误解(二十五):生命存在着一zhong看不见的频率当彼此间的频率互相对应上即使不用语言也能够沟通(4/10)

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5A4sMxiygO2y5/0l/YliDuikSHcoRpl7EJgGUEDmxdd2Ptgz58nDVZpGQ/9wrOv69woBQa/DZRGPqv/LP4IgDpUPiftCnJ/GgkryhX9TZGmOR3u+7DzxDoJyFlae6aBZqKdmvFY83Nu6KxbaoBKjeACYgsVRamk7DnVeQ0k+XtWBn1TfOSqsSrHU5aaF6cx9tzFs9db/sbnoSPQLQN+DLQeEdrkJ0AzEZVZEk/V4cMQgsr9kKDKgPM9kFbPWnKDrrYVRjLiInXD+kCTb57CVga12WHouGgrgfbwLVxhPiuuX7OomCMdzaAzhCNoHFLwLl98FFH6VlE1pXd5A4pvbSedSnc4gQrp9zD6BM1shTOqsqoW4ayeGrCbt6J6qT1UEOEihPU4vovaHOJIlfg31JnMtYcSP07sX4E+Oj/CSjOUutTnQDAdU1e548XVwh6caZ5+gxd8BosdlPc6ZLY0WcQOyozICPalufF6jGgZtoEwmjPt3EpH06+cgJXnDYjJ1Q/i6stUlNInDLgwB5Uc2knMkQ68Jl4eMxwXUGiy9ZqdzIA+wTMmUz5o49q+M2hx4IIWQS+Vyu6jlaB8gBDzQVisTPinuhcVTyVi7N2/Sicq4OJT0ixU9BEVzUzaoZrLC+FXkp8ddWn+li12tevibdjM+4tIBtfJbBnpfeBw+9VmK1fM2aSFfCw428HE5LJXoVcHwnEFXKR3dSeLHK7HHsM4apGezicyUU0Z86OgNcjo1buhFkMDPaeDfzLB0XxlhzizVNZL6yAvin/aumlKzS7Lrn+avGhnXJVS05u970BWG+dDBSDt/q41OSIgMZvbDSCHzR4IaXPZFqCpALmESozOqud8lDSFQtGp5qw13wr/9Yn0MOmhVfwRs9G0xd8LWKqnFjiY4nPXNdq3syv0xGt5koFHkWKw46qLsvylMUg5BelL8SXgNMVWwRWuACbGiUQqTqy3zFOUMtrzczIi3aFPdXsELQaE2h74ajnyHl0RI14XUfz70/b19udici3sdLR3RTRINlDDRsyOujE+CEDGtRNHhQdVYQgyYXQMWAQJdr0h53wkYQCC10YOxujdstXwm9PO9lpG6REDe6IeGi+Xj/Z5p9isLcAxLIJxldze9t2r15k7Dv6T6G7t29nPWDKuqNfWUekHvhOAUMKvdNjL0BM61A9kZhrUsmwWAgOJ4tAVdEDEzFw3YP7kfPFWpKWU7WKj2O+au7folqvo6jXm3PJDa2Zd522P/HQWyIP8uphkKWwTYiBeF7nlQmlRdvNL5W4Ra77bWTPNKRGXIwwbRHn0HG+UV6AxBBB5j2XWpzxlRbZ4Chs1ytpvzKbCq/qs4mAE5dgK8mIQVLRiE8ZCSqdsRsEG+fJYwzCDnfEh1cWPS5mg12ae+HD4MEDAIvBwx1u6hPKw9n1Hyjfsh/QxwaQDVjRRSc3blYYTxvG/jhjSWUL31xliAJ6RIBBCj12P2lUkNb5AMa/UAhQA0t2a5DsRb9rl1oy1bi/W1OfknRqD00B753GWnhJQ2Yw910h9SRrVI1jnYskAyzmyLr/I2/LxsP4agGXaJrqewNRlCGX+BIvRJFjkgPK3epAY4riCAYFticN76F9n4oP5ezM+qQga2U7iQ5as6ENFYAo/mI8OePZSNeYLhMXWLnh7+UBPkLXVHiONhC6bQ7NfVjJnD03mBO0O3IGVLUK6JwHg/Zh4UI42B1hfUFFR4CZ86ffIJ8VhIA6Tn4co5aTUnROEx3iZVggCQim4xg+hAC7zDavjOp1+i9GH70deihzsMWhGuKDEO1jPJwmAIM3qXLDzIJJ/sncL1hABj47bsWx3Z+FuZyn2oA3fQC4H4guJO+uvsLy2a/xEYtsAzEpIWRcIpOVjOev2LbIIJaLR/BMPAshfIuW+0X0KheRZmjZxGqwULoOS+E+9F7E4m8p6BQEaGlbWVdKTGhUTOJhTrgF4tGanVStnbBUzcM15OyiHmORS3Lti9GkIk3vnX8jbs2v5U8voAhq1ljb/VZHH+w7JXksroJuM3bxKCv4ntjPf+D5Az4ehdf7pa8xnCUnuQh1oPoDWEpC4qXhfUgkPN0vw2a4mkAUcmgq/wxjNSsrZDCdOgQ901VdFkacOXILQXy4+tVbg8ybgw2KB2Vdq8mK4PSfSAXa5Dk5ESwMLRrRSLD2S3PNmvhAtFAjtekLSPcW4cmU31XWWnZMuMDFKEsm5dQNuV1s+kjUjtuqoWohVyI4XNNVkbIth6DbDVW4LOSrYdcE/hoTi5thUGEpXD1MkQvtdh1mcyVUxcTx+BI18AukQ/NzQW+jOxq1vk8GepDt462jACHFd8rMElvndEOrWV6HgBIgzd/aUh7zETDdDnve/a2jojslkaHix87aRXy3yF1k3fmhBlsln1fAJch7BmiY7i9ufwnrt5D/FEfA0ESnEaOOTQHTdtg9sz3EQphctdIMCDpGkPJrCFgLajYGj/qs1xaGurgDL8pKTdi1zI1tmXicBHevjxqcFDL7zvycsGOOd7utBHDW+1bu77bc8hzf82TvdfLi27J+hSxn3hR4/n92hekWeEGQxWdLJ30GsvCeLfakhO1wFQL+B/LjCgiZZ1ltnYsUT57ael/2Q7pBZNbnm6HQUROXNT5ndHYPawip73CoUjfKKQ1pEQvJtjAzUK9k0Pwjme/3wbdiqDF4SwlN/ZFYICh5jT+5g6JXAb0rFW6DJw/THd+fRVXj/Md6pQcLaLEKb99Dy32qM1Ji30Op+MaGi1cVWec7dK+k/S3Jd/rJZazaP/dqUXvqUnsqabw5JNWdbQuQelu9KcmMfLlkqOQTWx2BNUrQrFB7Z04RIROEFMSmPy05E1OlgCIgOOzLI2Ls0Oovp768lkff1Tf8bL3JyZbc2JSslJXcu6ZGSo/7ODfsbei8+E8o6NK/K7r2PY4VG3iz2YZTMbFYwpdP665n7r4tbkek/DVUBzQL16Z1kw9lcrTgdFpoTbnid1mlBbT6OQnXxRLLipokBCy1jnaJ7g43Ap57NDvtkaYiV8q7WviyI3NbS7tIFBrGFYDnxmR0Xf/AUd0QjfX0eucFW//oYAfaB2MRR+3jvLRWnsONES2sSaSqVyD4edgpIcdFbInjdkYahZFVsslK9zUuzh0V+e0C/eWFd0UA746ul2OxMTr66I9T9NRPWZD+Gnf4sEPPqAiNxzRjObC2TLodYk6ODOqGIinxUbDzkFZ6CUIM5Iq03zuL5sWPGEB/ofV+ZvcWd/JvgDGu+4xjq/lv0blG31A+4wKH8g3xWiyHBfTdXQSbqaqkWc5pS0EmuN2QO3GZ/3Yftd6/N8WLpqFle3MjGxohtbvTCshc67STdJW31PzSyVjpXKCDgL8UU2dI6L+qpTplNl2QjeaDf9yZYhEsRaDCujbBvOLSlDD4LLCYYH+IjZxiCcd7LzzUT/PuM2qs3AqkyqKJCxeCGw0ozbu1p+OU2ExeTX6UHK+HfGaZhoC4HIqwYVl8dUaVfrZEyyA3vj/AGQX2zjS8vuky2gyXwH9uLAoqUfBDhB7aXknad8WRMoJoJD49ne9M/f5xWC9tNN9aFJsUzZ02BYboi+nnrnjijPpcZDbbqe/BOTeBRwCWwkXl9VgPO2qCjauUYZhxXzgCWrztDKEz3CItNqoV9CXglVJASGhUVQRmpALm0zGxl0YvO/WLCdE5z4iTXaAG+d0l25oDEjmSeNnDOwuIpcK/OMvip0tNkipqSnlG9k9VV3Y2F+klGmriaFtqnD24elC9AehRT5+mHBx1fd9Pr+vV7MAnao1xmF5VxSV2vM9oUf5JY6KCiCJQJqNfkfLp6o0cZU836AhEiOr1bWHmhTosItLqKca9i1I97TGr/2XO38j5PvwTV8Gz3SfNxZkT3uqaUTgDSl0gWnvzib6jD5Xk/8+GViNeG75If0GBPt2kaA6UMp9/rhEgtL6Y8ZAzlfnNoLrmsT7wBeGEG+RaWwD2EhdPbAZ8doxMbzBYjKMmQ9uj/SMClTXgZi3HszNfpdJUOBnfBbLex5SHRHxoSBhbBva3c49M+PKzbtR2CmN3PiQcb+vISv+SnntcoD26nA26SG5ttCdjLv7lYXA7d75TnnLSGj2Cg20a0Pt3lFMkIVzpmGBZH3XK6DyM2TF/qhTQjH4dnKmyORDzPxPchu2GWYNeh4MSgEsIZDAj3wHZmxVyF