[RS] 我的CCIE效期怎麼算的
本帖最后由 lincc 于 2021-6-14 21:19 编辑請教各位同學,我的CCIE-RS lab是2012年9月考過的.
我最近一次在2019年5月考過筆試recertification. Cisco也發給我一封信說在下一次要在2022年9月之前要再recertification
但我去查,我的CCIE-RS的效期好像變長了,怎麼變成2024年3月?不是應該2022年9月嗎?
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MgjJPal18d4MsHb4F/974bSAzkBSI/YfGufdYkRX2uXaqvz6m07cvPZHSeV/Fk4/Mryqfw8xn2+Rjf49x5fZ4mtlRfvBHO9XjH/wnf0Km+gfOc6bH6kKVTfvef8xnrfOfymDHMP1NyC1cX03VetmujrpvrLNpebq5tJWcQgMCiBH4Pp/cvw+nXooOsb/zbMQrpl0+3/WW6byCvw/Ewzr63KQ/z1CvXZeZLqyYdDuOrL6H76Hva+lF2ge3708Tf/GTn+G3SmX1X/joNL4fDMMrgXP0d6Og1cu7Yr4Sp4X9/elFrsl3Ptv5ov1StGA6fQx0+mYv4O8qv2NneQYp/LO5hOFd/U0SRXzsn2qawveb14vlw89l8puTP6eRL6/frR/V5dRhnOkQ7E/UawJsft3tq0VvHn+KMayO/OCDVWiPknys0+3Jdfw99JOPy2hBYNzGQs0Rm8of0RRMlkxRcntUuLbpqK53XRdnEPlKQF68S1KFh/AbMd+5bNUcs9IunxOK1vvZHKqV3EdHF2m0HI75Ero715EAjdib76MpZa0l3uOZ4aq6vsUcfCEBgNoGwUZsUdbMtbbhhFh0fQ3JgS5vFyxMDczbv8yYiifW6MU+Mxs9HxL1s5CfWkGzmLxYR8wJ5jFZZoL10k3CJbZjbJRnNWTvSZm5ioBG1XpC589i+WStp7TXxZxHp1+SSjJZYTCnml/7nrLx/lvpcyutuKvErc37N60Vzkeez9nGfKd5Xt3bi54haO/21FGZQ3k9b+qxfYmVVm70vJKy1HC1JYMXEgBfyKkxzNf3adteJ7fGr6q0f+ir/wWWwwqI+fkm/zXl492V4r66Sx2RFiTEnQqQ+iORSl5lkMSsZuJr8GIb07I6+Ep+TFya7lsqa2Ewbe4dCelN+j98GKuNenmRRczoq6Fuul8RUbkkSfqN3nARfOmOJi565u4vDzm8W/l++DsLmUJJGdj4LM8PafsNqmJeXL5V16SO+8QoBCEQCceP08RSvxMmmr26yE6TQppbVDfpY+4dEGzecYZPoNqI5mHaD6dtZLsdP4eqvXM3ybfMVQLWBFWGcmMpmVTav6QpY3SwL4d/qKqy+Snb+WCxMvrpNd2wbysTvTn1aTyIZxf+X4fjxpfbzgwY7H4/xzoQ2Rt94x+ciej4d1fstxzvCyK6bw3CQOzrG5kbmzmPMgkze03NfvZn23CeTQotUlua6Vx/Wjbx35Gp5iK1dI+37chjileCxOFsHN1EicZw+1rjFsTDHxyZhaT9vwnzVz+jA7zic5C4NYeHmuLTP6y6+R+XuIOmTnZi7HnrtLnlPCwd9z5b+TInrXdZ49E2vpfR5Y8eza2maqdQ+/mujTTr78ceP8nEiWC8xMHfi57ZrRN81iYEJ4ejmtFnIUfjVOwqCsK5iMXR2V5FNXM5XU5eEZhWL6jyOqQV9FqVyi44T48Zn39edJ/+r7di3iF8HY86p80V3iba1zybJMhVT4qbvLkl+Vr/1OOnOk5E60zA/2qHvZIh8ZH6zT6Xe+xHq1Timr9wBU+snfXZ+cQqBZyYQN136KmQUFHpzGjZecp43o2pjlvpL/eOSnN58tkJerjjJJjRuWMtmWjbtwqXdsMbxcnt9HAja8/7GVkj3NuJzyqT/pa/aN31c7BhB+jqc8mMZ3baxU4hvPCFT7D7DgSQGfr0Ox7KWUuBRHH6z68iuuSyIy3vZtrVivAPz12nZJJMZUvumj6VRev+IcP396ZQfLWjbxnWlPo+iBbMGxea2X8v745tPCoWYj8Orienc53DiVJJEMXTPTp1LwqBwTHXCP3Sf85ky1kY+I6+