cTs/U6kQJB78GqopzsAxsUJpZvBiVoEOzohsypF8MkFbBLpKL6igUoXqoitxUp8J60d6vzevJPqI6uIDfVf1CN14BBaYcM4XhQLg2mljIcYsPPecxj8lIB2I6KvStmkBDMqdFwdEtRmSqyVwJkmMBoWiwddVdv3DkRI8QsWMiPDlFa4knfnd4m5PD08DTo4Kvf1NytnBCb+spvrdRa2O9WCKb9n8/n6LbVrWghVg2QwCKjWa7NEhfLEk0KDBWiXsRpvnB2RVUuOLKedPpLKzFKlh7zD/nn0tzLn1ImgtgnKyfF7WcS0pIEnEuAn8m/eLfnKcKAGL/m5ZlUSJDU6eK5pZPd4CBUtw10W0F97KYftFZKBYlH7pPV73iquyfbFAyhKJ8ldTP/MG1dINg64o7fhitibMB4VXiMDi878bgl622IJBikp0oxJExaXpSoXlUtiP8DTLxI54Nvo4WQtjHclOEcW9+MeOeGEv6im8M6KXAOdvucSFab+MKaap9aH/6oeSRHDIhPOIiad/p5ggGlxpQAWorEuyrrrJAu67Rl4shwM8iybUTR0p5HgHjxn8IpRPzePY53YppZVlRkxeJE/7vJ6rnlRM2xQzUhxggtWpXBww+3sIGYSQuRS2quSkE/Cexj38N8iD9Dvl7popjwVL9uBRk7yzUGXYxeTI5XObw/sN7lRtUjtz2lL0LP+EsLj5vHWV7phX3vKZkeDn+Wzfen7RBoRUgeP0I+ITz5t1BTxwTe8mbJrwhWuBR/DZLMbb6lO4p2TIxHDuQ9Eea2/PNVyuEHu+XJdJxeW85B+TZ6DheS8nAgJEtN5RFH91emPbI8dkyX/zmBVIIETZjNjCvHFnicHW1Fy1N/IQKafq6yYt4sP+mOL+gmIAWaD3pZnrU7UVebHBL6TgcqozeTgOZMB5AnnCY2R6VQtr7MefAkDPbf+6isBcbnh23SqxjZ8sjR01GNxKLyMtEeHbb700jFugwUju500GTO/ASy0zzRTisSitTFMkCT9V4YgSBNHDEi1GU5xun978c/1UiXtNGr7X3RIOCkKa1b7W2KYc8ewfqL9dGjFsOBJon90G7Ebpwoseq3L8CfvQv7jYCS0PldJ4qzpzMxJIz0+tS08Yv6k3EQ+1kyIf6jOUNMZldM6bMAr4gCwrfE7OA686cqNraafaTAq/AIpvPHe9gDMT76lVzd0rkwpOgQzDFBeM4gBx1ybUDHfe4/aLN2hrC8xMX7ZsadLyFOOAo3TJT/4N5p8gCKq25bXuOIqFWCLOJc0FcShQWJsOL/y5VtBhxLGVf3cVsjig8eSoY+Ir+t8++ac2X+roaswEoBdxqyTNxLH4x3KpDJN/n2z3uXax/IPBKE8pl0ItUQoxJSY+f1MCt6INO0oUl14JqL0uOP8zGY6w7UZiWYWA4UmbZbaYxsNGZhGBIAn9K5bVizCqgUsqA0/ataRIu0FZz6MJjrUj+tyBzBqEPN3PG0yCPHaumli5BtiaUVrazb0X/cn4mLZC59i3RYVN8H74t0egXMaS/u3M0ANGy2mVb1x7ctWPO+UIUtwt02X/6U8xVz+qzYeUF1kn6EvGJyEK003EkZ1ro00VQCD206P6s91f7dZJzVlihVii7rOiRDeztDVfU1l5+c993KelkR1sh/CZhhmEP0Q/E0p+nrW89M2xFuikz4kSVGICEUObqVVgQIV+yt0LflMHUWoOSxvyEoGR5u4v/M7S8sF0e//nIlUYDTvU6BOsuMWfs130zv5ob5RiZXRBWpve80gnhnSxxfekFBi6hZzbGpiha6WEiarK2kBTo7FKQ2lRmEhW3JZKaZXNIaTFEdDD0FiOeYZAR3l21q9p0KEJV/EC5QNGZv5MUTUk+hfQ41soELTxWqKmxwKrPQkah0D216XcERmvSniBUTqR/1sxG0k1Lx8ZG1KOWwOGmmlnyUb6N/EVTVpy6A3P5Zpmpxyg3qGucODw9Dmqefel8KJTny/oR2+iJ46Ks/NKBBWhOG6yPEiTqmEAFDBA2rC/oIAWQZsBie1H2d4N/S7xHXM9Hq0l5JEtRzO/QkylgltWw1J7jrgV2do8vy822/22AxajeuIDZLYi8zX6mu6sWOdVxkHmCQFBj2YDSHx/hUEHB5Z0irXCUuLlJ6Pqb11Pp/MIZa9Yls13ZzHBcImzirFhxzUFhDoadik+quIgODibbeq5DkfiOo1MAvqSbmd0DUHTYWN3K5zU1agXag5l6pB4ZUDFgiG4uiTUyOmfUi+UFHQPUMj6NRDHDAXjLCRQdW41b9FWN87I+/i1wk9X5POcFNCAyKjtLSr466D9IFO1HZy6F3G0uef5M6uIAsxkLFjkZQg7dHqnAlVXlf1oLW7ekZHTqRTgK3hV1XUnSudhpTyu82m9gUZn68RsvXcs5dRbxSbYozI2gu2M2QmuP0N1bn1uyjMTz4ELGDd9C/8er0cYNZYcWD5KftVvSQDJr6zQOwfwNGjgCXXr0bRwQzzbojmbeoLKWuZxCgrHt07rvUSJ2L0mBQu/c9qpqOYNhgp3vDMyz5LMxjxmrKIURAcMIr+CU9lGBUjynsjsxZ8oymNpSAJKsrjKF8erXIdQDJfAesdz/IT+RtmCOmkBAYULAtfU6QRTHN+HgaM3Rds5navBdenQyU+WfmOVbwXvLYOOX8opkENnfXTysk2BO16D59w0+jJJR09t0jhxKyN65jwUCAzUlkeX10TpgRAJBTQJL4jETOqqVRCefPFd4SBNasVf4wljkbKVSVKWJxhijyZH/01ed7/4HmxBihL9SDRX+ec/TN4omeZ8g3Fek9AXQp1/Qgt1abXwQNujI0/fGhi+YqmXx1v+YWDZ2cOLma+oOf6sHX8oqN73zynRiRBemzQ1S96OckmB4ACajPbsTXywZFxfBmRiX9wem4+4tjVs1fyIYH/lpO1xHEgycxzIuLyMz4tK4J+ZqYcFl8Aaz+yT0vGDON9MjWSu7UXJss6/OhJz4UHnjDXiv+pPBZN/oF+bJnp8fRC6mcO2nW/2EIs8vI/LHOc58+BC7eaBr+YTV1C/3cCjyJV8Z54WlEaFFEhcbD+kPivmRBkyzg26PChJNOJ8PtYsZdwR9YEqVNU2g5OKI56bQC5frp3QDx/2CKpU4d1iftkydtWWI45qPDiz2kDQn8m+kdnfs9s7Vfs+jWafwAXFQ1i2FlL3lQ93kn/SIdKRn5ze6x/Xn95nUeUpwrVB3cvthKvUt5IONn0zm07Me5jdoYbfMENEVem4K6SsnNxUP8gqwpQ5rQza0ftCcuuB1WDJ/nNKRHIkQYFm4lvLONMOOHuwv2n45U0MVQIyY/TajXRROh1rm5noMxd0pvVx0hKv7KDmmrbenliBlF+DRKsoq4nfeBNVMutNaJoeVhJHAzoKEXVrfrQqtgb8o0WmTylotTrDstdx6XFOL1UWbfJDnLm20cwC55z4g4QzbA0IGLQdSQRZCox9XlT7tOx6+0jaGLrWG4acUQFe5c8ENLoNFSnC+xsEPzDnBQ0RA4RiGaL46ksLU5gZ9f+piJNYJQY6io1+fgVPWLAMp0cB3Cwinsfv4G1oBM7bCCB6PoqUg6jEIpbd9cyfFJc+2zI5p43LmnbFww3OwmFvuZs7mykyPmANI1EODfSGE8jgoJnkBE0kI1LVxkQaHjtNL5hRu9onBwfKCsjBnUGWSQ0e3EtX2dMhH5ipucBxxewIpJotCFD8qr9eQqH8lU4JxbopCpkFD5x+mHxzP9vIGUZEyMFvEi1HJGV6vTWLoa7RQIgJlSviWNlKDVevUmRLlQat/b+jfLFfB0ZAVvdAJMf1U3k2+c6kCdYR7egE5wl9wRXeyPE/DM/MZLOoYdSkeb+MFYa3X3KDblwdO1ZJ9NX/dB0QzfYIymIE0gRdt0qZztexLHBvRXuacCzDxk3Gj42WP/JStYBA0OfJRDJIu2tDANZMx/pLBLr5rVOixyPcKodBLPSFf/8sV3L97gtUrqOXCPDJHJ5QMGk/wAve0EFH6oHIOLtFa144RUH6G4CPrt3pgSX8fk3LeIHmSc7duvISHRK42JkgTiwTFAFY8SiypInEJEbbKSnrS/TR6ZGTmfgS3sBGSl6MSrKezgnR0E7KQVaVCELyLOwhl+Zmx11T/BhAcr5IrX6mnbDpQN0G9dwQrBKAFaV4P72mvFxaIpsI4lLwTK6mEOosUx7qMtfSvVEzJfOdcekeAkav9Pny7j/OTS4nz4gnLlXzfpCdsOHphVa3FAV10nXQC+qv70EIZjfsZTdxvCMHYG+OqXiHd7Ik6e9BbBrpGlwZOlB1brDmW3Jcl8JIFlhkIdOywCq6Gb/0HCWgmW6hPlxtpAp8Pyg6Oq40nk8wkK21c70OlEeBp+vqbTWa6/4jlyi7MmOnQ+Ck0vR3aQZKgRQrLOL/50/DU4KvqIm0JIMTtNcl3pVB8HaWcPyhhM/MXYgihww1/1MwvwD324p7QmhlNIzRbuzOJIoF+djLRGTEpVdIlNDtM51e4yZ7ON4b/xQzyz53b+RSW7/IZMFXEC2slLktvQrNHvdkTtTicPAulwEjms7MQjqGmvwt228a6vcpwCny1l45uhd2joeDK81nC/15RGylxQjEkKjhndW4dJ+TefI1kLvKiaMbq65SwPDhBXC3Vm4wgFm3zPLjIPkw4KjOn+4f+sOVHpqqn3kDgPD0wuL/P2HbMegbmT28+T7xQvEvwxfLaWeLZwnb0AEifFylf8eYvcrJBGVBb1yOs1IBOojRRLS+6xWZhNVltBVMVMA42qNA+IxKlCIiXbr02/6TczSBbVr7+hnJDC38l7cuVmyorwZK2aGJx1CJugrriPXbsirMK0MlrFXjHsDTDWuB5/SBozpC22rOPUFs+DTxp8ZqcCn8Iiu5pV9vXfxU/VtlrzREOmV/aQxDDYN4aJvrObRfQGxstkerrnVRQdzffBOykuz8BhCpeFF5f3gW8Z5qwWvJ/RiwRaZI1rDP4W+Dxe/rVaIc/VAuj2PXgnJ+lEcr65aW+LHRxfSR46BaZ5PyFMg+8djd8n6x6n7spzwz1RGX8nqzbB0UFOparhGHFfBGQt7Fcz6IbAsdllPvewZClxI3kQHsHsjlTSXPaYkkam2tw79SYP52dPUwt5qCuAM0e+vuWIJ85gsLZYI5oTO2ON+Ah109nkIbcUbnNpXup8CqiXbANz3775FHGawmgZ0FkDTgNBBZiHmUFmzg8WC+CTjdmRbJM2rkalmIOPHCyjD2GwIfWxm8LFaDv9fYTfzfMAnKxNS0X7DfGI0kK/pBeE006I7dD/8DIRpkHNuA/UMm24X+VsXGFF+3TysiMBjjHHiCORj/1boYfskyTlvoIghvfAhF5v7icdHXtWecZuVHPx97st0NKHNU+lA1SwJcgdkp9q+PKzfip7l98RizGqh/zjlpxOWmiJB35cOnOG2IVzIk9+mRxtl/8ZWATpAX7nYNuoBfHlfwEM+wgMkTlvp8T1ukgvr44C0Wm9p3T91dg2coVF6lfoNZHndID0SCLUAKKZ+t/nFD75YpmezYJg/V0UtKyWb6F/kFjsj6izYhh4Q2vNU+bR9F8CU9KSWqZqw1oyIdzGJBb7xlfaN67kZCIE9LOwkcKM5fr9l4nxv9SyyyHRkO9pmabunqD1P7X69xEZy3ea+29CoJJ5yYNw9DEQQq03U/IAgUnt1bL1Mwn+iDEjNW8ipF5NcfKdxmC7GsoDaeTFO3nwA/WSVg7ABq1Dfp+u5NALWb69uEqmr5gaKdH7Zha6ni+0N/lIv+I1DpTdXDYaZd9C1gy9CNMGSwveRgTGmUHQ7enpHREynow2wHGnrf0DzFBiz2NGcgSXQ4y94DAPnJ8IUnf04OG/DvMGGaz95y4glzR+zWI99HwbKGeE00n0vf/bUmMscf9p6DMicgtRv/t21bNQpOqdm5NqiEmSBD/XXFdm1E2yMWEjxpHSEJVuPWgkMjjo3s3E7GtxrL3bJRyZAzmPHrHJmtxGbicbwteSZhQk7utVI4tNwucBlf4pdtrDzIqT90OD1kDe9RYau/DdxSTEX6USZ6kyMr2fq/5ce31eQgmaPRbyfhXpSSmXDoj52Y46CRe9g66saNoFlnYIz6DhwFaf7mGb5tzMFARu1O2zesj71g5QP0dfo6Gf4pNIrdIK8c0lx2XccOOqt6Zn7+d7HXrZ1mzWsujI2rbkDnYkPsr1VCpH9YefmcLsQkghpSazLjJy2cyRHk2VYzZrscsJGD1eSokLjtTh30FQiHtUfZVd5P4qs16m2KFKuG2B7rs3dHQ+i99ij8F8UIDzHX7JaM0p3jGB5HftKLxlZL49aZnTL5lbDYhNMcR7MtJ5NsRU8olB8sKepvmEzIBO5OAwEpKMpVuckSDHyreSkr5YtKMmlRZBhfwBdcRTZkJmTyE89tybOEm+pGKnQpnp8fzp75NvUQzPXlIs2Z2/VaUhZtcksApHfgOrnZUN2Fd/h42+UaiFzYykqWEr8C69S/9GihRVF1z8EeDRNXxKpCvr+f2myGkxvASzQHyh4sV+zjEgxdXnJ2SBaf7aIsrFqEr0scly8ttPnqkmdlgKO1C42eyqwgcTRECP7bJPFNmekXTC2yUJlaNgjH/AwHeEFwJPb8t7YcSmixSf/Q6E6pKC2sCxm6s7rah57zJ0uAHRs6gk+ohACIVlNbUHi4EJ5fmYAa1S7GBVTr1GllijqLH3JHL2uWrIxwkvRvt7lj8tyW8mB3q1vjNM7RuwcRoaEXni58soL3Jh/ZIY54m