6Zb051rdFwvNS3FwWmcbUF2sQMjSZJTU2iVEGu8sNZ4n6InsVVt7Q/Pp+RBsTd0KFUJ901EbkvxPkr7MrB69FSX1VLwoH69oIA30a4LKMPTbbA4y6qwGuivyzr4fIVjgSRqF6OhjMv9/ksvEAUDLTOkfj2VRW2EidvTVT2ShpxE/FaRJA874cIwEkRUYyi3V/6bUecY/R+SSK9wJvHgbi7ZHOEYW0M0iHaQVmrlA87I/goeeDIMXhrZ8ko0JUW2JMnsWKIMVF0DlMMYH7fbl2MrkWn9vX/+9deGHBw5eW8H+JxjHg/ASLCYMVGWsoSl9+EY2MyHDcuZtiDKsCm6XVLx9q0E8k3eO9Glh1Vz3J2tWxRrQiEe13Jk47wttRLpfzMswXxKWSD70AZV3ElIiuSpaOaD3Ml6Cdm1ezv4mKGXhEdKe8PVV18iBwN/pEQQB4QMtaZRrFDZGSe+WIBNTu3K4cTYiYcgUpvWkjT1rLGvBTfWZetG62v6Qhi16SW0GZaOM/Jt1wopR4afGpcQAodFbpPYxq5b6zjjLq1o9Zito08u037/5s1HWn19a/Y9+wqC4W694BwNCTmTVu/Svi6FrpjVIIHf8aIGlBK3n0b14huy/jKk02yvs8brYHm8lxR6EsRKRG8KvkC85G1gz28PMSI251liaT1aEGle6M52buNRuF2lyuVqlDEJMdk7ZzsbUcFFAiqwzE5NOWMSNv9dKWuSliofG4j1NUdzoqIwccOrQqpwKDijLMCw5JjxutOUL06XMFAxwVFVu371XillXZdVw8ZTYqCUPz5XGbMGfP0MaNbJNIHL0wyLB0+GEP9Y6fQ6jeiA6z2DNZNhFkTSs5ws+XOn+1CHwc5XHriI6A9WFllo1QfeGJRZdwojNpzGYaAOMQUacyBkWGSqTthLimxJCo9CG4vv7JGL8HHMXpUSwNb+ho6r50Ah+b4dfEd+YOkYYSPmw2RXKNaZ65pG4GdccGh28Nw46AuRflt65VPUUP5ZtI7Shsdy73rIxBQrkr/gJ/poAXiYjilnDvtT8syzi/ChwMLgY7Ha5uiyFqv+dc+GIx3/t4mHg1g5j6gH5aAwkVefAq0cTUdMvZeIX6afBsneoe/1brFuzHEQSpg74JHc/tkJsak3AGZRDDrCkDtPWp9DAjTQ6ubiLSAk6e90cKrc+IPiyFMfcSu8Okh8EXncDsrXWRJCq/qXZSSGdV5aGT2J5ImPd9re/RvPXfsM9b1TZiy9I6jshCH1NihbVk2N06PCSIgNOzNKWENWPagDAkKTDUxKNrypst75s0LvRq/GcAWhxSw+DLyrtq7BfQR9xBQEKnyUROdw/U2575FHqSq/TuOwtUVBImmF5BpMGhNtOsNoKcMrg1zlqZd98BeMB3z2htxQ3vSQ0u/PG93CjAZcjvRgM81m/1ItvxfHZGOfIIAJVqOsdLOI/GdvkXKliYXMmfI6Wj+jNcTMvSadnavVI77xYDnQzqKJvQne3IVksikQP0TP1k+KkYwsXOwjmL1ypunXK7llz9FfU83QQdGTV/vutqya9io64tvs+XTXAuxjA/mxTvR7MiQGELXi+k3gJBwbnP/bjK858HwprBYEB+VmMIqF17JXT0XsVfbAduEm48IrjuzqthLXJm+jUrNJbakPMJjtTywZTCc8B77FcUSXyrNa2gGTUkZhnhJmY6wb2rloQbNqN3tJTFwzXrWs+xxUD5Y/c7E25xyfq5L6zzMYarQaf+91OjTPt0rDt4BNBk6+cZ6xEV9JWGikAgUVXBWs7t1lHrtRvQ+e7k5LbnwedOqWFPlALNNH8RAigGd9gQikxZqeoElIEuv3hMf6cRmJVDkwBxTHbIfp2JPR48sRDhyeiAiGUQizflf45wUhtNmyHbCwdjdcPRXNtYs35q5JuemUjk3uJ9kzk436lYR0j7E8G/ca+yJNGbzq/zgxuOlRa0i+58cVGMUQ7BX7qqFq3rTMNyxDmPJ1dGyWN7VfIHrtKGn9ptfxAEvVp4P+m/ogJg48BG+ZrNf4X8LN8hxCr1ZbBillzSicbPF5u21OqZGMwKNxGgSwq5+dq5GVlZ0bhDSFTp/NxKnIG7DlyutBMx9KZ0UL9gVw53KjAtxV4CWKMrrSgFVWdJhpKGoFezrv4e1