dgZoMsOtC7NV6KVGv5T2lygLLEKthqup3cZj30OUCX90f7yK8BwtivcSAF0tj4Oa2G0kM1Cu6navqzZhJ8FUR3jTIBU745dIgpuVqfhTWInZjvetjxP94YiCKxiJAx/yp5WbcwE71rbbSeOKr9NZ99XGsN/5KjwtenS+m51SdPMYhLM+0nRT/oe+s5Iabq+xsYJKYteuksg2NdX83t9lWbJ9jsn0NGU4gAAFFoGxIS5naMMaycC5XsEujetDbeNXaBzlyMXdimuYU+ksSIIccN51S5uw78d/a1tg6tlX12Gb8XLlc01emZhzaOKLfRUzk7pFdu17GYgzlSYBY2zOc2V8Tte5ezZXjwGZO8sQyNIJpZF40xHNrZqxe25hzbNdC8FneJ7V38F0L01Rj44tlMS79eIUk5do1WK1v76gycUmhuSJWrR2ftAzRVvud2E3fVG/WzpqJAeNbmlufaIix+c+hHKaPIyXI8nrbdWKgM88UrUZg94mB8yJfs28Fn64tx1Ek60RDPRax3QhrIxb9VWMnHpUIb+0UL+qB92dERFcB2o9Ti9VmXOVTHfiCoylB36ubGZN4EP09l22cmxjwYxe71yQGEutugorEgEwfrxCYRaDdMLrNt2xMnbW44ZLbTjsbe9d826chRnOFtr0yNckpbl6dEDEbWse02ain+iS8vEgKdb6s4hwTa+fKW9FVbfaPso9qA97dkPdYNPHmEULbwr1l1Pdjx6V6zegrx+U92GcU56G8F5VI1uu62OjzO7depur7FvulyVe9nvvre3ZiIAwTYivxvwynb+ExHvd+7LuzmVL9+aKTQoFDFMIxxjam/udwu05iO/XeNYHrdZcrfPvK9/xjSr6tF/Jm7KmT6JdOEF2WGEhsLLPAuXz2jTCdcok6CFxDYL3EwFyhObfdyB0DlyUG+lfSG7AzfGqE9RKJASVgJU4zrhPcSyUGol0lnsUXw835out0QkK+aDIIabEzFVNJCMidEVNzM1WnHTrbrk2sVLbBUKiXW6HatnqocGz7+lrOIQABIaA3pKnMbirD5kpv7NJm61CFdGdTKbYf41WuMPY2vHVTOckpMqhtY9yGi2Ua6lt7sVR914PY6wsnzdZvxOecl82xNjR6nPy3tyaPxDCy2W7jDdy9QLRrbdSdvVY0ayatgfoetOsoMo2CWK8VzbCunWqjD2/Omhlr07fYliZ/9ZyHNjam1KtNzKXyXtt2nEf+joH4bH14D0URH+LNc+veV9Ofwy2n2P6REgPxvaCTAmGe++uiF1viI++LvEaCzZKIlISSa9NZThRB4FYC6yUGGiGvQ9FiakqsT7VzV+G1+YnjKZFWBaoet2+stpX60EfE4vw7Bqb8iXVyd0AexozrxHi11Weq++rjaPqsWJY4R16dL7WV9eWymBzTYHTSTztW9SEc6TnVx7ZVOmvrK1uxJXM9NWayZvv2xqMMAhAIBFrBpjeVamMacYVzt7E3YuYBmY75nzemkhQ5z8lxiRt5KdNME6PWnman23eY66Y33ObrzPRPM4duIsGJlWAgxtURIE282W5PbHbH6nu3r1K3FoO4OcbvFRDxotdFEkmyPhMIXZ9L4i35pyowR4j15mFu2YhJU9wVarFFT+yNrfk2PjNIPukJxV67LZXZ90eIM3+vgLyXzHutw8esnZaTte8iN31TnWc4dy302tk16sbuncZYdYKrNvJ+SbKgjpHWk70DLPWPDMqdJToRLJ/TdRyOIHBPAismBkTEye3ZElYSXfrZeLmKLLfpp5a+nRdg6VyuOov186+pnxlfnnNXwj6KOfO8uhWLjbA2V5Eldisei69G3Fq7+pv1vaBMPn0eypfxOTFu2oc6FU/6JQDxJ/88o046GJ/OU2xaOF+kPnKSq/1ho/blz/Z7EcLdCOKLsePZ5DWh45KB5DXGcX7NJZbyZYOhsx5LHyfD1u9QX1l6tnoOQ2/bVxzlFQIQ8ATaDaPaVIYNo77C0lzdS20PPlngB9nweRt/ddZsQo3QzwK4fNHbMMS2hVXenBYu+Vw2+fJTWbl948M5EVBdTEK8u9nVG9/+sTIzcpjmd1yoe1Gn1o6z2