6BEMpb+lrwBrktjP7F1NkD9ogD7JrlkP87PMy9kqvZD7mMixePxcEJy1hcCHTKNb9MzLpAu648oq2RFx9xQlucHqc1Fw3cP4PbjBHOc3DOaHo4qpdZXIzSLtBR6aRcisVlDic9FudsjOdGYe4jbilKm9siwIxxUmlbDss3x/XmZtmqrBlacmshE52dIhzvchaAEj+COu86ajIT+9TZOrSxcXgJTTZ3/uE11XT2WLrqFMzQeloaXwduBDHhSJm4yBXKzhSPmiRVblv68NNWauabzio40OvFSAzyQVUEmXnRgbi0rB2HzY/cY3thfEggNX9Lq5wo6b7LrtYJyadFTs/FYpHKed4/x4Q1Dy5FY2sbRm+A2eepJMaVlGiX6jrjdV08VFwHPTt38yrznq6hLYb13XQc5BUsHHA+DTJfak5p4THCm2EvH1Y6LhHJw6LTJZirCddCilYVDZlII80iUJyIJlmkilexsHvuymluguWSS6Oskgg6zUnxUrw13zVWTfl6lvUVg3kLYE3w8iDzqotZHJRxHZ01AmX8SisvVfdqiJgb0GCwMlhG8yVfFLqxwwfieI3vR3QEnSTzYGdW0EcZGGDeac1El7YESXLEsVYE9t2on2AY2ktcaqQ2CXjG/joOQjcghQNvyl2R64G3DYEV9mgEOkxuHW8+Cd4pS9Fe+Xv9bW/qph1eCTh/L8m5vqkuXl+EEh9i7ytoSXz0LY/1d3Xey2byzdOsQGWgmiCzDGMdU/HsR/ni3K529uepaRg5yhWC9meJbXsKCENOWvZtjkVr315mTACPxIbPO/8Z6etaXImiOjdHmRmgKqqOfn0ViUNe45OHNDl23rVzWzWfULYpF8tIR9W5MagbQPcoC1X1kYC/PuXaR9Aga4+Jt/Lyq+xbMRsVrKRenP+fePiegalrJ2dwGvngS3ROOGdBTsfpVfRLMGm9o+UgUP5Fxxu9E1MbhOxan7OEcjlZDyLYavPrx8eNLeG7L87o90yxqi3FhWg2OQIbUCZjCuMcBTcxvSHS6IeWnYprKEEUz5+1UQuMl6UYr8ah45dxRQ2XvIhJgisjjGDBocfL/++osXdclgkizsG/avZly+C3qgfdth52D95nP4FU6m+9yGA0/U5fuGuo7XTM4vw7iMWTjXha9/sVlxCSlxxZ2jLDz1fLtguig2/pMybJBV3EOJFIyApPDP7j3sigM1+ZIjGiY5goy3ABaY6RR0GsXaOAWc0EmAlICzadwPDMh5cJSelnrBl/rETHfqKQgjj8QYvdIzpYof4ERAFL+fvQqS5S7/oru3HE+Ayrnth+JzSPa44Fq7ZvHX1eG/Di7Fe71wpuB8Hd84bCvcA4IycDeM4usqjuPZm/RHBpMKD90H13H7ezcriVj2T1g0JWNyTMUMnmR3Ifv87VaOX4uP8Aq4cicI5ci4+vt6IfjFK6h+idoERd14m4KlgVmP04A/HOaq8jw3jBKJli+AquwXEz1fQ8n5l8yiC7IAODxR2Lh/r4zfVTDyg6OwmZBs8tEpBVeIOwnEQBlb2ll1+ucaD3+KAcUzQ4BqJgU5bg3SY9YIyNBzzUnHyHa3W9n3+jM3DD4hrEjLq/aAHaMTCTJXFw/KwlZR2p0O6F3pdL4Ai8AYISxnczFrGaeaNO49TASr+Ru8tML6Ghqd+BDQudmi1wwaWWZxB0tCSFjDW2rC3OmLD8Ly7DAV01dvkYfEZIumf9OawTLA7Pgi/mxnKusyrx3jjpaw4Em0jls9jauPcIJID0Z+10Qsv7Kcl7ZNsnFSMu6KUmQ4DMUhKaRETgPtCZ7ZOA7oZWuJdchd6ZidFlxzBM60Mcf4FkO1Eq2Z8CenFN9S2cggU8H/APJC2gZTgISovrsJ685G5spbQyCrEczlyZCv36SR1+Hx7aej8gQtKFGq+ybEQIUSVpPFASkFu3FqtBMRzsPpnIgwzvKVEz6ZL/xEa8S2J3xtNWO5tQ4Nxl49KlyyBPTvAkxUdi78mej9i76YJ2Y9kdD52v1gL9A9BR9mhCTKzjwjZkhhfNY5YunJI7gWBiFZ82k1XLltlg9fLpt3r8YhCrl+Ay4mjJChb2bSRvpD67ytjm3Jb56Xf6XKUAVeIl53sdvuIbYvRnF0zOFCDBZkUl18cVPpFo1qkgbKFLndDuezp3+aEnHfQ7GXEpArb1sKkEP4YTivjep8enftkhC18V/Jgx4PRYSfXr6rnJiVxxnxu2nY7vjk3e1RkCRA4OHi/4Oi/275TbBo5pgn9bBW9lLKVKIsAR8kAc05ER0Ot3LDmY8YbboG9wxKTUzLu0ZTldELUvagx8LNPZG8nq36aiojmkDOhg3G1P0RDOTIM7CLi0oCXLN3TisryJHMQXjTYi022YHIhDdOrC4zX22tcxrslbiDp/OQWTK2NjqLMtF/9qiGvukanNFR4Aj6tXaxalkR8P2dRjMxd98g/P+se6VLK+Zq7jtj8tIun8r0b34KCwRJqBdP7EWlJDTuJyK4KTF1oIF5Dm8b9pPNw4G1vusP/SA3kbuDFl50xaNCiaYiW4vze8J//pCARYl/18cH0YjYCw/SuMpT3sg8tYQdIXSkpap8gcZvSbJjGiLtbs9Hq8DHafXH1aUKdpfsSrmol24pLdua9pkQOULaW/71QxtCXrANFRlorRV7jtx6K/AovEhBOGd05Kh9P9Lzg/3yERRAMnSjSqOuUKIc0itOcQVLuIffTYyP2XJc2vc6/bdTn8AxZjukEUrwY+n7wBQHKcYmzz7Hun8PXot7KUk1IXdHA75NQgrJiom0UlrennfTqE7JrxoAwY6nQuMUZkuBKw83nmaES4Uyp7RjgRoSwqYdUmHDh7/Cx4ZSdeALwyqw2YvtCWI4RSIjZ2kIsYg+9QgPo6NMMFA/NNcXQoaRnFr/O+dmMJ3WMtnQlSnTJYbtPGNCTDpfIfaGUmyS9O9fiqWTeNPOuEmoxRLpwIPqpXkVjOfKxdV+AWqsRlRhiYo2pYI5mjzYIpaSSzdPQmoFIa+Mz9wN+kuQ+l7CKbAF8liOSJJF0VxwvjxqQOwURcIdzltDR7AKdbTAq3iBxPY11wp598QN2iGHwhb5JHEcf5JW18CNa68ZiL2A8QXLjKC4HICTKLQR6VIDkipOmvW0rtdET4zhYZAmzabjmrY57OgoIIH4nuFvd3W8Uvbe34r+G4Ak1bZf0qWRLJt3tU8UGCbW6O9Y7SS1dhpqg6xyDDvsoqF3lorF0AHwU6sqUFmXlHbInBuHZtGXflvoJzbr0dLpwt/w2Y+xyYI+dyWPMcmduIJli1By4WyntqqpExt+EBRSbHAkrBaburc0mWsUu9SNz8NzPNc1496992KHOccDwjhP3yKd1Nr5YCqSFdWYCR8bg7QLCjstSg==