CpSx8HqlEfxAxXXuC0f8TTFPxlNC2WcSQW1610xvSNyGttHwpJ8NBpesG1wfHHT9upnlKveMEKOO4MFaLKNqksVaKC+z/rx4LNz0+KBY3R/jPBHid/RDp7UWLh/xRwrm9pBxAm8BYAmsO1dSRcvTAJHH9NLhJV89oFZYv179ZklOJGAI3JOToxBB5e8aWvJgXvU5HIFMMmYz2uZOe56nr/tQDAs03nR1q5w5XA4XYfnCJLyh3nXaucyIv9YtDmLR3JR0mABf9L5eeFHQDAE6pJPUDzzjeyKBijXSEQRab0PZZ+1UIFR2UZJwWJrrI+DctK9mP4YuwCNLp0SppqRlTAaZI6oFXKOlB3LJ5SFP0dJXQOe+iQXdQGSw6h2UIApMRvIMCbWMV6V4FUO8XQ+2OFVR8SNg5m9moKFKCAErr5RooBPg3CPYEimqUYca7p/NcHEJzIfFRYBYOGYIe+AkrgOzJIaCcDFtiDt5h9Cqo62YHct8H7o2xcPiBR7GctWKj/W4YpKgglIjwC0rrl8Glc/3YBKaM731yTCqLUsb9Trn9sgaLISzQZ+xE3IQvu2nCOubgm6Vy3mAxVJ79ttIJmN47UA8Zvpb96iK6TxGmnf+bM1mbCCeYwiAGIah/EZqKTYRokTCjdOs7CqaqJY/8Q3yvuFKoqXhl4PPFuUVH3zC2nC2KkA0A3ps9hBXbmnjWznWoHpVHmwIYG+s+AECxYI3E2hgM9HdA2fhFZEr+ufVmPR1Xu8I/G1wKTNYWxGAaDCbnO9TCoJsVY2qObLW1uE8sbZSke6uuQazhu6gMdF0i+g7kh0cwfiZtCfRIji0a7nfQjVMzZuenHVcuqUTXaiyjNBmwV5mY4Gbt+S8qWJ72psFHwQ8yAYfPqtxAK3zUDMoqmYVs4VRAQhy3JISjWJsXWaNnW4wF2voPdGwSzJMdh+dNDS+rXO4p3wx9FTHSFQBYxgqo8PIrspf0WxSBWjsloPHUVCDSuK6aS0hVW6kStIigbO/yyUI7dQz3acpD0vcmyn2UEILkSNyyjPo7xkRN1H1X/8ArsI++BWdRTh3sMflJ5uIV+IuOa0vBkP9c1vgipYjK1XfMzBefr1YCswYDhuYUIFOHLmXkP3rGumbdEDSpo0lI2nYfcryAoRU5MiaugSle/OCfInlXiKRV0BsWlgNtZdjqgQdVaIy98luKR2VPSnGY5jm1fO7XEqVBCvh+pmKyv4wnSfL/EZEKuNzyymYeSUWmUfI5W8gSYyRZrwmS+z2cU1u2X3ztjxNGk5u8XXrbSua/tJUtib/ll0Dcb9LJOm+Ic2PnrOsbFVdhPC1P5S6+UdxS6KvKC9A6lTJWYwNVvly7bP0eJ9Sepff9JyMlZbKSyzxsDPFgQNiM6UgVJ4KxuD1GdFJlsi8sPEIUq9ZldD9UFmOi3U9UM51R9CCw8GppSU8qmp3EERxuc6QevUYYrsZuT3yYG7f5K4mBqzDC4GJoeU18lqe2pdiREt0mOD/MyLf5wL+YCS2S1cIkwdx5MFgdcaftWORYkUBhS8qiqCCl9uv6Tk8aXllkLSziHPSB7rhnNmNNA7gyo0ba8h8wXXrE7DTh5YmJGKXsDN0jllaFHeJ3ok3zKAKGdgo5/GlTb6u2yqF9Ofiuk89tcXMcirnLO7Qo5J7wg4HFzeJ2n8jseNsogQdqdzUdya/F4yxDONqQA6dKoIg4p14+m0MOEYesaIc6CF960yPtAf9dUE1NZJ/LxZ+Ox4p9MGaGxxhdm4TcVRsjCTXJsqj5wB1b4E861cjwMCBYIuWgdG45s1TB6wpaYtxcCi6FTaN44VoIYsiR4rKEURBZQccmcmIdxziVtmqbnqAm3MsACvkNgqUcBf+WgrPh/vbPtTeEyWhNrMBsceskIH/xL8hgDB9VWdYulAp7lSoPzE9omCj76X75uqh/o7lykh17/bhY05GfwOUSFCyPV6+Aui3kYV11f1yC+HPsX025J5kL+QIxpoaVyVAGIwuIeg9J+q+8DzCUlaACqpZzdM33Sdq6QICCwmYu+o25NFFYV9I6dmRajZi5NeV1PtjAlOJju3LDlVhFHGMyOpJSndFsiTQGIvTOHGkEG7gf++RADP8VyEmfntgWPVemYK/Jdk6LRwA6F7efVAoxL17joiRjaM+iFuivkooKzUhHHbwWiuNBz3O2ZDHBQIMjIdy5cKcnvpdzW01ueEIXqo6EBT83CGKYmxPN2ROAVqNq1Wrt+4shaysdBdBs+fMV1J/rT8pblggn5EEnLBhua7GKE0MUH9OB/xcoviyEteYJMpfchFFVSgx5VgiQBlh9j8f/JX7ZgEnnKXHr71JkZlgr7OU/9xtAp91tiuEdjsJ+Rz5wW0Eb+04ZmWi+cNHufnJ2S+iC6pZxL1ZU+pNthqfC2kqGSdguuwLpKd4FQODtpK15DQm3judwoXkbKIgUbgIMOaozZxKftDGqaEUcVA+75ZFN6We6H+DZ+l58YmzhN8fnj1jhaIfLd2QQ1tAdwgv48zC1lxkmfja2DRw3NqYIZwXeFcnva5HzTnqp7KFjyVK1fXs62Ez2bxooN91Wz8l4a/o49wxicuxeuyAfFy3cMlVutvScwSebSYskpF6dXgAmpcdl3VsUbafv8nBKrb1HDIxDrj/kYizmKGceg5Bfm2iR/2y0syVjfJZazysMMDNiKuqeujoddB/ZZOBXDYjTaPQMjq8/8BTNHJVgnJJ7oGjVF2zmRRmynoRwEbANbXXKIghzCU63z3CS/shupRzD2U+caIk9qfW4p5U2rzDQke3RfRl/ETDoM9+QRaU0sJEVGZP2UMSUOQlp2+Uj6g9gIwmQqPc5yXZW5LecpYfzPQeoLu+8+vPSDkDBhB2EYH2VqXgQWk/vuo9kZs+0mp6x8Uxrea1ubqrDqOyZZru7SmfUmc5NRaJJenSYWth4S5QFvVU9OyRtMfU+Hgmfub60/gJKLzDIKAMqUqRKdxl6XhFu7xwaeVPJ4XD13M95oTcl4QYEYz+nF/ngL+xs9sdqgCLZOsKR35OkQJBGmTwIQFFX80E7l1JiWRMaMbY+tipHARP5JiTvY1LNAObNurhzwtZ1NZ5LSsjl12eAFvd1gRWX3CMYx8BUJRigoyLznWwM8VlIM9SARHOj8XCrDGmhjgF7G8m42c+J7eEnFDtm+7UmCmJUvSuTYqsX40eNFyDICfiZJri7OfZMyVTkZbkYP0gWRICC+5xZmpXvRfsyL3OTn6hBr4hGUP39l5VUroVqfI6mYwg+LNarXKGmOZSDh6WNP7n7lHYiUk4c/2n1k9uMmb7T4q99m0FZXmSWhnu6KnDhLOVwzKOGcA6+3h03txdnZORguK+SuUp99oeR+MwaMKYTZ1wEdXTBJ8Ckc+UwS7AjY3qCd17/fEFwCwmyo7IK0eOp2iBON6Ewl0fR4JnIW1RZCmJQNX3sWBveGA5rW+/1vbnsZi1zM6IrfTI/LeM6m/36yEjjK2vI20LoYVc4vJM7GvXKXtdIKadbSqNccjpUNd0QHgfWpgJXQxTfYIy6OqU4DmZc0XjjaMHtkqgx3fKakDFu7dom5qwT4J4u8bJMvlh18nFcA1gWiOQ2pUGxIXaV7Bic2W+YJXgg9XUWauxDebjdBQWvQuMLqkFG3C/7/jg7qgmc5RsU25Pfik7oZazLgCNWcD1AYs4SDtKs7dlrt6CRiGlZcwP4L0gw/d65OJh+hSxXKP1UWCt50ns3qbFB+6ucNC631ZQa7Zp9SICsGFNZK9BPgRcgulM4v4Ad+BmPfEGMSIIGvExkCHKWQ7PcOf/Iu/qL4R3nGditRG7Z1VvFJzNnwNlNGyEdvyYZvLXPvdY3pPfko1vrY/V2+QF02iIhZ0DUeMe/TJ3I9WO5m/qWnXN5HXA0y7qoGNcjzm8EABqJOfYr3QNKudTBYNgq2BkFmlBdEvaKy7NqvQncbacPktcyb/1LuF1Y37IQwFxGrHo3wm7iLV/DXtaIhThEFKg1fUfiEv8HQg7jPziEwcixxmJZtSL3y2ccFd5MSrrpOYnJOB0u27plpTcSln3lW0vi1R9rZnv1vbOXhn8/0jaJXkkn4M4DHMUp5VZyHaDZWKYu/amHmvqvOL4V5hFmvcqb+a/H36QZtu0jTeyxA5+seZkAT3hJbj4+yjJ4YSu5rU8bJdEdE/1ihsiDTptQARVo6qJ8xcuqG9JKuRMPWrQJQzsIjhHZiZkEVKX2ICcy9DSiaz9RzTpmV9o1wcHgwtSMYL7tFgyu/OTczYtyxQyLtg3aI6Hty/rw/r+klQD3DjLqeegDs6