MTo6vtXjptG+y7wAi0LpHqnhubr2cuac4KqsdFH2BN0c8v6FmtpnHu58l2L65FZ771kpTTV8eeyLrPHE3r+/RE/T9Tni/2iPM8hndfPYV8fWPkytX48w9D646H+wsUNycejjkGmceo1+uLWsG7vfXVrx34O646dY9e302LFoqyb1J3D8vis0W1Rd9RHr6WN11vtL5PVPsZeE3Hrx3T7xkBbYDSH36/r8b4O/3L6pTU2ryRqAtE887rctdW6iYEYioi5cxN/rl2aoLoI9IRV22UhnoEeBate5Eq8ygz4NkXYSyLBjSHto49GaCdfS39TJ0kEFUOx62L8468kMkvCQpglkdoIUPMmVUK257/3SSDMfTVj9WIRQ5fFZD9AQgwp5roOxK5+FS7Vj157mS9ZM2V+TJIg2fVspa/YjfVqPUl56O37ak85hgAEKgG/IdUbyFDXiEIRGlGMhg142nA27eoQGz4643uMtYoM2awHwfTy6TXe9t9cqcoiPf1coVzpHYYhb3iT2MpXA5tEggj4OmaAJ+O2jJP/cwWcbxdst/NfpyvWdZMOKi5JcuR2rY/J3tQ4qYUXLtWPpznyoqcRc46RWVNBTOXkQElABXKuzwhMvzYuOZ8eY3yN6rVi15peX9rhkVjMZ9KEqNSmNnbcvD+8aO2e68+LxCYxHeHk1ktJODXrbsnEgEpIdOZAPuua9Vc+K+URAB17NuTjU59d9XNaDeqZqqr1D52GKQ65/bgT2dIs7pe1xhppJ+27r1MX/Ypm6vacLpzyJY6pLyBOm5pbGzXBLT7PHWik3QYSAyOeUQwBCEAAAhCAwPIE4iZ1TODcf/hmI602xb7Ojv57OH08Dfp3w209Z49NIIjEeevQr5O555HPt6P5LpLHZob3nsDctaDbeRvl/NdpOOafMS1lHDgCY4mBfOFLRO6oyE79ywWz0XZu2HLq+pdyubCqL3ymtnLBz96tEBIZX4dTuPIfLuT9x3+n13hRLyUAyoW84KO72Ffq8vjxvLTRPuS7sktdvSva9FHJElOu70jWsd7pmMTAnUBiBgIQgAAEILB9Au0Vunjly1y5XT4KvSmfOjae6G+/NxWc7IJAuCp64TqcWju9uvSc97zkwy6YPmEQvXn3ZXOx6F9dmNvn+drdmhiYm0AYITv7juY2gRDvVpDERb4buDy6HIZzSQoj/t0dA6YuJg7U3QTqvHuHhPrC9Win+NS5q1jZGiFyUzGJgZvw0RkCEIAABCDwYATibalye+vhYjG2RLR+4y7nS4yFza0RkO8cuF6wy3o597q1yPHn/gTOrYFQz3/3JDCSGMi395fHcJ3INh7ouih866O+5cq8EstN3/IItamxJ3qMUhPuEpCr+enRh+JvaOP6GPE/mhhoExBluO6BHdcmBrR/tXNILpQ7LGrxXY54d9wFI0YgAAEIQAACEIAABNYigCBci/y2xh1bB9vyck/eJCFcBLy6Rd6IVyeyDQFdp49No5GT0H5GYiAKbuVb9ffeiQEr9Ee8zt8JVxMgkpAwiYGcXKm+1vaG7dggV5STGLgCGl0gAAEIQAACEIAABLZFYEwUSvm2vMWbpQjIfMvrUuNgNxAYuWPAw5kQ/EYMT7TzJuN5FM8i7rstYmEcQz2337bsCHrni7ExesdAx44aLNqICQp51MC2NyxmxqbM33xIYuBmhBiAAAQgAAEIQAACENgKARGE/nUr/uEHBPZD4NbEgLv13onx85xcf9NBie5gd/LOAtVWbDhf5iUGpvzpsbLjmsRA51fQxLWlXkkMLEUWuxCAAAQgAAEIQAACqxDwSYFwzn8QgMC9CfTEbmcMJ7KlRffL+Cav7EtP9Zpvube31yfBXX95IPnZfLlgSRZYgR6tO5/nJQbydxMUu/rXEXzSIPt07ssHta2FkwV8Sqp1xSEEIAABCEAAAhCAwD4I+OTAPqIiCghsicAFiYHeM/7+SwWdGJ8faU4EqDFsoiBY8m3kdv5aJ8/6p3GlfXpUYXZiYMi/JqB8KXZzEkO+N+D40yUsSn31LSZPerbmw5ndksTAbFQ0hAAEIAABCEAAAhB4JAI6OfBIfuMrBBldmB4AAB7DSURBVCAAgbcmQGLgrYkzHgQgAAEIQAACEIAABCAAAQhAYEMESAxsaDJwBQIQgAAEIAABCEAAAhCAAAQg8NYESAy8NXHGgwAEIAABCEAAAhCAAAQgAAEIbIgAiYENTQauQAACEIAABCAAAQhAAAIQgAAE3poAiYG3Js54EIAABCAAAQhAAAIQgAAEIACBDREgMbChycAVCEAAAhCAAAQgAAEIQAACEIDAWxMgMfDWxBkPAhCAAAQgAAEIQAACEIAABCCwIQKLJAZ+/Pgx9P5J3L06yvrM4AIX1gBr4FnXAH8zfgiC7t/UZ10XxL3OZ6IsRvivw39N7sz988351HpjPex3PSySGJAFwysEIAABCEAAAhCAAAQgsE0C//dv/z7wb58Mtrni8GrLBEgMbHl28A0CEIAABCAAAQhAAAILESApsM+kQJhX/oPApQRIDFxKjPYQgAAEIAABCEAAAhDYAQESAyQGdrCMCeFOBEgM3AkkZiAAAQhAAAIQgAAEIPBIBEgMkBh4pPWKr8sSIDGwLF+sQwACEIAABCAAAQhAYJMESAyQGNjkwsSpVQiQGFgFO4NCAAIQgAAEIAABCEBgXQK9xMC6HjH6NQSYx2uo0ccTIDHgiXAOAQhAAAIQgAAEIACBJyCAoNzHJDOP+5jHtaMgMbD2DDA+BCAAAQhAAAIQgAAEViCAoFwB+gJDMo8LQH1CkyQGnnDSCRkCEIAABCAAAQhAAAIIyn2sAeZxH/O4dhQkBtaeAcaHAAQgAAEIQAACEIDACgQQlCtAX2BI5nEBqE9oksTAE046IUMAAhCAAAQgAAEIQABBuY81wDzuYx7XjoLEwNozwPgQgAAEIAABCEAAAhBYgQCCcgXoCwy53jz+M5w+fB6OPxcICpNvToDEwJsjZ0AIQAACEIAABCAAAQisT2A9Qbl+7HvyYL15JDGwp3VEYmBPs0ksEIAABCAAAQhAAAIQmElgPUE500GazSKw3jzOSQykNod3n4f474+/bEw/v6byUP/h+3D64/Nw0G10/bs/h9Pftjtn9yNAYuB+LLEEAQhAAAIQgMCGCBwObHM2NB24skEC6wnKDcJ4YJfWm8dziYGcFChC353//X14eaceRZAkgLSP5yoZ4M8feM626Dp/Mbc4K/gEAQhAAAIQgMBVBEIyoPdvzJhuO9aGcgjslcB6gnKvRNeJa715PJMYiEL+6/CqscRkQBL7v7/8ae8OGHTiIB2/fPlH9x5e/R0FppaTWwiQGLiFHn0hAAEIQAACENgUAS309XHPSV0fjvnvsQicmz9d/1iRvZ236wnKt4vx3Eh7WCfrzeN0YiAK/w/fh99mEv4ajvmRgCDyx4V/aKfuJsg22mSCMc7JDQT4K3gDPLpCAAIQgAAEILAtAnqT74+1p74unPPf4xDozZ+UhSjkWF4fJ7K39XQ9QblsnDLv174u6939ra83jyQG7j+b61nkr+B67BkZAhCAAAQgAIE7E5gjBMKQvXZ3dgVzCxHozd2csoXceWiz6wnK5bDNWQvn2izn3TKW15vH6cTAwKMEy0z4QlZJDCwEFrMQgAAEIAABCLw9gXMb/qn6t/eWEa8hMDWHU3XXjLX3PusJyuXITq2BuXXLebeM5fXm8UxiwHxnQIg9tS+/OsCXDy6zIK60uoHEQF4g8hMW79pnTVJs59ql+vqcStu+/ExG53kVzy8+v6J8Cj+fYZ+P8T3OndfnaWJL9cUb4VyPd/yf8A2d6hs4z5keqw9ZOuV3/zmfsc53Lo8Zw/wzJZpr/mmSeWwdwzu72DO3FLOL7Sp+dY33PL68LPoi3/56efczPd5+zs44RPXuCfweTu9fhtOv/Qb6+tF9ud77041/nzSrwO8wHL/psvsdR98/mq+hup/xkbsA7ioEfp2GF/Xlhi+f3F+vb0d1J8LEOgztOvNm5/Zov7DrrqRuNJY5jK6Tc/U3Dj93Tn27OcP+/vQyOYe2fmyORt5Hbv2M8pvj6J3aXCooU/xjcQ/Dufqb3I78Jt5X2bif92vOZ/np5vPSz4PZ7/f4uTLOPPh66TzOim9Wo3G9dfwpBlwbv+dUe1z5uUKz19