光速方程式(3/5)

ItiR1UcKXc5EQNWcxzvjte1f0zyTNgWDRLNXPbn0+BzGPoZTuf8R9P6gLS7CZuOipZnEusO1OQUG5cgZ//bmCiCJ2J3wtwSTUcmEzpxC/UA5OYuFcgaNk5kIj/8NQ8u+tk3WC3f7AAr6MzE11ex+J1EA2rr88+xHMYdhYoHjUWZ2qUYpSmjMcJ/YBmj59Y3KKq7THWOCEPVoaD2etgGCIDcHOJ7FBRE8zS566B7nuNQ++Xl0Jk/scGDB7fXKL6R2q11Vk8dDd//gn+B58ajgYzZxXVCAL2stxuz+1WrO2CHS+2LxW21Zj/wmMlqSu5SqaZwXDeMi8+EedT16VabtBP29Ma51fcWvEi6IhKglrc/4ZKTkz1cYBJ9bdBzmAvfO5ZV2wBNCN3H/5nq3vUG0tODLN+vQ/vRRT+r+lhVn7VZfIRsHWqdxLhswCavgQOD+hdExyxjrL2o+wqKlUrkdqmsrC/gw+kQQEJWsiYJ7r/mrsWxH+idx0ZLnc+iah3OcJS/ugGQa5cOjLCtZwJeLwd+ZnkpTU8hedFlTFkvBosHIgQDehDB6v8wvVCZc76fu311/go5vsVuwZo5T+G7fU5WfKVNHWUQIZnurkv2+u3E0QJYxh6v43v+Z83HBfZdtfHof0yqMsviEFT3aCUlfN7lgxb8urwiRFopqcFmSXomBLf7kXtqOTAkv3qf9QPdg2hHIJwlFOeLVdzX2E+El6/GHnDPWNhKIrYkHM0MZYYwec5ewvkWzKvooD/gjWC8GvJNz5dARUIef8sVX2crkwKB+Cwf0s3MuLURJubtsEWopvaoZkbaMwf9hxJUgtV7udvIg/lYF8JAM1hOmR2jSRm05F6lrtzR9CWSnpx5PpUYdLjh9n/1XqyPS0L8MJYbdbreMN/IVmYgu1qqtAOgPnBVv4aNf1yVc8gJrwKy3ebooe3FHcUO/Q7uhlstjhxRerGgjY/ZHQkNsLXfrvsqVhyxWWg67HOHRYjoOW568DwsmtTKfbdtJX9wA1b1nDK/5HWAuTTnWRf2lVtoGM26WOgqP8nRX2ZzQ3uStLvvxjqvcAAliVvJ/C4NJ9eOlzTIkQ/Y5teFW1e2SszHNIXFbN0kE5BJMlfz+lsXFarGEQUReQdEWGv1uc+QVUlKCFisuGs5+/XZzq2PAZknbbkAAzyRytdykqOGV5eE5k1K54cKXEZkL/AwGheqey3yxGpGLlG6ilm7qnum8imMMbpfSKsSVQODL8SbfAUzJ7cV58lCGAtbNjSpvM2fmZTIGAY8OjSsXhp4RewqYsbcvcrSOuNGKbrsFAbXPS+3ocsBv7Vs0iMJvm/SIS+hbu411ch8zgU8RhW6OBrz/QjM3nN142Z2h/O0PHN+Z1L4raRVuDkOE+8B+O/Jsp26g1BhDH7EQ9HN1rmYVlGUy1IuY82QObFfxAmekX0hOKXux0zij1FppK0SXyhXmT2hnp/1jgTbHzmFjxvkUqSekPAT5GLvtx/ot9HCyqmEAgFfRZ/Ma18wFv8rH45xTnQNuJZwJOoWDgX9IGFE8XpuyyltCLWFnLL2MIUJRVzkNipXfqmgcR9xB7r9HVovOkJZDO1UdygX3A3Gsc0ZQ1d6n5FU0R6hlMR85CiBbOiNA/ovF8MQH8tos5jbjnXN7vt4Izp5rZ7h8iK5XbQrYHeLuH2vJJYVONijYX5yh4O3VPD5QW+VXjEbzLlzITAPU1axN4t6mUR0h7elb3Grg4rq+n/uNPUtArQu0DcAu+xYeQ4UnDB9Q4VGAxEs/Luldyjmpzv6br+WMZaZxr4vW4gigRUNJ0+z8HjPGLTqtpE0M6oFrgJXOqj3dp9xyjXD5h8sRQ8iM8dtRwotkTvCuZRxpPyF7ZQCy9Mv/pZX7WfCxnJ0xhNQUMzcyUHubQambWwjPqThI2ztppHgnS6oU0zXtu+f04dUVdyXprhTKBUiIjkrSmeGf3naxzyIRlG1JLGbyDDfHgFqLzM3XJhcG4i/dTmm6xjaZy4XoX410cdkoHRDE/xDqXwnr4FgbYpBOvynN3jRL8gh1LM5EM7ow5/dZ293NW82wq9/ipgZT/ktWvAkOzfmVHMamHpcpIb6LcAM2XrnYzFbdDAWsGaoZvyHD5KDQsMAyFHc7KvGTPesLnsOSL6qJTmqKaaeewugC4UWI1b2xa6mtE1SFZdaY9A9Jy9b63lXRiFOgv7YLWieKPRtPjdTcUDW5cEAfPTt+H04xHdK0xqtcVYecMY2x5iBCjE0v+fIcqq1y4QBND8JvucUftzvBxoOULmif90KFs1Aarw8Svj/Vu4lhrzf6LUchU33K/aJ3Ip85YRioQ/+paJzvogSMNOm5JhQAmaTjR2dmSR9hATfhy+v74ycuRPL8Re54YBk/VzIAycGoEBc0D4KhlzNhyrxLHIs1Mscn3DdILpkY86vezLgd2RGf8A8GrI9ptAI3taGifzIOGlHuQB9fAFF5fr+kMeVO+RlOgN8gnU8MjXYm9oWhzp1ruEToR0j7YHIgowp1KN5G6rRi6OuSXLSCk03gdJb6FYbDx25FI8LQbLrjp/26AS+5uoLvq93w5qBxafgUkkU3B7/rgdpLlaM7Sc3xFSVhgUYzzvxw5MYiDEi+ZzqQvuB451Fk6tg34m5TLGfFxhQl5FuTTQGLGc7f2lyMCv/d9SIz5srjCJNckmSuqLhXmV3uiz85wZvLTMKGqMEiF/nHAaWctHZuY6uH4x7+FCOucEP6yJO0IoTFxUKrNOYYAGd3VE7t7B9tlASX+nOvWlfoa0TlNj0bUucCKNS2ko200/DmpurKSsrlmMz2qGHnuZkMDwU45PgdLUBiyCzJ5CYTVl6+xkHhHRZ4+YkDnSqErKvL2H1jqnymxJU1jI3RNWO4le7dtXfeDKcNIUfBu3gfWpDlGH7TY2uUmT6wxPiMmNbFY+Iv3v1UAKHeMmdX879lou4gHCUS6FNN8XUlHidS3+TWWco1bQcHu1yIxA0Gjm8aKk7MNflk6opP/SDG5U6XG755nbLFdH7RcIE/kI/aw3qhaJEFWwwMGXRSTJDoqoOgW1Yr2vE/jzf0yrgi3Anue7yYKJImsEeJr7iAZWg68YH5QegX2LDK5VPsNkolSur6S7REBo3xCNICAL6lMC78LssRbTPLJvKQCpypFTvx76FHaBPlwPgENG2AZh/gMWYiHltKCxIPLEK/OS0IAxGUdDo+MleMQI7gFAKTJRRyx3wIfNeUJMvBekXhM5n1kW0OpZOmVklG+GkR7rub6b5rq8zSW9eHVaDMk+T8WlSdRda6ssezGcTqP0LhIaAOfktQ3IvcCuPjVynJz0AEns5J8Tq2JB43sc4DugAs6zLrzFbBIaJz8hni0jfnWNHx1Pr6xikK7qvXrbFdHdab7a6PWSl1dsk4tcB9vTXcoJXOFbn75rOwy4/vckjBpj5c/njZswSbkv4jcznuUZ78XrU8BAF8ZTcHMjMpv/8mvjCS4Be0sapAW0fqS6XgkFKV7uycGFxsafs1GFTSlpADIfiU7ekTlG+dqN0iR5z170jubP1eeAtCbVQZvwJc87ZYiiNO835dsJb5D08IlIj2yd79J9ygWHWIwWjqnEWNFre2QTlBG5vu9G2HWoDUw+vKi4XxYnCAq0DMrFMbwnPjF96BMdo/4BpbkEXMWauNaVhkbF6IUFEYoBRMmvA3QDu6o3szdd7AzlegtMVfsPQClakXpjUuNwNElcdaFB0rpRbrokg3/6G6W/YcZNGej59nFyMF8gBPsrnd5IiYZLrYYQhwfDDq3gDWgIzmxIBrlnH9zQr1R8hrG3TtHu1mYJsN/tlmEnram5L+I4KzZKIaD+qKNZB9cfBNcW4CrwgWnBKq2dEBYclZ3XcggkI8wJVK7OYqQhbhdJQJcztkXKl1/GziWZpORUCH6X7oxll/5myv6iPo45gdD93mDtNdoas4R45mdF2MI1ob0c4EppPEGirxHridCEBl63cSs5c3ztiOZYekD/ywrHAys4lkSIii2zo6bSeCW9ZdzALCuGg+zjVbzmzlh8TwWJDKfJS9/OJt1iTzHd53HMkJNkZ2JUYTJGyYbXUgnk9kmT2QwjGHtyA92bm5ekAM02O58zoUcmnNzwQAby14tcBpyhpxOJcFoVTH3KnadwCjUvSvB0HGgKjH8LIyz3304NDzaAmWL0vhBpBe7k0yYpD5wTrg38bAXaP5gAp2QZKRYvy/DIdE1D82kZgMVeMu8Yn/YKSn9QmsZ2LaK5VuYt9mt2E7ykocmNLvLUNcNGjrwMGYq8f02MOk4R6pt+s7R6HYbuaebjFaXLZU1BY9SqWSQvXaYFSDskMalvBwMB/zV6kbaz1fyG8r7L/8HXu/2E9xKpsVlWQCAbaE3vZWL/CrYUkVscgb3FYPLUhWiLnQlrvG6Y245u806ig2K/zN7jK5uqiy3b6q0r2LltEfLUEwmCe8e/RE92UlRQOpj61hcADe+Cyu4YEcF8hKS8m+zm8QsSjw5FJpy3CI1eAsObuPDfPQhm/HMFV3nuTAq0ynf00lCK7npr/ODZQrZTZ8w+r/0rWxac73qUzJHGNvmU+yArYlGn6+IlvS2X+iPCiIjianhBCQoRpa8Fn89IlEN7JmtboWR+ICjdy7vDo99o8shpMGWqf6FOQx4nozAvGIXlQl/sulhr4OvK7m2xFhQ+iFP2yG3yM/HUs5m7m/bH5KX8jaM2Tsvc5Aetw3AZnhojbLkEC5C2c2kRfYvQ5DfVWi1f5ObNTlMGVKiJ+PjJ4Ek1tE8htCLyDjJhfcFyl2Ngr5ajLow6eY334BS566ixl5DDh1vmMdEH/w219NeNMqUQV6vWD00hfkSKVFhEt7qzu2iartBP7W0qngQZ/khJKlHUh/NKsZoAlTjOH0niqbaPzjT03Nh5zgoP/Kb0LncYmluxya2Zlatx5BfLGZKXL/3Bes2s921Y82EL1S0yTnvAyc1HNNQV0tSKlOgaqmCYsJoDUyLzj1X/jbwAJEzoz/do0h1comE7AydEssHS5WkGPQG7rY8ihsx1+Au0iH/RBIUoDm3s36kBAMEYceg50gh/HPOHYsfon5/dsRHUJCUIwE9y2AElxuahoDRpOkkqXdFI+5D0HwxarTJaeUCdqaqQfAgnfpZZNWio7USRhKyRwn39jHSBG/CzyF/NROkgkrD9k8C64xPxBj3IjD7U9Ts5NylODDxTwR/RCjTUw1/xICTOG21xBysU9epApQUPRf4QtTKZKMbxStOEsN5IMHJc6zbdV6mBhbR+ZwMppVQbjYHy2H1oDriBpxAyCHEdMMZ/RqCmttZkG29mzJp3qgTjZqfJO0O+rQSGCb/GxJlo0PhekCw7RolPn8xiXKuvy14VNqOTfilsCMDESQMRSyDlxs9ATUMEWzkpUqgRjH3v6xe3cM4eJsOMQXo9RZtm7c1YD9PQQVAWIE62G9fPRaoPSWKnRXsL7XI1q4JNHdEdYNWEKxfhyshDESKrhdCcNkwIq6H7/VPYyQ0ImOXqHr+MTnf6y2Khohs8oIWQsksI4kZ9ye7LqQm1oPBavAPeas7HGx83FEnWTRKNJ//Se+llkOkGLBnjwuTBS4r9iZCy83YKEmT3lk5fnc+b7qzPie6UJYUDunUjZjA5302VLY+tSmM9b0qwZjV1u2nCJU1s1o3Zq01O/UYBl2KgZR3Di0W2Q9er7JjYCIBf+GDMNP+No/OqhA739cJVtYXQBmuw3OaTqKGHxJ9kdPYT56Gr3b6zqdKIPX1wMzU9wLR7x23DB1h1MnkdcSBsihiwugM9pu8c6e+OTnvvZkHkSf5m/u1+nCxoM2MsX8RhIl6YVU10oTJYryQvAIu4M/EFiOV7+YQlYqjU+hd+6iw3cZ1s3S1v3A/xRsDZpTtgwQUkgOY4pFYAWE9VwDM5zoKkT1Z6qZNwYPKcBuwVpvsyvYMKYCQ4pQfpFH8A6JgHmovXhzrgvTyji/TeAhZnIvvw2t5izKic/qwuMwFuPeVcbSwIyQNiOmAfaMzv78SapRMNkCbGS0kBrMcf9fbml8UNLNB4QtyhAGC6k36JQX/w5KaefdToU6VqmGQAPWxgQQJuRa5pigJ+cOuirLEAScBYBe1BxE6AFuyDSkyKpVa6/v4H6CrnwHLtS/Uv6A2RVw0700Ob1njH/Fs+kJaa3DPuciUrmIJkNCozTurSjo+RfpjFVdt3eMli2/R3SBEI0IoDsCbs3YXBN4iZFdla8u9G/+5DZfS65jYsna9cwp5VR2QTUP4jV27i3ceVmNnKchzn03VbVDVuYX6GqKxOXVeJL6VQ5bPeRxJlQQxrBfLGbzjN3YcbK9D3xaSl3dBJIiBsYoD2mNqPV5iYwhDmQLH4iDLL/nBVVOwxY5MgeJ6s37+PmZD2B6RsWCcb5aK90Oo8M+d8mMyByGOYveE1zcwrbRMk7W6FA0KNseH6/wGrSQecUmL9L0Eoi2GRzKh9vWgPTo+sW5fqlddg/9gdDZsFU1Ede0m/uQgPxkcZeWtljlT4ekbz3esFvntgnAdFWSTZ+OiQ+/m5XaaOVHlKTxKtu+07WLQi8vy4JV0MRodhXFcnN51jDYl11OIjFA12LQsrB2RlMiQxqHIa+1r0ofbUqbiwr78TU48jQZw0naS/VQXGzMwQVxiv9mS3MPDiRpoKvHzsduPvUM/85kDqZVPOi7XyjvYdX+7UK+VP6n/WVWW9hE+vciczHZx7KlcEnijOeTVBjb2MKm9lE887cuKd+4buztFAmxq4kUNL/azogo9MSNWARcaKRaVyZoT+CeJE/F5ZZskKak+JBrkHrltI9eaJFfQ/csnzJSsVgxW4RBsHtdZaNJssJsTqtXrjAfPSIPsUD29sdFymruylHCcs9TsmeMvLh/vTac0z/vvKlQj9GGKPwhsuKRFaxnws+xWhz2hGliCXJSFz+7iCFcV2ZHb7wdZkg2Wfd0BaJpWtlvKD1QXKZ6pkGMB7gex6v0Jiy0kCh7yIXmhJc54jg53DT/HRqo6xnLGDW+aoiPBudz1mDoww0zykKSdW0BZxittWX/wNW3itM3k4jnIdaRWJLECsOM0EKazUWQ6WQIq0qlQWTo/PdUZsQmJ/K3dEt2SXuXDEUJs7sNfxy2ZrHUEKDCB6sHj1gfsdYITonsQ/9s2YS4H39L6cKIq9DfTCBDhsfbJcre4WQiQzwj44ycb0624BIsY6W3nhMG5tmTHN1gtMee1oNOEe8Wz6hICQ7qYEtAL5hVecp9qwXRIVmx2DrGwK+Jj7zgo7cHT2bZJyhJFWIJZLi/LDjKKy6IMs7+2nu/94aXhtfBOp0BDbNRi69QW7ZeVFseD0NvOtjuCMSsElD/eU/gQ+4e2Z0hHjPcsbDKDW0/osM2CtzaLf1hrC23hCT8UBDAJC/LDiOrQbonG/NBQE77YnMP25pNiJ04H25Vp1GXDkWO9w6HwM+wo0vSbFPEhWacADuwcf1kPK/mPak0Tx25zdN/IgQi/8shMuGhnK1yM4sQa2z+Xfy9i5IpJ4peGyGoXfYNFz6QeC7Nr3cwSZXph2z+xT0FNUs+lBqgBXmrU3yDvFIeCGuHpR4fzqEMrjR419uMjc1dOhu1iPvygxRaoUYNIUImfXmwoP0pH1B+x310h0m4YP8FvUVGDnsJC1S8XF/k1QMHezCpCTD3odJEMYoX+bdyz1jWAmvq2OdW0cNXWwRndyfNDopqoljuXScAEVsDt/az35lsa07c4pv9tbl4yvt600cPd86dH35OAzqPGYpuEb+iHoIAROpkOQUtQcvei9VBTtxwQnP+/pBVpn6zjKExJlyUhlK6DvqCK3pKIud4wCtogQbZuHIGaTko/YbTz4h4GQy/xl+yj8qeCPD/tkNjhkAteqq9sesdmUKEeWDaK7WV9DGndmk0DXe2Nxzj2IYHGxiS4fI2Vtgdhw6HXTkhmJlU8pnZmwhddzandFsuYH2C+tQSNUAk45LxhzXnt+zgc8Kr50pVudY9zqZM3jdsyOVznKoLzD3e+Gt7e5k6UO6lwcQN2KH7UrGlJiPjwjSdaNUckhEmu0Um7+lTNYg7JwZR7A0SmE8fESxNVPpnalU9hzffK7ClkcsR9nzyfb6lLAC+1Zj6KjXhCnbuDhOxI3ndGG4n/XsSd3ctOcfRfUFfntErl5zl7H1cFAmYfRD3vVAZ7fGhR5YFhjIcgt+3sm4nudwqSzrstIJQse7EDM0DX0qXVuKeas63MW28ac9PBwkL8R3J38lGjjiiEfbO96vm9tg6sVqAL+ZBj5jq/ikusYLMgH5bsVmZwYDph1c8bx+SACMYhvm7vf6PQnGXN/kS8NGMYLmQfzKO6+N02KEyak2PhjWWcz8s3VjTsitMbtZl9IE7Eocd2NIbh724sOu2yinqs/ykpXrrcCcdSJtZa+J/iEBWZhj1taSSSJxcWXyCvrqn3+/rn0PwTlXkKOwTb14W0c282KYuDnnUSVotLb4dZla1nX4jL7kOliLfCW0ZnerktfcBH3SDwfa5FrNAItwhSVukwYiFCyIR9ljNwPJW1eIKgOAXcviteRpm0bIlZe/6l9pCMHqJxZgA0wXx4m8XuLbeKWHNRryJd1RpnZSyiwPXswYUNi/hwkK85kpDKLW2pUx7WtbtASL8J+O9iW+yVusS49nw9KGAW3Cwh4prqpbb18trv3SCqfv9zavqtEOw+RvB4/PzrqYQb56Se/QLa9c15AIOEQPynY84sDrh0NBJhdWV40le8dsUhKdKM1+ECI4QIUJ3Q7yQvqkH+d3ykf3M7J+gU9CNQDdPGSnJ+D4Vdgb7bVkuilpEIfd5LEayY/K23bsXxtaWn5qdf1pFIB0VwpK2djWBwHcw3Y0XWAz5h5GOR9u6pvD3KEPn18UY8qsn8LrlJVSrxDrrfHKYxthuZFmQhkgjzepaipdanqCQSK9MjyUYJun10T5YMWA/duZh7b/3TOGgnWcGo1CNL0FNTaK0jbBHvtQtK1M0SxC9o2O5SP59vC7VEgf1+FHdv5JCBQ56UoZmfur+kIeEim0ntNrMkyzJbkYBF8vZ4CmHqsN3CgGpFQFnrNHWVyDZNz5vxGeFt1ojQn07oELtagaZ9OzNG7qGOg40wpYr3mPM1K2EVbMMyxPTfzs50TxQR/Jz2u0aHbBPc13R5oXuJDIE31lFyCG7+KN0xIsLGaPnKl8HRPR0pENicL5VbkC8nBJ5O0KV6wab+EphTWqQkWZ8NuJEtJMIBrHkkztmP6cv+/LvBE3GYUzxa1M8C0TLwK1siCxuR5b/8rSSaLhzElxzneOAWnHaCpF7LvXSLQTvNSfciXWbI8XNknSP+yvT11EPluPI3nN9H+DNy2oCyKJ/UfmikyzB/j2S2Ww/niHW8wPdwCWlx5IoJ4cEWEwlOOewS/m8olvFtuBSIhuqnpZ26GNFtqo3vQq3ulTXNueYeoh2wTFIDnputfxxjW9dQphmstN3c3R7xT5mRJGYawpLLcS71A9DRCBxYGpUZOggv5UCKd7c/+iaRPNBWyXbixoNzt2rgM5SgBZHMxUNLTXzsPqAa976zPJ5ZzDdmWDd7xZ289B1QSLb8Q7aXP+hOIS7noGQVKHNZY1v9QnOEYfPZbQuiVRgvbCWTxkWFbSZsZgTohdL60iDLe+9+deiVFPFu45uZaS3xcHK1nDYTuTgdLTNc/nfZ1MPrGfJart0It1Vpr/LKX1bxGyiwOSoRtrUlBXMkv2ByufgEpaywvk4YCtSBbS+HYK/hbcHeC1CmJbJKTJFuAkpkiJC5vfkFznHvCO6+KkVu8BarpP4VUaCjVZLuqpg1PWpJMWxEyXiFW9w3nNSiwqGj4dOOkdl47vrmqcm7gXlQ/1njDKcuoH7NR2zHpent7RvOtXWV3BdCemVZxnLu7gv0Guq+6B/5ROEsug3GkiWGOdaKgl2zyXTndapaHt0tEpIEKdSjM8ktcDkN+0WqtPaKScd/9/A9vK1xaFxkbAzwaaKH7A0MFDZwS8VUDZypeFYXthOKTSHR9QEHMrBFa5FJrXW9K7QsmEFH3M26vFb5yVmWe/AzBnHPUx1j99thbCn+ZzM3dscIyCLVJYM5Ks4shL9RBwO5qiMTTPhC2F8JNCNuJarf4gbHl2bKaStTmrR0O+ebXuik8v6zuelnpuheGp20nmUCvF+t0T7oDKfgR7cIoReRhXIjibTv4ljixEZFVuotJQszWHK8mu8ArYlApbL6YbnNJ2nil6vKHOz5JnKkKk0B8baJ7mr1vmtnYAe32ozQGEPg90OyIY/IGQ4G578bY26I5pM3+kxPIGccNuPbah8UxoUZq1JWOF4zXhTESfRDp+l4+Pu3cVKF/PspvqOgXyvFiN81KSmEoVyzw3Wl7hKUKH33mnktejuuVaatHVqyBtXn7sB0Qa8pcXOXn1jmw1+ISAF+j/Ojrtl8OrztOqM+4p+De4vMWUtOst8ckGMi8605ffMmvrNddEsM77PjxN9EUpH6mjbksCdLGLHGTzTJjk59sgEMwelG9JALyaZn/UvgaFCjnQzFi2gD50hPHQ0SBdrWNrBqxqG1BJQ9AO94mkAHtsvDV1MnJXYiK7DkZ+kRwaMwxwLu36hMtwKatrzS2KoK5PR9X79FTSnNvLjrWAZMRL9JYtwppPz+CYdHpIYhULQWEE6gZcOi8y/cYlNgFmrsPUpajsgcdZMc57yUAha6ZO1kxqJ02wn2sm8PRXTArDFZ9E8vnc5RxRftvfmSndRdi4xHSPSJJ8Xqr8Ze6bNQs7ujEiw+jAjO+Cl516X9NP+N1+ex5G8UT95p01iDK5MaDouCoVbxqMfycv7vo+xgfDm9bVnneTomPYk23BFeBX8x0V2QPsIcm6DXREtZTXQg9r9WPU+M6PobW+3snIf1ntZNduckMVjALuN4B3zLvycWHic4kclNaX+FmeWBVjC0HAONFRPAwyl2uWqWvvQ1P2WXYu8PtQNsXKwMaWc+7SzDOaMb8GtLfQJx7zMpmN4Kk92DMyqaeauJXHRDe41/alJXJSuF1rxPE37ZbE48UMj3FfT3Vr29Ua/V8tzSJg2M2tmtVrPpekhx1hecex3LjLzdweDvgDpiUJXII65r8KRjVpKT3WreSjMbR41SdpQRrw42vOk6Q4u+k0/zFygytsxG8V6gjChCAni5L4N6M75Y4bYLSUdchQ6JHf+/bcB8maEnk64tLG/nZ/t/o5ZC62o39WzD+7e/H9cJh2f8Imciw4mmnc068IdTdjTaTmS340K1X+/lVMm+GN7AtrqDrtm0hSCRJmALlD171izrgrHnu/r9dMavuD+OTDmgphi3pH7wq91bFUi5rw7JZ+dYXB1IezS1c6kuBtFaP8KSEPvLnxkhR1fn1TupHj6zOdFQt1SRILq/6JzA2C13uIrbv33WTSZUtcSpisK0vv7T9zeNpGHA4IY16qeepe3lcgs0aRAbJ1vPxcARJuWw1A49naCN5QOCsA8B2yPx9eBrKhfk2iwk92lTUIY0kgLkbxrZ/A4gEOMRD0OgZiMJiz+O9IEqVSEP/sThm0WW2bNOZRQx7Ra/nHyDFYNR6tNvBbVT8tc1eUt2yJQicQ3MMgTc2Pn69HdZ7T8UwpDhR+G6gWNQ6/PNpZW8YxRqUz8ZdGQh5ev+/ILg8U/I9rtXi4iGaGPOkl0nOye7Uo51tlre8mUi/bf2rsWSNVaCgegP80ETDakw0sYhnYnBFcaCTV2GJADKKO3lsa7puuMz/HDm6wXIMxXZC2bXES9UC6xzeG6s4tzojn50D04CugDSc1FhUbKuVqekN7Fxevd4Lvk16esJpWI6zNw3v8RCRPyF/pFymdGFhv9LiQTz3vs/LXlZebG5nIjcKah4KbwFJyXhg3lDHnvg+PrrMZhCp31KTCf0v5q+s7rgz8K5jxD6O1OZP9ROdkg3CqNuaBvDiItwICmd1RbLkiH5xH3/lKslr/07gYtWzLcnR03yxa5AXmPuf4v8nIHq9b1dOpIokys28qNLkS8C8yrbKvOHdb1qTorkMk9vDKmADKjVouvlM51tpbJ6BKwOWDB75k4hLO/a7cEYlQtYIadR0nt0A0/SEWng3fUaf0tJWtphO98rSjLthjcXm3KJLBcMdRQPEL4fRaDiGWIcHI2Cc2tV5hLkhkWslU73YXQM5onQXvZei/XUEOqby0qJ0lNwDR6XANBSHDQqAQjOslW6iVjclLVtnPS7yhhWPf95gO5m4d0IyKsl8t5Tg8UfTPOsjye1M7rAadphVdvBrpwWsE1CtngYVH5/DiI2cMzn2Vrk0uT6nDggbwL+madzSg/sdu5wo1DDn4oBNXfqKXZyPuHAPOSFBFTriFtCVd4+YwnabsVE3jyE+DHMgCpusN6OrYLPbV+QHEZ6Mi2SHRUdKYzOdiSEZJ5giZiKbje2QWgWDd8xTE1D+zTZIZpYepLMTz0UunRIRJQJVN8fLCeBJUgFoht/DH6PRkwTNuiohmoLmWbnlu4c/kiLk4Gm2LUeAaEZnUa5i3Y/hzGXhvu/4h0HQMtL/EBtbdtKJxAmx3YmYE6ph7mpvV9Sx0/WoYoZqQMFAAvZquhrs11MIj245wfBgkh8lyiHax0WtAiB8ILLP9D9isIF24PNHl6EEZPiOyUJg/qFdwchJHKC3ioEYCIvNmK654feyyGvu2lkSOGSOvQSJUaX91PsGCbPZETDOfL8/ajLJpAoTM3LlPPEJCdA17wqwRwJUo+31Agkzae0mKPqSe1dIc4YFdY5QdNNCOlt8ELFfUsvfyiw3R5G7g9cx5z/YU6zSdLvWFTCqAl8NSDc5f06sl49tHOeSOWfRv0/o6Va4TNV/YOhBGc1+LUPsm6SS76oju91KONIAtdufNQ3Q==

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