b7LPtdrjy+MCUKOmgdJX6C8pyewa5wnJsspZ4sbIaH3lhAtCuk6g/hjpdBLngeF3TCjhfy4m+h6zOHv7zLmGVTzbSKi263IaDbWnO7kluPPxuekhFGf9Hzoy6/c6dtoMIfwaiA//X+//ff2BkwLTXhGl4c9l9rtgj0eyrvhP41upVqtCR1LZrogFC2rw1L/9MHpCNYKXVZSJUi3NoPpoGEamK6zg1SlaEnmgY3vADssh4+yvtOGQyv7Mo9EfHvMWTVOYne2sFd0xmXx9LyT/6bSncqjQeRO8t8nFvtKLaHbu5oHkCiN2UIc8Y8/FXn3rtD8nwMsEmXceAbRE9h9NfHt4KZUfha00YiF8WSwxOzzn3zTH5lSJXzIyKhqD70kISdDMY1UcFrIx0QiZnYzQS7QJ7clmqeWurbXMx3sKR4bUC4S1N1Sij9BsxH6ndgZl+OdCfb0/BNbiu+xanLL+kcHakkVh76Rz4h0cs3m34GKzV9SdgAnTTCHDcELCty1Tc2qysVsQy94fHOfIBxxJoN0VdVqQDvhlZHTv0A70kWcQgDxQzln0wtgJe07xoGCWTrIczfVWWW7V96LxNJF0JiyBkLzRg6BCEq28EX8J6fxPfJBWU7oRDz0VFU9zs3yARfO4MUV+YtL9v5aNyxMBUDJMfdd5P9i1AjaRmDyknDkd+2wxDFddgYsDG7AyBH484vfXaxuz2sOuJMqyPCeUZ0APNpLSEjabunp5fw+2a08HQvlDG/7rFrMlgvA1wwATjuyWu5EluexBWHsr70xiet2SOBBODIGg6P1uPoaMNaHu41+Z4xyhpt9HSZYLVcc2+IeqjZ2Nt4FIoSs712SZBnXP2O2GkatZgrLWFxlqC6SeqkswpxA6ithAzTCNy4+DY1vDNDHKxlTkCQfDWDoNzMqw+wcwVspKQUw0oWYE8afEz9OfpGpsL4sx7F/PC+H9ttZQrMwTTj4OdDjBX098TRcpj3Uzei9E+D+PDCuDruOafUBfmJrqpKGsblTUL+DVlGnX4Eo8TKjfFEzbN/Q52l0XQl6gLpnnjqbTgYIsNa57k3kU3lVWrzR4jqCglc5yfuL4j5ku9eWdV1KLqliXPWldIpocARLP9dwPt0QVoqHmBQMjwvPR8xjOWg6SdRu3mOntZ2Oce1tHmNGaeuHWcoe8xiKE/pWK3r9tCgPK5WmJduNxWB4n+xCfEb1I94bdbJ2zukh2LEAP7w6chYTNmR4WRbjBRXLtqL0O2Shq180Uf4bKopIMlm6onvO1EEfsFIxQIVEWH/gLjT2/PmxxtkJeS3qT8vLA4PuIcP6IEnwNRXwD5HmPaI/H08cFUcuAPY3j9AeiCK/7K985DOapd8agBD2g7D4rru9ieQ6tTFcorKvQSs1ukECYbvB30skhUD73Awjg/R5Vun1pMOpdpbsLUL2ZXstt+XZAeBS9ei28GTMUnPfiL+koVzOrNVQauaY+8bBloV5ULQU6cWzi3pYtuSCk4KnXVRM7vTpicfq+dlV4EtmDD5sESbUyjjIaq+LsVcDjP1og5mwI5raSPpOLdBewkz1Uc8xJ9jc3Wt37jUPU4CnCMELzQnGD86qrpw4jkmx8233wtBnxZAV2SrFQqoPjrL774wTy68GoJW8N3ej8bSx8kZ8+Wj39JOW4jkPji0jKdhgj9TBI+eYLyZfHju1AbxY+yldz6f9Tjj+AkQv0kzOAZ2MNKHzMuKXj6XJpzlQpdv2I4xl7sHTc2bASVetdd/3fQpl6nuPnXgFgfI0Qrl9ssljq0zh0qSI1nzM2ftLEBK/NlMEU29BBtEgGMRC/QK7SLoE67aunesp3fhjPcv0U3j2fsvQpTlgkDI4lysCIvInKI5Mh02wperdc+MxfguoIm44I3BV0m73S6GuDPr034+zWjhBRxjgTSoLpAoR5deGE++FCMGnrYVZDChNQ4h+lLXo7OogO/5tvDPDU99VcBuqk8+qkCHBO5Ak1d7XeLzpXJg/AY5nte/MjIEDmjR+Ip1NFyE8K9gKehDZvtXRuCmwVEQeqvBfNfzbJdBpC7LFP/p7NdLyw+9JmIM+fAsTdsOAe7OoPoRYaWuMHwYk//8l92pvD3/Gp8bufEVCqVVyVUxIjvuST/BdpF7P6L+4cGo9jTmUeYQue3h7hgw0SqYsysrJHF8P3d8Q0hyHPb2DubMpp7SAHyKcwrir1qwWLaElCHaoKCZ0gBP5geWnbfB/SKWjCoVgeGNbmJOg2XDAW1zYAEB3Iir4xWjkVVEOr2leMaL25f8by+gY8nRW5EDIjpwNcJZc4K/Pg16paVrGeJBUzZOULKZ791sGWdRlak6OLuloYkG2ud0PtuhQ6wZCkLBIBlRGH/odUZSeqHacPWQgcVNOSqxrlyVZvn4KKA7w9lQf5pkD1uwZMWTXM3ZTSZ3Q2bjwj643qd0YNo2nG1rkpkRSzf0DSPlUYrLdk+R/R6J2s2pkhuoBWOUS/wTZbrHeXolo1Ya2oP0RGvjX6oKWaexLpPbGAQh6nOg7ueAabcMvnjzDR5P/prGTvADW8dPRCTHWybsZBaoqapJQBEednFnsqJIIpUeyHaPf8bNeFC4vZHOIUT+8/cNVUW/4mKu10K2FIkLnuwGOv4IhdEF2uxbMsOSHm2JCZFewVXjF3d8RmhJOyqPaCzezew1Y8muaMiDgn0iW7AgsKTfR6PrPpPIto0DpDSGcZU/dGD6IxT6z6PcR9qaTOJbPCS8PiydEqYL42w7JwvYcOEvzrkZYuwjPxpWZ1MVEFbduaiZpgWGU3aJYfDjk13pl3KKgQbjDOwn9ZBOIkqxoVMafrVq4587wTmMInY/H69So2dwPGRaWQBBZgf7dSTL1g/qKKVAWL/x2N6Kn6mG6gyFukgVsc/BtBKioSIiidaDwvnG4j1DH9IOAk3Z4hIhg3WhW+zHUuLwEk5k1sIxiFo2WJbYQ2KjzCnwukNtjAxZ0Xbg22tuqB3xwapg+rJL7Wjf/Nn+AaMZHc7A5oRNNCoXU+Y2zNyxhkvEWVeCHzgsYl5+01FDtRccKX2riddH4/I5EaRdqr86f3Qrl6P8tNSVsEfmHMNYrBPcTuz5ig7tuNZE+Lab0t6/SoD7ZSvCJ1ZXojER8D6hR2j9wdYMaZlBzcI/3guwNa1neSr+cwc6lBtQYbNkSkhQTapcE3zWb0BG20tREpXJWSMmzkKIeYdj4Qi5LMBNisfMGHcLrG5kFtnbX7Y/kLYBdrt8zHQiyrc/SxzU3W6R5V9vSriZ9yzj8N10AIu6PWdPdq8SslIZ/aWD0b+QRlC3T8NwLd72Dd//gMHswghOkMjfUbO+1qZ/pIRohE42QjsZeAJxg/ROJjbvuAraXBc3lA/ihVCshGhw0SCXngRVYsgLvmU2nROL5BS6yF0YHEzjGsTO3k7jf/d1RL9T04OnimuMOTPL7qYeS1qpd/xM1Y/A9+NLH9744GzhPeuyJv4DM02jlSYVGY1Vv651oq2uXD8wkThNA+zzG0GUivSy91nBDxwf4xNdQ8O4ERhwH/2XtZRaJAm3K97I6JgL2rhsJKiNsxB8yj7Rl5+oVRa7moFwIGfft3ysicA2BFKI3ZYSF3Wsjt+zTeqleFahS9UuBhhO+MmC4dg+lPyzzhiohW2W4rYX5nKFRlqY9WTxvLQ8V/K0GEjqRYP6RHlnoJsfw72KogSEWT7iktAY4Clv5EtDfs4XtFbyS9LIM6NgLk1TfKu6jFu+Gw6/KEORLdsXoebrv86B97A+mp4DSRm4jv3yrf0f/iRyVYcVQtmpFq2JYWG2FbIzZesiubnGNDkQJOa3PpO8CGpWLI0TcstE8Qek4mXG/kzU1XVKFhrIZu8zbCigkrLrX2W4sQOH00QrBxJbWomM3fiYsJ5gK828eLnnCJezmAsWEEleEt8/KPIz8uSjO/SAuBCE2jsl8+gjLDEMmtTZCun3m8xlVN6+scYl1U1SMjxYmmBncBKNTVUfJhvXRKya1ADkvze/dRiA72OBrqzwtTodZszVhohZ3shZ46aNGeNvYRhnkvyv/zIRbv8FsomkKEvbg0idkDdoyHCsVj1KcQxP6Ftgvhyxii4HFcLIfO3nAlZUGUwKOebg7QUC8FF54sCyfXOjkK8fZpfqyVmX/wLNC+NQQsOTgeFPgfQ9ztRCIBdu7fd+P8csZHKxv58g8Z1bwoMXtTE/EAhgC4AuhELGNe+H38K2W9LDps3uFPXmNPWXoqXEvVQdyHEeyPCOlREEfCJRlmvyeMkpXqUBxmh1lW+j6oD6QmFaLy+R/WK9Z+OesywutYL2PxrYlvqpajdH1blmLKxqyssF9jPL/7pdMEwq/s2MqxVxBXDDKaxLZTcokaxEsdmzcjRA800PCuI45++JHYry8a9SrqsS0WqwtHwmS+38g+y56ydvE/7Qd9J5fS/6GmsqgUrRgvUKMPrJ2qo1YMxXD6+K2QbS+rYOmtqmUKglMSLmCpI3OEpLEsuubFUBTqh6tBv+cAgKbhGsx9KG0DnM2fTUzKlPw0XoNI+UQ0/k1ZhFHBjwtBsufK6rPaMt4pyO1ZuPee9xbQqvDyJcgg1Ypspvzfyq2lqmNVa3dHQcLqH54rGnR2SAQLXWfCqOi4BNUWfyc+VE6F3fFC9w+1HprpiuPkaG/QObXICUKigjeBSv2Rr+aLNtWYJb543MDws4GHnGStolxCRvivimbJtZ12RZXF3dmKVAsUfHyXMzdb/ByrK7kAJgtlJw2iWjZ1pfkgbXWEjMAuDLZh8NJ9XrHSpRVtL62WBqyfsDvIORD0+Q84QOZahD+rkS54Ty/ILa9bNO+e9pZYWx9H0lGKNAJ3KXD3saU+yx+hdneYx+Y8uE4ASimV82NIjEW/P72tAe7otR0GaF4u2oh0aCgPvuqkpDdS2c2akbMaDY2f6119bF9s0oa1ypmz/5KqRuLbeLF6FIDLP4SG9CbFjp2Or2ikDi1dfpBUq7NbmM72ZYGzyafEHmDEnVJAnoY5iVAHN5AhP+IjsuXB8ffmy3ZZEKe0nrf2qo5Mg1cxrWaVLGNGpCcPNFc7W0TjLobvwfzJA4YOjng4nidJACZduTCBVvucxibpsx+ouxT7OzEIZNu2QFMcWeOya616asAdhDKTT5Novfyrxf9y8uLMorPtBQZg4pkqElTKdc4wgGPaFWSbBauvgEEpXW6E+wtorbleZrNTaGTg951LTpMZIsF97OvwJoYrk4HHVQUJ2RpulNfecXJ54cBtQ6J1svAiV1oXdbvMEsT6KJliFg4ziptIdSY+f+ckcBJyK61KdYVgZxSJzUjTQjW5z5VkVivWzZMHcQkIbU1GG92kXvqQWbtUHjtfYZj0HbUDamk6mGNOStr5LBkdiWjnbT2Y1Iqaw2mibp/AtcBDBRwep+EfdXTJvDwMRbd4AoYcWUCKnfUIw6weXip8samkvVhoLj5uB3Rk26OXqko37CC25MkSSuyS4udpXGnmogezGSTV9JPv8FaE56zwL9ZUaNEyb+QiuufeORib4MScOeeEih5pxynmoLSKu1/YuImGUxps74eBOf0aPPcm6OLLEanbizAKHS/8ayIRN6lp3TQQ0nUs+LLKjJJK8p7kLjHbsgjEuDB8tE81btE18xG8q7Jfw+mxRqluYIvWIooEKwCXz7HAjm/aWfQxoBQygl9/i/Kl/MRA5nJo/XR0p3BPWxl1kpLCxojiU4AS+5c7lJr7ZpuMQfbNpdoR0E4FS9yk65VOXfbIYmn5L2sHAo9HBg9HIcaZEyxfq6TSOV159Gw9nNhYbgcGk/pCUrjHZwQaeWX3hBF9vNwOaz1CxDnOCE1Z1NLL9S+o8kgXJWoZ8lD5/Jwb0YpMT6qaJRf9+4uKY6bI/hWOGbCkQPgR5zT3WgfG26K29tjJbJa851pC1aEOwtWtYJHnLllPtjt/v+JBgZmMrVQRjSg6VvQiQGpsl3UBQFlvWQXP+trJomgqlyJYqfBlKlnpp+O2/7qQrOzopOj14kk+fJjHLJvubb/AMD3KRcC57xWMXC2/cLb/K2Ll/hfXdRZS7LKPgNgERSaS3AyuhQ+gFwoFgSyzwJyR3OdMbLihG11HdnFdQulJK0LelA1pVZ8QH2ocU530XbmQkLTUqv65B7OZqmhADc6E38EhbUb380gqcuoODOBnE2GfWGniRF0ez7Xaxqt92l/2ZvN745cHE2pgi4iVZYS6JCsiBOwM1XJXEHmByEhF+0HljuilA5deNq5yEqukFT4AFXHB8ZOedZtoZNiqfuv63UI8PxrDIvgXA+8jFZlIXV4c8EyWwd2YpFzJVi8DHceYkWsrYXa9Sz1KSLgtmPFv/59JTOFKLsJHv8O7CPACYSTPZrgTxyJB9/8lwwhToVdTd0vuwekw0dW3FovAcpI=
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