X199BH4havDYF1EwM5S2Qmf0hfNFEyScHlWe36iYG6KJvYRwry4lWCOjSM34D5zn2r5oiFfvGUQEpjXu5rf6RSGt5ILo5S99YHd/FliuFbB3TbeJcmBnpfznKbB7U3iYHKgqMdEAgbtY7g2kFkMYSesE6by+lN4/z4RwTNfAOTLXv+T3a4sPIaASB9zg6VRUAVc6/D8aCSKF60jG3mJXng1mlko8qiwFLnZ/17ywY51pduEi5xCVwrq/s6J3N2zeuUJ42o9XPozvtzlN5DTfx5/VTxuOx7bSpOXXepoEwxv/Q/Z2VtH+71eaQ9HYbBv8dctT69Zm3oPtpW9zjPZ13jl30ezH+/y/tpmuml89iNaSOFS+55NxLiZt1YMTHghbxiZK6mX9vuOrE9LthaP2LbcvXbXuEPi/r4Jf025+Hdl+F9aZe/XbPEmBMhUh+EfKnLTHJiRO54MIkUk0ULV+Rz8sKUp7ImNtOm9f/ly/f4baAy7k2Ji1mJgSz8v3wdZMwSjySMMqfii4nBfnNpiFfHcPyZ7f+UeflsEyeB84fvwyn8DEoY54+/0p0cJbni5moq43nmrhQ/F+lDsMc7rTvDo+NnWCnBRm2X/C/vqpE1ZNZwjtOu3T+H0/+2d7DEsXT8XfuWV5gzH/eQ51Xmsxn77xCBY1Dmo0THwZMQiBvSj6d4RVs2cHWTnSCENrWsbtDH2j8WOrfxLM53yssGPd1dUDevwxA2pC+fXhVHuQJneY1y1GI1bo6Pw6seL9wRkDfNiXvd0KbEwDEK6lQnY5dg8hVHuStC14c4j8NJruhqP2L33+pKr/Sf/1o96B/1RGBak+kOiBSbvhvCCz/Z4L8Mx48v7o6BzhwOoUzH3/drlVIRaJ+O6v2WPQlr4WOaY7/u5H0YX+XOkbh26hoJVnqsS5y/TgvNc5qvuu6jJ+oOml69naPod7ijpBN/N6YQe7OOS6RvcnCpoJQ4Th/btRneA8eP4a4ZPZ/2cyXMfWUc+HXe0+bzQ7XP6y6+f+TOnRF+Zq1J2wtez8EXDvqeoViW1/X058H893ufaevdpfPYWlinpNkXxv2k1STrePaco66XGJg78XPbZfFQRfM1iYFW/I8ti2YhR4Fa7yiIwklEejSSRWkUOnIXhCx856uJOYkrEU5GSMUxxUYYJAsxEWxOjBuffV93nvyvtmNfE88YmZFy50u/Vfa/CL8sCCWeGF/1qflCE8NNHs9Q7YWPiiPGKePF/vZRlsrMrw13HvnV+U93ueixbcTVbio/xzvUl7Xd8dPEEUxGfyRRMrGG5DGWwlgSDNOxxPFKnyn7oa5y8HHLmpX1nTiosZv3dfavjG25crZvAnHTpa9CRkGhN6dhAyrneTMq4kPExlaF1qypyzGNbISLCS+0RMTlxyvihnWUYxqjCrp0XjfyKbFwEK6ygffnRRjY/tNjdwShiSVtpsvYJeB6cIsYqFbmH9XNv41TLNT6UPI6nPKjBz1RIX3Kq5u3Ur6Fg+Lb63B06zHEfPxmhU/koNvFeZU7CmzbYfBr0AW8WGLAjRNPtW/6WNraef/96ZQf/2jbatEovQezvkvpmx5cKijL2v3mk0IhZkkSSmIg8dHv2fQ5Lp/TiZOuD+8TcyeOPvefN7lOfz4JvLf+LAjj1ve7XRfiU62XEvVa3lOqLKyP8Nk6Y51cOo9qlJUP815fLpCqPePKjj3l8OslBryQGsM/t10jIPxC01dTtfDQA3uBo+v0sRU7UqPFmxVOoYXrY0Rs8lXEkRaVrZCS0fqvZtzATkSvCMB47kRtNqX76uNYbfztjz1ZmoWquaKdPwSK4M3CvXAwPgfrmqFjlgePvLJobNl15lfHpY+1vQlmqdl5X7K58uJ9O8c71BdOHT+L4XKgY9XHpUE50MxC4TlffBsfSzEcD/SczbtjwDxG5NZwsm1t2vE42zOBsiEtQfY2kLIhLY3qQW/jVWsf5ChvpNWVryriQwh9UaVFSbs51ZtY1z9sSLWgi5SCD3lj3zDVthLS+WMru2o2gr9p4+/nWzXKh28qBkzsjlv2R8euvW3Xsq5Nx+08tW1WK1Gxv5orx2GOwnvw3FzZehNrtD3xPn6L75LIYO08BZ9F0FbydX3Wslbcym3wkgwJbdOasVfXtY23Ob5UUFYmLik0V8SqtdPjVO134jd9U71ZO6rLm34WhHGNb5d9HoTubRzBRl5vu04MqEnjcHUCu08MaJF5nva0gCr9ozDTiYZ6LOKtEVdG1M6/Y6C1U7yoB94fuZrqRFUVcP04tUBsxp0lRqtLzZHzpamPBa1f1efQQAvC1LaXaBBhafv6/uKBGrMTo7Ghkxsq4SJXvad8kdHk1didIcbDfMja0okjsSev0W7JusodA3L3RF6nsj5yp9hHlc2Ze91GH4sf9VXP2eWJAR9PZVzvQqhjcbR3Au2G0YqLeFVFrlwrGHHDVYR0u7FXTR/rMG5E5VZ5EVKJSXdTnNn0hEzdlNoNbWRe2MlY4XU6MaCTFdHGnLFNPHqs+YmBMIHd2Lsx2DEumvzsa71SabmJLR27lIXXdi3r2iwSyl0Xtm4TZ1oE6SvHIg5HEgN+PZV1ohNQxcZ4pNfOceg397/kq/68uDExEAaOAk/W3ctw+ha+zFLeu3M9u2+76xMDYZ1WPuEzJM5njLGNqf857D7DuwJZxavXXS6un12q3Q2fA5eskTLijZ8HiY1lFtZf+XwZYVrGX/XLB7UXHD86gfmfkPeOtCPCukPMbTdyx8BliYH+lfTGrxk+tWLJCiQr7twVZ2W/taO8ie2S2JM4TXsnxqsYVWJYmdMC0dgJbZRPqks89OJNfDHtnC+mrpy0flWfQyPNsG1bzOQD29f3l9bKTifG1oaw0CJb2RCzZ1693XO8Q/1UYiDaiwkBuRtmxCeV3BB7se+WEwMmCXMGLNW7JtCKKbupLBvTTKFsROWKd2dTuQ9gSZTOvaoeuJQNp2YVxbsVuC1zR6xhavuH1tHG7MRAFRpupCAZ3C3GbYtQsrhobERAjDI+iz7O1fo6xbUnEmzvDZyZeQ/zkkRNfQ/auYrxxuSMiB9bn+Y2zX21MR7n0nOc/PVr0fsc/NPvPe1vr62uz8dB8MnnU6f6LYpuSQzUZGyIN8+tE7FpPR9qnM3a0XdR9K6cKwqmbyqP9vPni2p59eeAtjHr+MbPg8RH3hd5xGBTrwvHtOfXpfPYs0EZBNZLDDRCXk+GFjVTYn2qnRPb2vzEsRdsumkVb3pc3aIe17ZSFvqoq5xGhDpfVd2UP17QhZHMuE6MV1t9prqvPo4RKJ8kootenS/9vi3X6nPooRn2Y9B2bV/pX6+ix7Y6Ln2cDbU21AhRZAchft4X1SseervneId6EfJtksatnzhCy1L7oMePxzckBrQtPUY61nN2+R0DzfdItANQ8kQEWjGlN99qYxqZhHO3se9sKh8K38TmsG6Ox4RKjbS2lTLdxwn7iTFj74ap699JDNjnifXYej7FN/16rv62pICITT1icxx5WCEjbca4lqvi0lCY6I1/rEss1haKys3xQzfvIfb0vQIicPRctWuil+QJNl4+narAHB/9atE352pwnEcRucYHvValovM5E6t0/NK2fW3XTNtm6ZJLBaX9HA5x5u8VEHFuPjM6fMzaaTlZ+y560zfVjTGU9/Olr27E6dObPg/G3+8pMSV3luhX9zdNeXfpPKquHEKgEFgxMVCvvBbBE91KgkY/G5+EkBJG3XZenPXEUol74iD1M+OL4FbCPooh9SV2cju5XC1vhJ4RtRK7JAqcr0ageoFX4/SCLPmkvo3eiXHTPopaGV++rK6eN/4bnybwjVU5X/rNfKxeSFqRmURj9Vm+vV7Wk4k3DtiuLRNnJ8Zqo3IX301fz/NMsqDaTdaMrVDkfAn1Epev83HLebjtPq1Hz9XGEn2ZSgzEtevHV+ss18val/GTv9NzFscufrrEVkSTfJXHQ2JRZC13RiR+/P85CLQbRrWpDBtGI7RUXcSTzsst8A+JbGQj6TfLcbOqN5BW0CTho+rNRj61rWI2jymb/sBNt/djd77jIM6bumNAz0HaAIuYzHcXGFGm51Ef9yfwUhHQa9+3LM8Q95MCsY9noTk5o+1azldKzRp2nbZ02o31kL4oLfqp58quP7nKHtjXdSbrStuYDrg3d3PKpqz69di0dXPam8fUR8efrXSZqfdhM9jbFFwqKH3M6fNEzaVh5Dmk8/oZ4OtDzL5MrR/PMLT+2F8zc9ZCr81s6tEXFbfv6H01XC58v7u+fqhwfuk89mxcV5b3aeoxVnnss+xbg+G4d6uPXksbr7dG271T+9Cuo60fZvxunzOFTrvYvbse7+vwry9/mu91O2N5tNrvyUcbLlSxbmIgBpXFmlpQ/Yk81y5NUO2rJ6yzEJUQ6rENQqws2uBb53Zm36YKo57AyWWysI3wS76W/qZORKLyp/juYpSf1ysJC2GWxLNd0P5NqgV2x3/vUw/aVNnYB0Kcdxk7+Vs4hKsq7o0mzGWeY/3I2vF9S/LmD/VziHpeOzEaG7FezYPuK76O+OLRGLuSeCrzKnMuXNJ8SMxtYkDaV9+OP/PaEJuev5QHx0pcSWxHxro+tNH9P3wfXsO86DbFRvZB1fk5k/Pw/nr58tdw+iAJjM66i+BkHUt8JAX8enqWc78h1RvIUOdv426e5/2VNpxNuwcDKBvxuqmtwlpCiazUc/U65rSRHv/JwNK3JANkMy9XrtR4fvM7IzGQrgqLrVYY+fiqePSCQaKV19ebriQLT81KLIdX75e0N1f44wZ+PDax16zlLDKKTTV3NX7pvYHXZt793LhzF9/xWyfh1AjC83H2eE2V6c+M1rpf5zKP9tGb8v4wj0Z4ay5+qTbrY0JUSvs3eL1UUDZr14vW7rmwDO/3xCa9z0Y4ufVS7jJq1t2SiQGVkOjMw02fBz6+c+93z7Tjz6Xz2DFxZZHTMMVK2ruVvasT2dIs7gn1fnqknbTvvuY9aBkrNsp7R7Uf7fadKpzyJY55//1o1Ae3+DwVz4y6DSQGZnhJEwjchUCbeLiLWYxAAAIQeCACKTHw+kAez3d1ShTOrTvmnxScPyot70MgiESVdLrA6Jy5Lea+He2dCqXiOQ/WE5TL8p6zJnptjFe/TsOjfB6sN49jiYF8cU9E7qjITv2LqB9tZ2ZGnbj+qqa9kJbalgu/OiER7379OpzCha9wke8//ltdIE4JgHJRL/joLgSWujx+PC9t6oW+UK0vkEU7mZHpo3wz5erudR3qvY5JDNyLJHYegACJgQeYJFyEAAQWJrDnxEBA19vsX1J2+rXwBGC+TyBcFS13qfSbjJVOza/tE64CX5d8sHb2c7aeoFyW4dSamKrTXulfXdDlWzxebx5vTQzMTSCMUI9X7q3w7rdsEwhRoEviIj8Wa+6GdUkKI/7dHQOmLiYO1N0E6rx7h4R6pDbaKT61d06nO3iV7X6wV5eSGLgaHR0fjwCJgcebMzyGAATuTWDviYEpXlOCQOqm+lO3BIH8WMGVdwuIRzJ/+lXqeB0nsJ6gHPfpHjV6HVxyfI+x17Cx3jyOJAby7f3l8WAnsg0jXRdFtDw6ql6VWG76lkeoTY090WOUmqALJKnQ0QiujxH/o4mBNgFRhuse2HFtYkD7VzuH5EK5w6IW3+WIxMBdMGIEAhCAAAQgAIFHIdATCo/iO35C4J4E1hOU94zC2uq9v+eWWUuPc7bePCYhrG+tl2MjXp3INmR1nT42jUZOQvsZiYEouMut/SrhcPfEgBX6I16n71BT/kgCxSQGcnJFeOpXw3ZskCvKSQxcAY0uEIAABCAAAQhAAAIQeHQC6wnK5cjNTQL02i3n1bKW15vHkTsGfLgTgt+I4Yl23mQ8j+JZrvp3W8TCOIZ6br9t2RH0zhdjY/SOgY4dNVi0ERMC8jiAbW9YzIxNmb/5kMTAzQgxAAEIQAACEIAABCAAgccjsJ6gXJZVT/TPKVvWq+WsrzePtyYG3K33ToyfJ+b6mw5KdAe7k3cWqLZiw/kyLzEw5U+PlR3XJAaanwMXx5Z7JTGwHFssQwACEIAABCAAAQhAYLME1hOUyyMZSwSEkXt1y3u03AjrzWNP7HbidCJbWnS/jG/yyr70VK/5lnt7e30S3PXn5pOfzZcLlmSBFejRuvN5XmJAfuJb7giQnwUPdzX4pEH26dyXDxYfg1cdPxWKWw9JDNxKkP4QgAAEIAABCEAAAhB4QALrCcr1YfnkwPoeXe/BevN4QWJAPVNfnpf3XyroxPh8IjkRoMawiYJgybdR4r0ruKV9elRhdmJgyL8moHyR7xBIP6FYv+Pg+NMlLHKSQ9/dEJMnPVvz4cxuSWJgNioaQgACEIAABCAAAQhAYD8E1hOU+2G4hUiYxy3MwuP7QGLg8eeQCCAAAQhAAAIQgAAEIHAxAQTlxcg22YF53OS0PJxTJAYebspwGAIQgAAEIAABCEAAArcTQFDeznALFpjHLczC4/tAYuDx55AIIAABCEAAAhCAAAQgcDGBnqCk7N+HPTC4eDHQ4ekJkBh4+iUAAAhAAAIQgAAEIACBZySwBwFMDP1ExjOuZ2K+jQCJgdv40RsCEIAABCAAAQhAAAIPSQBR3RfVe+DykAsSp1clQGJgVfwMDgEIQAACEIAABCAAgXUI7EEAE0M/ubHOimLURyZAYuCRZw/fIQABCEAAAhCAAAQgcCUBRHVfVO+By5VLgm5PTGCRxMCPHz+G3j/h3KujrM8MLnBhDbAGnnUN8DfjhyDo/k191nVB3Ot8JspihP86/Nfkztw/35xPrTfWw37XwyKJAVkwvEIAAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAiQGtj0/eAcBCEAAAhCAAAQgAAEIQAACEFiUAImBRfFiHAIQgAAEIAABCEAAAhCAAAQgsG0CJAa2PT94BwEIQAACEIAABCAAAQhAAAIQWJQAiYFF8WIcAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAiQGtj0/eAcBCEAAAhCAAAQgAAEIQAACEFiUAImBRfFiHAIQgAAEIAABCEAAAhCAAAQgsG0CJAa2PT94BwEIQAACEIAABCAAAQhAAAIQWJQAiYFF8WIcAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAiQGtj0/eAcBCEAAAhCAAAQgAAEIQAACEFiUAImBRfFiHAIQgAAEIAABCEAAAhCAAAQgsG0CJAa2PT94BwEIQAACEIAABCAAAQhAAAIQWJQAiYFF8WIcAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAiQGtj0/eAcBCEAAAhCAAAQgAAEIQAACEFiUAImBRfFiHAIQgAAEIAABCEAAAhCAAAQgsG0CJAa2PT94BwEIQAACEIAABCAAAQhAAAIQWJQAiYFF8WIcAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAiQGtj0/eAcBCEAAAhCAAAQgAAEIQAACEFiUAImBRfFiHAIQgAAEIAABCEAAAhCAAAQgsG0CJAa2PT94BwEIQAACEIAABCAAAQhAAAIQWJQAiYFF8WIcAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAiQGtj0/eAcBCEAAAhCAAAQgAAEIQAACEFiUAImBRfFiHAIQgAAEIAABCEAAAhCAAAQgsG0CJAa2PT94BwEIQAACEIAABCAAAQhAAAIQWJQAiYFF8WIcAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAiQGtj0/eAcBCEAAAhCAAAQgAAEIQAACEFiUAImBRfFiHAIQgAAEIAABCEAAAhCAAAQgsG0CJAa2PT94BwEIQAACEIAABCAAAQhAAAIQWJQAiYFF8WIcAhCAAAQgAAEIQAACEIAABCCwbQIkBrY9P3gHAQhAAAIQgAAEIAABCEAAAhBYlACJgUXxYhwCEIAABCAAAQhAAAIQgAAEILBtAv8Prn93qX/L8eQAAAAASUVORK5CYII=
//好像Covid-19會延長180天.那也應該是2023年3月才對,怎麼多了一年,變2024年3月?
我想了一下,
最有可能是原來recertification的效期, 由2年改3年. 所以變成 2022年9月 多了一年, 延到 2023年9月.
再加上Covid-19 多延了180天.就變成 2024年3月.
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